| Product Number | 2623-1-0L |
| Purity | 95 % |
| CAS | 123675-82-1 |
| MDL Number | MFCD08458191 |
| Molecular Formula | C16H14O2 |
| Molecular Weight | 238.286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-1-0L
CAS: 123675-82-1
Molecule Weight: 238.286
Formula: C16H14O2
PN: 2621-1-B0
CAS: 145193-70-0
Molecule Weight: 224.259
Formula: C15H12O2
![(1R*,2S*,6R*,7S*,8R*)-8-Phenyl-4-oxa-tricyclo[5.2.1.0*2,6*]decane-3,5-dione](data:image/png;base64,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)
PN: 2626-1-00
CAS: 73252-09-2
Molecule Weight: 242.274
Formula: C15H14O3
PN: 2629-1-1B
CAS: 324570-24-3
Molecule Weight: 232.279
Formula: C14H16O3
PN: 2629-1-0C
CAS: 889944-39-2
Molecule Weight: 218.252
Formula: C13H14O3
![Methyl-3-phenylbicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB35AAAd+QEPccmsAAACKnpUWHRtb2xTb3VyY2UAAHichZVZi9swEID/yqDnRpfvEGcJXQqFXQrdLfStKLaSNcTWYjvXv+8ozuEj6yQ2I2nmm5FmJHn2dMg3sNNllZkiJoJyArpITJoV65j8ef8xCcnTfJagERoWVUw+6vpzyth+v6fJh87VwRQ0MTlp9NNDlXVs9g415ZpJzgX7+/rydmImWVHVqkg0UlU2rU6DLyZR9WkWX4RguSp3WcEac5aXu8bbP8ntw+mhSsltLd9Rt0AUVtlGw8qUuaphJznFh3+DtS50qWqdwvKIww51ce3z2euzSba5LmpsWg9ZojZvdblNcCA3G51s0Rk2fj7HJBcIqNrki7JUR7AtO6wEKAnKAeWC8kD5oAJQIagIlOD4ol6ggUALgSbCw5xvtA36fvzUOHP4Bc17548pkzHBJeAPzkJQx3ECkNT3A/fSw4W6bnDTuVL62PO5F91MvvbSCAJHjDYJURVEMPFpEDWSy3bfpW5opUOdKEQpqSPQ47V/kZwGQTug56I4G597k0aJmWXX1M5nS1OkrSZkaUyWgpxy/luvKnlOOwFTprrEnWwdWNM2ILuALdI44HQBW9IrIO8B7gDwxiN4XcBul3HA7wJ2c40DQRewW3EcCAdTegBEgwjROCD4IMQjQgxiWCejSK/azdG7Mou7TK/gzVF9wPRq3hztB0yv7M1V8IDpVf5ydYwywZ0c3GVY64Sxy0WHzcElyFo3JMPvwvw/cBXS6bckfGcAADaTSURBVHhe7d0L2FVj3vhxOpdOk45OFZFyatTUoN4yoeFCMo2RhEY5jbeDSeTwEmZEDK9DXo2aejGa8FJRJimk/GPkXBqiVFSUDkp0+P2f387e1r7v9XTvZ+219ml9P9e1rov2Wvuw1vOs77P32uteewkAAAHsZf4DAACZICAAgEAICAAgEAICAAiEgAAAAiEgAIBACAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgIACISAAAACISAAgEAICAAgEAICAAiEgAAAAiEgAIBACAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgIACISAAAACISAAgEAICOBj8eLF0q5du8Sk/w3ARkAAjy1btshNN90kVatWlb322isx6X/rv+ltAH5CQIAfPf7443LggQemwmFOepvOA2A3AoLYe/PNN+WEE06wgvGzn/0sMZn/rvPqMkDcERDE1urVq6V///5SqVKltEDUqFFDbrjhBvn2228Tk/63/pt3Hl1Gl9X7AOKKgCB2vv/+exk1apTUrVvXenfRu3dv+eyzz8xFEv+mt5nz633ofel9AnFDQBArzz77rLRq1coKwTHHHCNz5swxZ7foPDqvubzep943ECcEBLHw4YcfykknnWTt+Bs2bCgPP/yw7Nixw1ykXDqvLqPLmvenj6GPBcQBAUFJW7dunVx55ZVSpUqVtB29fjV36NCh8s0335iLZEyX1fvwfuVXJ30sfUx9bKCUERCUpO3bt8sDDzwgDRo0sN4lnHrqqfLRRx+ZiwSm96X3aT6OPrY+B30uQCkiICg5s2bNkiOOOMLaobdu3VqmT59uzh4avW99DPNx9bnocwJKDQFByfjkk0+kZ8+e1g68fv36cvfdd8sPP/xgLhI6fQx9LH1M83noc9PnCJQKAoKit2nTJrnmmmukWrVqaTvsypUry8CBA+Wrr74yF4mcPqY+tj4H73PS56jPVZ8zUOwICIrWrl27ZPz48dK0aVPrr/2uXbvK22+/bS6Sc/oc9LmYz0+fsz53fQ1AsSIgKErz5s2TDh06WDvmFi1ayOTJk83Z806fkz438/nqa9DXAhQjAoKismLFCunbt6+1I95nn33k1ltvle+++85cpGDoc9PnqM/VfP76mvS1AcWEgKAobN26VUaOHCm1atVK2/Huvffecv7558vKlSvNRQqWPld9zvrcva9FX5u+Rn2tQDEgICh4kyZNkubNm1t/tXfs2FHmz59vzl409LnrazBfl75Wfc1AoSMgKFgLFy6ULl26WDvYZs2ayYQJE0riALS+Bn0t+prM16mvXdcBUKgICArOmjVrZMCAAdYw69WrV5cRI0bI5s2bzUWKnr4mfW36Gr2vWdeBrgtdJ0ChISAoGHoS3ujRo6VevXrWX+O9evWSpUuXmouUHH2N+lrN16/rRNdNLk6GBDJFQFAQpk2bJocddpi14zzqqKPkpZdeMmcvefqa9bWb60PXka4roBAQEOTV4sWLpUePHtaOct9995UxY8ZUaJj1UqOvXdeBrgtz/eg603UH5BMBQV6sX79eBg8ebA2Frv8/aNCgxO3YTdeFrhO/daXrkHWFfCEgyCn9q/qhhx7yvRjTKaecIosWLTIXwY903eg6Mtebrktdp3F+t4b8ICDImdmzZ/t+rn/ooYfK1KlTzdlRDl1Xus7M9ajrVtcxkCsEBJH79NNP5eyzz7Z2ePrNojvvvFO+//57c5HI6ddiX3vtNRk7dqxcffXVctZZZ0m7du0S41XpZJ4lrv+fvE3n029KDR8+XB555JHEWFa5HvFX15muO79vrOm61nUORI2AIDJ6bsN1113ne27DxRdfnNNzG5YvXy4TJ06U/v37S8uWLa2dbhhTq1atEkO4P/744/LFF1+YTyESug51XfqdM6PrvhTPmUHhICAInZ5drTvr/fbbz9rJ6tnVb731lrlIJN57773EtTcOPvhg63nkYjr88MPl5ptvzslFpHSd+p21r9tAt0UpnLWPwkNAEKrXX39dOnXqZO3IDjroIHniiSfM2UOnI9qOGjXK91iLOTVu3Fg6d+6ceNegHwc988wzMmfOHJk7d6589tlniUkHPkz+t/673q7z6fx6hvjxxx8vjRo1su7bnI477jh58MEHZd26deZTDpWuY13X5uPrNtFtA4SJgCAUuqPt16+fdexAR5jVv8KjHmH2gw8+SDy++VVX79SmTRu5/PLL5R//+EfoH5+tWrUq8dGVRkU/yjIfOznpUO5Dhw5NzB8VXde6zv1GLtZ1VEwjF6OwERBkZdu2bYlrXNSuXdvaWfbp00c+//xzc5FQ6QHsM8880wpXctJ3GHoy3urVq81FI6Wv+6677koccDefk056jOLSSy+NdHgWfQ66DczH1m2l20y3HZANAoLAnnzySd8D0u3bt098wylKuuPt2bOn9dg66TuA2267LfGxUyF4//33E8dimjRpYj1Xfcc0bNiwSK+RrttCt4n52LrtdBsCQREQVNg777wj3bp1s3ZIuoMcN26c7Ny501wkNPrxzI033ig1atSwHv/YY49N7BCjfPxs6BUJ77//ft9rm+y///6RXgNE14luG7+I6bbUbQpUFAFBxvRch0suuUQqV66ctgOqVq1a4pyIjRs3mouEavr06b47365du8rMmTPN2QuWjqir1wDxO1bSvXv3xFeOo6LbSLeVbjPv4+o21W2b6/NZUNwICJx0h/eXv/xF6tevb+3w9PjDxx9/bC4SKj1pbsiQIdZxDv220eTJk83Zi4a+Lj0WUbNmzbTX1aBBA5kyZYo5e6h0m+m2M7enbmPd1gwbj0wQEOzRjBkzpHXr1taOpm3btvLiiy+as4duyZIliY+mvI+tB6D1Y6wtW7aYsxclPVbjdzxHoxn1jly3oW5L87F1m+u2B/aEgMDXggUL5KSTTrJ2LPrXsX6Ov337dnOR0OnxDPPbXT//+c/lo48+MmctCXoOR926ddNer14zPepvkOm21G2q29bc3vozoD8LgB8CAsv//M//WDuSKlWqyB/+8IfIT4RL0o9RvMNz6MdX+hd5PsbNyiX9aEkj6V33eqwkF2ez67bVbazb2tz++jMBmAgILHpQ2rvz0AO7eqJeLui3hTQU3sfX4cqff/55c9aSpednXHHFFWnroGnTprJw4UJz1kjottZt7n18/ZkATAQEFu/O69RTTzVvjox+lPLb3/42bcelf31HfZC+UN1zzz1p78L0461XXnnFnC0yuu2Tj60/E4CJgMCiJ70ldxz6kUYu6DsP86xpHb9p7dq15qyx8ve//z3tK7cakVy9E9Ftn3xc/ZkATAQElnwE5LLLLkuLx+mnn14y37LK1j//+c/EGFrJdaMnA0Y5BEoSAYELAYEl1wEZMWJEWjz0o5Oov75abDQi3ncihxxySOgDQpoICFwICCy5DIgOdOiNh17TIuqRe4uVjvbrPSaiX/GN8ltpBAQuBASWXAXkjTfeSLtaoX59dcOGDeZs8NAD697g6tDwUSEgcCEgsOQiIHrOgXdcqwMOOCDyj2RKhXfHrufHRDXsCQGBCwGBJeqA6DeuvF8R1SHN9boeyIyeJ+Id3kXPII9iAEYCAhcCAkvUAbnvvvtS96+TfiyDitFzY7zDnuiJf2EjIHAhILBEGRC9nKp3x9e7d29zFmRIx87yhjjs64kQELgQEFiiDMjZZ5+duu9GjRrJ119/bc6CCvCO4qsXpdq8ebM5S2AEBC4EBJaoAjJ16tS0v5gnTpxozoIK0qHga9WqlVqnf/zjH81ZAiMgcCEgsEQRED0x0Hv99BNPPNGcBQHpRamS61W/kBDWyL0EBC4EBJYoAvLII4+k7lPPqC7Va3rkg34ry3t5XL00bRgICFwICCxhB0RH2T344INT96njXiFceo315PrVkzNXrVplzlJhBAQuBASWsAMyfvz4tHcfy5YtM2dBlvQjQu+JmVdddZU5S4URELgQEFjCDIieNOj9eGXgwIHmLAjJAw88kFrPOnpvtlePJCBwISCwhBmQmTNnpu5LD/B++umn5iwIiQ5CqUO9J9f3gw8+aM5SIQQELgQEljADct5556Xuq1evXubNCJl32x133HHmzRVCQOBCQGAJKyA6sm7NmjVT9xXVoH/4yfvvv59a3zrQYjaXAyYgcCEgsIQVkLFjx6bup3HjxlwkKkfatWuXWu8333yzeXPGCAhcCAgsYQWkW7duqfuJ8roVSHfXXXel1nubNm3MmzNGQOBCQGAJIyDffvtt2iVY9eJRyA0d2j253vVjrKDnhBAQuBAQWMIIyIwZM1L3oder0