![1,4-Dioxaspiro[4.5]decane-8-carboxaldehyde](data:image/png;base64,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)
| Product Number | 2H15-1-29 |
| CAS | 93245-98-8 |
| MDL Number | MFCD11847774 |
| Molecular Formula | C9H14O3 |
| Molecular Weight | 170.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H15-1-29
CAS: 93245-98-8
Molecule Weight: 170.208
Formula: C9H14O3
![1-(1,4-Dioxaspiro[4.5]dec-8-yl)ethanone](data:image/png;base64,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)
PN: 2H17-1-94
CAS: 35477-39-5
Molecule Weight: 184.235
Formula: C10H16O3
![1,4-Dioxaspiro[4.5]decane-8-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-62
CAS: 66500-55-8
Molecule Weight: 186.207
Formula: C9H14O4
![1,4-Dioxaspiro[4.5]decane-8-acetic acid](data:image/png;base64,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)
PN: 2H21-1-61
CAS: 134136-04-2
Molecule Weight: 200.234
Formula: C10H16O4
![1,4-Dioxaspiro[4.5]decane-8,8-dimethanol](data:image/png;base64,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)
PN: 2H10-1-98
CAS: 1256546-72-1
Molecule Weight: 202.25
Formula: C10H18O4
![1,4-Dioxaspiro[4.5]decane-8-methanol](data:image/png;base64,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)
PN: 2H10-1-99
CAS: 17159-82-9
Molecule Weight: 172.224
Formula: C9H16O3
![7-Methyl-1,4-dioxaspiro[4.5]decan-8-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB16AAAdegGH+2RSAAACBXpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfF738DnFKWRkMWgZrC/s2FFtJDbFUZDeP/34nx03tpnNihzuf7nfyPeTFzaHewk67prImJ4JyAtoUtqzMJifPTz9mKblZLgp0QkfT5OSlbV/njO33e1q86FodrKGFrclpfX5oqpHPPqDWbZjkXLA/D/ePHTOrTNMqU2ikmmredMZ7W6i2e4v/bMFq5XaVYSd3VrvdKdpfyf3N6aEpyUcu33HtFlFYV1sNa+tq1cJOcoo3/wYbbbRTrS5hdURzQEPMfbl4uLPFW61Ni6qPUBVq+9i6twINtd3q4g2DofLzLie1QEC1tr51Th3Ba96sBCgJKgAVgopAxaASUCmoDJTg+Md1IbHOW+03ejq+anxbGF6/8OokFkjmJKJhmKUQ0jhBEVARoJA0iD+e+rXeM6ZZikLQMA5jwHzxB7NenqwEjhh5JmiaJaFfi+IgOUtOkwRdJRUcn3rRG3uBrmESZYOwUdghXEQZFoadK7NcrKwpBypUZU5WgnQl+63XjeyrRsC6UjscRB/Auw4BOQZ8jaeBYAz4jkwD4Rjw/ZsGojHguz0NxGPAz8Y0kFwkfQVIx4AfvTMgvwKyi6Sz6R0EHxPdXF9BPje7OwdXmE/9fj83k0xwkczXCBuMJHs/2KheHHo2+CIw/A4u/wEWy4kxSlFS9QAALT1JREFUeF7t3Qu4TXX+x3GF3IVQkVskcu0iuXaTRFeNkknRpEzpZjIu04RKFE03Q+imv5mYUbqIaipJIhoRiq5KyP2Ua8n8/vu7duu39/6dc/Y55+ucfc5e6/16nt/zmLO/6zTPWuusz15r/S7FDAAACsXcHwAAkBsECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAqSwbNhgzEMPGXP++cbUrWtMuXLGlC0b/XfnzsaMG2fM99+7WwFAkUGApNr+/cYMGmRM6dKRvV8seZOaO++MbgMARQwBkkpbtxrTtm3moMipyTayLQAUIQRIqhw4YEyHDonB0LSpMU88Yczatcbs3m3Mnj3GfP65MZMnG9O8eWJtx47R3wEARQQBkiojRyYGwvDhxhw86FbFyGfuNvfc41YBQKEhQFLhxx+NqVQpFgRDh7oV2RsyJLad/I6ffnIrQm/v3r1m0KBB5t577zXPPvssLZs2YcIE079/f7Ns2TJ3FwIqBEgqyCMpPwTq1cvboyiplZ5Z/vZTprgVodeiRYvIrilGy2UrXry42co7NeQDAiQVevaMBcADD7if5mzMmNj2vXq5n4baRx99ZA477LBMF0la8jZgwAB3VwJ5RoCkQsOGsQBYutT9NGdLlsS2b9TI/TTU2rdvby+K1atXN3369KFl09q0aWP3VcmSJc2aNWvc3QnkCQGSClWqxAJg+3b305xt2xbb/qij3E9D6/nnn7cXxMMPP9y7G0H2fv3114THfRdccIFbAuQJAZIKJUrEAiAv7z98v/wS215+F8yePXtMrVq17MXwuuuuc0uQhXnz5tl9Ju21115zS4BcI0BSgTuQfDd8+HB7EaxYsaL54Ycf3BJk4/LLL7f77sQTT4x8P/nFLQFyhQBJhfx8BxL5gw+7b7/91pQtW9ZeBB988EG3BEl88803pnTp0nb//e1vf3NLgFwhQFKBXlj5qmdkf/oXvwYNGpiff/7ZLUEO/vKXv9h9WKlSJbNlyxa3BMgRAZIKjAPJNwsWLEjotvvyyy+7JciF3bt3m5o1a9r9eMMNN7glQI4IkEOxaZMxEycaI71ZZK6qr75yK6IyMoypWDEWAocyEl1GtYfUwYMHzSmnnGIveuedd55bgjx47rnn7L6UwYXLly93S4CkCJC8+u47Yx5+ODoxYuSbsL24S7v1Vrc65u67E2tHjEg+F9b//hed+yp+G5kbK8SefPJJe8ErUaKEWbVqlVuCPPhf5Bw744wz7D4988wz3RIgKQIkN+TOQt5DtG6deEGPb5FvcGbmTHfLGOnp0q5d4jbNmhkzaVJ0Bl6ZiXfvXmO++CL6mKpFi8Ta9u3z9ugrYH6M3HkdffTR9mJ3yy23uCVQWLx4sTeGxt+v//73v90SIFsESHY+/TR6B9CyZeawiG8nnxytkxDIyebNyUMouybbyLYhJpMl+he5o446ymzXdIdGlq655hq7b+vWrWv27dvnlgBZKub+INQ+/tiYv/41Ol2IexGPb5Hbfq83VXbvPJKRP86BA3O3ImGpUsbccUd0mxD7PBLORxxxhHeBkzZ+/Hi3BIdgw4YNpnz58nb/yqzGQG4QIIsWGTN4sDHHH5/5Au63yC2+95L8kUei70Dyg6x3PnasMfIiuHbt6HroZcpE/92pkzEytmH9enerULrooovsxa1p06belBzIX6NGjbL7uFy5cpHT83u3BMgkfAEiL6fnzzfmttuMqVUrc1j4TaYMOffc6IqB0tsKheKNN96wFzZpb731lluCfLB//35Tr149u5+vvvpqtwTIJBwBIi+f337bmP79jTnmmMxh4Td5ZCRdcp9+Ojp9CArVgchxO+mkk+xF7dJLL3VLkI9eeOEFu69lrM0HH3zglgAJAhsgMjp52Zw5Zv5115nvZf4oNyz8Jo+NLrvMmP/7v1CPsSiKHn30UXtBKxUJ9y+//NItQT47++yz7T4//fTTva6+QHYCFSCytOmsWbNM7969vQn22kX+CO6NtCVuaJQvH51eZMaMaPdZFDnbIneAVapUsRezwfKeCgVuxYoV3qBCf7/LUrhAdtI+QGRKBlkX4oorrvBe/vknvrQGkTYg0l6NtAMyivuaa4x56aXQ92pKBzfddJM9jscee6z5ibXgU0bWTff3fY0aNcyuXbvcEsCTlgGSkZFhpk6dai655JKEWUXdVq9aNTPxD38w619/3fwvSBPuyZgQGdi4bJn7SSB88skn3khz/zg+88wzbgkKkKyXXrlyZbv/h+Zl6h2EStoEiJzUMpXF+eefnzAmwG3yjUm+vb7zzjvB7e4pvcOK/fb+ZsUK99O0d84559jj2apVK57DF4JHHnnEHgN5//SVZswTAq9IB8jGjRvNhAkTvAtK/HNZt9WuXdvccccd3kytobjYyLQmEiDSTjopUO9xXnzxRXtcpSfQwoUL3RKkgCwy1bhxY3ssLpOOJoCjyAWILBYkC9x06NAhYdput9WvX98MGTLEfPjhh+6vCD5ZYCpyF2ZDpF8/tyItyViE448/3h7jXqx9Uqhef/31hL+5t6UrPBCnSASIdM8cPXq0123QDYr4JmMC7r77bq+nSOjJSHU/QKQFYBI8OQf8Yy0dItYzEr/QXXjhhfaYNGvWLLiPhaFSaAGyevVqM3LkSNOiRYtMQRHfTj75ZG9unjVr1ri/ItzkUV3nzrEAqVzZmHXr3Kq0IY8rK1SoYI/7PTJBJQrd2rVrE945yiNlwJfSAJF3FN27dzcNGzbMFBTxrU2bNt46119//bX7KxBPplipXj0WIjJdfJp+Q7z22mvt8a9Tp443pgdFw5/+9Cd7bKpWrWp27NjhliCkUhYg8jgiu3cash6BLGYjI495bJFHc+YkLmwlswmnmSVLliSsSTFDBniiyJBu89UjX1T843NrsoXTECopC5C5c+cmhIb08z/33HPNpEmTzA8//OCWIy9keng/QGRhq3ffdSuKLOk1J3ec/nnRUWY9RpEzZcoUe4xKlizpPYIGUhYg//3vf+0JKLfBLAiUj2SQ5CmnxELkuOOMSZP9O23aNHteyF3Ix7ImC4ocWY9e3kf6x0rGYwGFEiAybTTy2dq10Tm+/BBJg5lrZRqa4yJh558X/QLSHTmo3nvvvYTH0K+++qpbgpAhQIJEJr7zA0Ta3//uVhQpd911lz0njjzySLM55Mv2pgOZc84/ZieccII36zXCiwAJGhl85weITHWycqVbUSSsW7cu8n+vjD0nxo0b55agCHKP21hZVROhRYAEjaxpEr88b5MmMs+9W1XoevToYc8H6dYtU2cgPchgXv/YybIJ3DmGFwESRDK9S8mSsRCRlRiLkHfffdeeC9Jmz57tlqAI27NnT8K7q+uvv94tQUgQIEEl0737ASLthRfcikIhvXlatmxpz4UuXbq4JUgD//jHP+wxlN5z8veN8CFAgipyoTadOsUCRKY6+e47tyrlZNyPfx7IeILPPvvMLUEakPE7bdu2tcdSJj9F+BAgQbZxozHVqsVCRP7IC3GqExnRXC3y/8c/D26//Xa3BGlk6dKlCTMITJ8+3S1BwBEgQffaa4lTnYwY4VakzMCBA+05IINJd+7c6ZYgzfTt29ceU1mXhznMwoUACQP5pu8HiEx18t57bkWBk9mU42d1nThxoluCNLRp06aEWZRHFOIXFKQeARIG+/cbc/LJsRCpVcuYFM+o2rVrV3v8mzdvzroSATJmzBh7bMuWLWu+KwLv2pAaBEhYyHoq5crZENnUvbtbUWDmzJljj720efPmuSVIYzIaXVYI9Y/vVVdd5ZYgoAiQMHn6abM/sv8/jLTJkbYgBY+RZIBgo0aN7LG//PLL3RIEwEsvvWSPscyX9f7777slCCACJGSW9+xpxsi3xEg7pUwZs2rVKrckXz388MP2uJcuXZpFwgKsU6dO9lifeuqp3pgfBBsBEjL7MjJMn8j+P/a3Y9G0aVOzb98+tyxfbNmyxVSqVMke92HDhrklCJCVK1d66/z4x/upp55ySxAwBEgIfbhokTeIzz8eN910k1uSL2688Ub736hRo4bZtWuXW4KAufnmm+0xP+aYY8xPP/3kliBACJCQuv/+++3xkDZr1iy35JAsX77cFC9e3P7+5557zi1BAMlCcVWqVLHH/c9//rNbggAhQEJKnk+fc8459pjIH31+rkd/1lln2d/dunVrb+oLhMPjjz9uj32pUqXMF1984ZYgIAiQENuwYYM3Itw/LmeeeWa+vPicOXOm/Z3SI2fx4sVuCQLswIEDpkmTJvYcuPjii90SBAQBEnKyLGn8MqUjR450S/JEXsjXrVvX/r7evXu7JQiBN998054D0uR/I3gIEJhbb73VHhvpRXMoffjvu+8++7vKly/v3eUgnOTOwz8X5I5E7kwQLAQIzP79+02LFi3s8alTp45qosPvv//eCw3/94waNcotQYjIuw95B+KfD/JuBMFCgMAj63KUK1fOHqPf/e53bkmO5HFV/DEuqPElSB/SC8s/J6SjhvTSQnAQILCmTJlij5E0WfwptxYtWpTwLkVepAMyDkTGg/jnhYwTQXAQIEhwxRVX2OMkM6uuXr3aLclEuuhKV11/O+nCC/hkRLp/bsg7NhmxjlyQ94cPPWTM+ecbU7dudDLUyN+k9+/OnY0ZN06eG7tbpRQBggTy7iO+F5VMvZ7To6ipU6faehk8uGLFCrcEISZdw2VuLP8ckTmzkIQsvzBokDGlS9vZs7NtUnPnndFtCgEBgkwWLlyYMKfRgAED3BJLpieRaUr82v79+7slgNezL/4R5+TJk80333xTaO27SNsaaXsi7X+RZlLRdu82Odq61Zi2bTMHRU5NtpFtU4wAQZbuvfdee7zkD//ll192SzxDhw61dTJx4tZCOImRHmSdEP9cKex2TKRdF2kzI21PsSwuyAXRypeXl4XubomRbs4dOiRu07SpMU88YczatdEA2rPHmM8/N5EENqZ588Tajh2jvyOFirk/KCgESHqRxw7x05EcddRRXjfdeDI1u0zR7tfI1O1AdmSlwsMPP9yeL4XZCiVApCUbqCufxdcOHy5/iG5VjHzmbnPPPW5VgSrm/qCgECDpRwJDgsM/bhIo8VOddO/e3X7WuHFjb/EoIJn4c0bCpFatWt47t1S3VpH250ibE2l7I82kop16qnzrcndJ1I8/msgtfCwIInf2uTZkSGw7+R0pnAG5mPuDgkKApCd5dBX/7FoebYl33nnH/kza3LlznS2BzPbu3Wtq165tz5u+ffu6JeEkj6T8EJDrY14eRUmtBJS//ZQpbkWBIUCQI3mJ7h87ebm+YMECr3eW/7Nu3bq5mwDZmj59uj135C5k6dKlbkn49OwZC4AHHnA/zdmYMbHte/VyPy0wBAhyJN144wMj/rHWEUccYdbKCz4gDzp06GDPobZt2zLdf8OGsQDQBOqSJbHtGzVyPy0wBAhyRQYUysBC/xj6beDAgW4pkCO5HsS/UH/kkUfcknCpUiUWAJrpXrZti20f+YKXKgQIck2mNokPD+mBlZGR4ZYBuXLNNdfYc0mWWA61EiViAZCX9x8+6cDiby+/K0UIEOTav/71r4QAKVOmjNkj/dIBhRtuuMGeSzKDQahxB5IcAZLe1q1b5w0UjA8QacOlrzqQRzL7s9x1+OfR3Xff7ZaES36+AznxRPfTAkOAIEeyEJC86PSPX/yaH/Je5Ntvv3U3AZK64IIL7Dkka9Hkx1LKaY1eWMkRIOnrrrvussdOXnzOnj3bNGjQwP6sp5z8QC699tpr9tyR9u6777ol4cM4kOQIkPQ0b9487/m0f+zulJk/TXSAof8zGWgoY0OAnMhsBSeeeKI9dzQLlwWSdEapWDEWAocyEl1GtacIAYJsbdu2zdSsWdMet9NOO838/PPP9vPzzjvPfnbKKafwGAI5uv766xO+eBx33HHGnWYkFa1QpjK54AJjNm1yd0mMvAfyg0DaiBHJ58KSsTMy91X8Nsnm2ioAxdwfFBQCJP1cfPHF9phVqFDBfC6zgMZZtWpVwrTvTz75ZMLnQLwtW7YwmWKyyQ6lK267don1zZpJ//noDLzS43HvXllsPvqYqkWLxNr27fP26CsfFHN/UFAIkPQyfvx4e7ykyaJRWbnllltszdFHHx25e07d7TPSS3y33cJuhRIgMtbl7bfd3ZJo82ZjWrfOvG1OTbaRbVOsmPuDgkKApI9PPvkkYZr2q6++2i2xtm/fnjC1ySBZSQ1wfPzxxwnv0oYNG+a9XyustjDS1kTalkj7NdJMKposUZsbsgKozPCQmxUJS5Uy5o47otsUAgIECWS21JNOOskeq/r165ufcpgeOv5uRebGch91AWeeeaY9R8444wzmvsoNWX9n7Fh52WhM7drR9dDLlIn+W5YFfvBBY9avd7dKKQIECeIfM0gYLJEBSjn49ddfTdOmTe12F110kVuCEIufwUDegXz44YduCdIUAQJr5syZ9hhJeyAPA5reeuuthG3feOMNtwQhJDM5S68n/7y49tpr3RKkMQIEHhlNXrlyZXuMpItuXh8zXHrppXZ7eQwmI9gRbrIAmX9OyAwGGzdudEuQxggQeI+g2rVrZ49P9erVzaZk/dWz8eWXX5pSpUrZ3/Poo4+6JQiR9evXm3Llytnz4f7773dLkOYIEHgT2fnHRgZ3zZkzxy3JtcGDB9vfVaVKFW8wIsLp97//vT0Xjj/+eLN//363BGmOAAm5+fPnJ3SvvEO6BB4C6bF17LHH2t930003uSUIgQ8++MD7MuKfBy+++KJbggAgQEJMxnDIVBL+cZHpSOKnKtF65pln7O+UkeoyrgThIe/OWrVqZc+Bc845xy1BQBAgIRb/0ltecObX2uZcQMLt2Weftcde7m75AhFcBEhITZgwwR4PaXLXkJ8WLlzII4wQch9h/vGPf3RLECAESAitXLnSW47WPx5XXXWVW5IvevXqZf8bvEQNhyFDhthjLt3Ct27d6pYgQAiQkNm3d69p0qRJwoW9oCZAdLtxjh492i1BgHz11Vd04w4ZAiRkpvbvb06JHIPikSZrUi9evNgtyVf33HOPPe4yJTwDyYLrsssus8e6cePGDCQNAQIkRDJefNFMjez/gZHWSb4hpuCOQCZnrFOnjj32TGURTG+//bY9xtJef/11twQBRICExXffGVO5svk2sv9fibRp555r/nfwoFtVIGbMmGGPvUyml5sJGpE+ZCaDZs2a2WN84YUXuiUIKAIkDCJ/4KZDh8jRLua13dWqmZ9T/CipY8eO9vi3adMmz/Nsoej6+9//bo8t0/mHCwESBrK28m/hYQ47zJjZs92KAicLCsUvZzpt2jS3BGlox44dCQuK3XnnnW4JAowACboFC4wpXjwWILfd5lakTL9+/ew5ICPgd+/e7ZYgzcQvaSyTcBZUjz4UTQRIkEW+HZpatWLhcfLJxhTiWIzNmzebI4880p4Hd911l1uCNLJ69WqvJ59/PKdMmeKWIOAIkCDr3j0WHuXKGbNmjVuRcuPGjbPngQxm/Oabb9wSpInOnTvbYynzqB1MUacMFB0ESFA98UQsPKQ99ZRbUSh++eUX07BhQ3su9OjRwy1BGnjllVfsMZQpa9577z23BCFAgATRqlUm8vU+Fh5XXulWFKrZs2fbc0Hau+++65agCJMZm0844QR7/K4sYucXUocACZp9+4xp2jQWHrKvMzLcqkLXpUsXez60bNmSxx9p5MEHH7THTh5DynLICCcCJGhkASc/PEqWNGbRIreiSPjss88SXsBOmjTJLUER9MMPP5iKFSva4yarWSK8CJAgmTUr8b3HqFFuRZFy++2323OiWrVqkRulonenhER/+MMf7DGrVauW2bNnj1uCECFAgmL9emOqVImFhyziVMQfC+3cudNUrVrVnhcDBw50S1CEyN9w/GDQf/7zn24JQqZQAuToo49mbYj8JEFx5pmx8IhclM2GDW5VkTRx4kR7Xsg0GGuKQFdjZK19+/b2WLVr147paJC6AHnzzTftySdNpva++uqrzQsvvODN2IpDcM89sfCQqUpeecWtKLJkIr7mzZvb86Jr165uCYqA559/3h4juQv56KOP3BKEUMoCRCZYiw+Q+Fa2bFlvPIDcEu/atcvdFMm8/74xJUrEAuSWW9yKIm/evHkJ58OcOXPcEhQiec9Ru3Zte3z69u3rliCkUhYgYvr06aZt27beC1M3RPxWunRpc9FFF5lnn33We0aOJGT/1KkTC48WLQp1qpJDcfnll9tzoFGjRt6AQxQNI0aMsMdGemBt2rTJLUFIpTRAfPLYQr513nzzzaZmzZqZQsRv0s1TpkuQOXa2bNni/hr87nex8JCpSj77zK1IG19//bX35cE/9g8//LBbgkLw3XffeU8I/OPywAMPuCUIsUIJENf777/v9cCJX7nObcWLFzdnn322GT9+vNmQJi+IC9TkybHwkBaAieyGDRtmj3elSpX40lAE9OzZ0x6TBg0aeKPQAV+RCJB4S5cu9S4kcrK6IeI3mXtHeoQ89NBDZt26de6vCL5PPzWRr4Wx8AjIfFLy/qtGjRr2ON94441uCVJowYIF3t+afzxeeukltwQhV+QCJN4nn3xihg8fbpo0aZIpROJbq1atzKhRo8wXX3zh/orgka6TMi27Hx5160bfhQTEc889Z4+r3HUuX77cLUEKyNQyp556qj0WnTp1ckuAoh0g8aQX13333ZdwUmfVZG1meen3jUwoGETbtkW76kp4SO+rhQvdirQmYwtat25tj+dZZ53lliAFnnrqKXsMSkTOs1VB/XvCIUmbAIkna0iMHTvW69HlBoi0SpF2ZaS90LCh+ekvfzEmaH3Whw41pkGDQLz3yMrixYsTHp3MnDnTLUEB+umnn7zBvv7+HzBggFsCeNIyQOJ9//335vHHH/e+qfrTLJwYabdF2pxIO1jst0c9Mn2KrNccsG/sQdW7d297Aatbt67ZJ7MMIyUGDRpk972sd759+3a3BPCkfYDEkyVTJ0+ebO7o1MmMKVnS/NcPD7cdd1x0wJ2sQ1HE54sKK+lpV758eXshk8eXKHjyHlGmlPH3u/R6BLITqACJt3/HDrPnmWeMufBCY0qVyhwifovcqpt+/Yz5z3+MOXDA/TUoRNIxwr+QSZjI3SYK1sUXX2z3edOmTSN/EvxNIHuBDZAEMj3KtGky3Dmx+6vbZDbbPn1kyby0HdEdJPLYSmZu9i9o8lgLBcedr+4/8qUKSCIcARJP1i/497+N+f3vTeRrbeYQ8VuFCtEaeYFbEJM9ymDIhx4y5vzzo11xZSS5hJv8u3NnY8aNkxc87lahIy/Q/QuavFhfVEQXyEp3cqcR313+kksucUuATMIXIPHkLuPVV6N3HZUrZw4Rv8mFXaYN+cc/onczh0L+m4MGGVO6dOb/jtukRl78h/xuSDpI+Bc26eLLNOL577HHHrP7uFSpUubLL790S4BMwh0g8WTyvsgtvPc+pHr1zBfz+Iu6vFd59lljduxwf0tyW7ca07Zt5t+ZU5NtZNuQWrFihTeo0L/ATZ061S3BIdi2bZupUqWK3b+DBw92S4AsFXN/ABPtmTVvnjHS/71mzcwXdL/JmuPnnRcdj7F5s/tbEsnLyA4dErdv2tSYJ54wZu1aY3bvjj5e+/zz6DxXzZsn1nbsGOqX/P3797cXOJnuhGn/849Maurv22OOOcYbBwLkBgGSG7Lmxp/+FH0/4YaI3+TO5I033C1jRo5MrB8+PHkXYvnM3UYWjgqprZE7sMqVK9sL3VAZTIlDtnLlSm+kub9fn376abcEyBYBklcyql1Gt59wQuYQyW7E7o8/GlOpUqwuLxe/IUNi28nvCPG3Q5ni3b/QydTvMgU8Ds25555r9+lpp53G+yXkCQFyKCLf3syIEdHJDWUxp08+cSui4qdelxHxeXkUJbXxdz4Bnb4kN2SRqcaNG9sLXvfu3d0S5MGsWbPsvpQebguZpQF5RICkQs+esQDQLMgzZkxs+1693E9DZe7cufaiJ+2dd95xS5AL+/fvN/Xr17f7sVfIzyvoECCp0LBhLACWLnU/zdmSJbHtGzVyPw2dbt262Qtf8+bNvRUukTdjIl9K/H1Yrlw5b+VBIK8IkFSQEe5+AGgmppMp3P3tjzrK/TR01q5dmzBf04QJE9wSJLFx40ZToUIFu/9GSmcNQIEASQVZt8MPgLy8//DJGBV/e/ld8JZA9i+AVatWNTvyOiYnxPr06WP3nSwjvbcgZlpAKBAgqcAdSL7LyMgw1atXtxfC2267zS1BFpYsWWKXPZA2Y8YMtwTINQIkFfLzHciJJ7qfhpZM3e9fCEuWLGk+lbXikS3pohu/CFsHGdgKHAICJBXohVUgZN3uli1b2gtizZo1vccztKybjPPw95XchSxbtszdpUCeECCpwDiQAjN//nx7UaTlvvXo0cPdlUCeESCpkJFhTMWKsRA4lJHoMqodCU444YRMF0ha8nahTAgKHCICJFXuvjsWBNJkBHuyubBkSgmZ+yp+G7pbZmnLli3myiuv9B7TjIjsV1rW7bLLLksIEbl7Aw4FAZIq0hW3XbvEQGjWzJhJk6Iz8MpMvNKd8osvoo+pZGqU+Nr27fP26AvIQpcuXWyAyPsjeY8EaBEgqSRTvrdunRgMuWmyTU7TxQO5ID3VpMeaHyLSkw3QIkBSbd8+GQWXuxUJS5Uy5o47otsA+UTGzPgBImNpZEwNoEGAFBZZ73zs2OiCVLVrR5fNLVMm+u9OnYx58EFj1q93twIO2c6dO73R+36IyKh+QIMAAUJo4sSJNkBkXrE1a9a4JUCOCBAghGQGY5nJ2A+Rrl27uiVAjggQIKRkLZX4br1z5sxxS4CkCBAgxGRVRz9AGjVq5K36COQWAQKEmKwrL+vL+yEi684DuUWAACE3bNgwGyCVKlUyW7dudUuALBEgQMjt2rXL1KhRw4bIjTfe6JYAWSJAAJipU6faAClevLhZsWKFWwJkQoAA8Babat26tQ2Rs846yy0BMiFAAHgWL15sDjvsMBsiM2fOdEuABAQIAKt37942QOrVq2f2MQ8bkiBAAFgbNmww5cuXtyFy3333uSWARYAASCCh4QeIhImECpAVAgRAAnlsJY+v/BCRx1pAVggQAJnIC3Q/QOTF+qJFi9wSgAABkDXpyuuHiHTxla6+QDwCBECWZDChDCr0Q0QGGwLxCBAA2ZJpTfwAkelOZNoTwEeAAMiWTKwoEyz6ISITLwI+AgRAUjLFux8gMvW7TAEPCAIEQFKyyJQsNuWHiCxCBQgCBECO5s6dawNEmiyHCxAgAHKla9euNkCaN29ufv31V7cEIUOAAMiVNWvWmCOOOMKGyMSJE90ShAwBAiDXBg4caAOkatWqZseOHW4JQoQAAZBrGRkZpnr16jZEbrvtNrcEIUKAAMiTyZMn2wApWbKk+fTTT90ShAQBAiBPDh48aFq2bGlDpEuXLm4JQoIAAZBn8+fPT+jWO3v2bLcEIUCAAFDp0aOHDZCGDRt6Aw4RLgQIAJV169aZMmXK2BAZN26cW4KAI0AAqP31r3+1AXLkkUeazZs3uyUIMAIEgNru3bvNcccdZ0OkX79+bgkCjAABcEimTZtmA+Twww83y5Ytc0sQUAQIgEMiS922adPGhkjHjh3dEgQUAQLgkC1ZssS7+/BDZMaMGW4JAogAAZAv+vTpYwOkTp06Zu/evW4JAoYAAZAvNm7caCpUqGBDZOTIkW4JAoYAAZBvRo8ebQOkXLlyZv369W4JAoQAAZBv9u/fb+rXr29DpFevXm4JAoQAAZCvZs2aZQPksMMOM9u2bXNLEBAECIB8161bNy9A6tWrZ37++Wf3YwQEAQIg38nEiu+99x4rFgYcAQIAUCFAAAAqBAgAQIUAAQCoECAAUm7Lli3m8ccfN5deeqk3bkTWEilZsqSpVq2aadWqlRkwYICZN2+eN1FjVvxuwtJyS7MNkmNPAkgZGWg4ePBgb5R6/AU9u9a4cWMzZ84c99eowkCzDZJjTwJICVmtMH7a97w0V7LPsqPZBsmxJwEUOBkX0q5du4SLeKNGjcwjjzxiPv74Y7N9+3Zz4MABb9S6/O+JEyea8847zxvJntUFXxMGmm2QHHsSQIGLXztd1g0ZNWpUtu834q1du9Z07drV/bEqDDTbIDn2JIAClZGRYSpWrGgv3hIeh0oTBpptkBx7EkCBmjRpkr1wy2Or3Nx55EQTBpptkBx7EkCBuvLKK+2FW9555AdNGGi2QXLsSQAFqmHDhvbCLS/I84MmDDTbIDn2JIACVaVKFXvhzq/ZeePDQNOQP9iTAApUiRIl7IVbuurmBzcQ8tqQP9iTAAoUdyDBxZ4EUKB4BxJc7EkABSodemGtXLnSDB061Jx22mneHVPp0qW9ebiGDBlidu7c6ZbjN5n3JADko/hxIHJRLorjQOI/c9vxxx9vNm3a5G4CQ4AAKGDyDT5+JPqYMWPckjxLFgbZSbaNTCE/fvx4s3z5crNr1y5v4sfp06ebmjVrevV9+vRxN4EhQACkgDsX1gMPPJCrOxGZC6tbt27uj5OGQXY027z11ltevaxTgsxyvycBQElm423btm3CRbxJkybm0Ucf9b71y12KdPGVWXnlfz/xxBOmc+fOhT4br9yNSH3ZsmXdj2AIEAApko7rgSxYsMCrP/30092PYAgQACnkr0go3+jdkMiqyV3K3Llz3V+jCoO8bCN3Qq+88or3Al0eucm/kVnOexIA8pmsif7YY4+ZSy65xFsTXV6yy4j1qlWrei+0b7nlFjN//nx3MysvYeDLzTZugJ100knm5Zdfdsvwm+z3JACEjBsgcqd0xRVXmHXr1rmlMAQIAGQid0gffPCB6du3r/civ3Llyl6PMCQiQAAgibFjx3p3I/K4DYkIEABIQpbklQCR9zNIRIAAQBLbtm3zAqRChQruR6FHgABAEqNGjfICpEOHDu5HoUeAAAi1Zs2aeVOrLFmyxGzYsMEbEf/jjz+ahQsXmn79+tnR8C+++KK7aegRIABCze2667bixYub0aNHu5vBECAAQm716tVm5MiRpn379t7suzKgUQY2tmjRwhvQKGuFIGsECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABA5f8Bk6J+cSXk18kAAAAASUVORK5CYII=)
PN: 2H10-1-0A
CAS: 702-69-2
Molecule Weight: 170.208
Formula: C9H14O3
![1,4-Dioxaspiro[4.5]decan-7-one](data:image/png;base64,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)
PN: 2H10-1-84
CAS: 4969-01-1
Molecule Weight: 156.181
Formula: C8H12O3
TSCA: Not listed on TSCA inventory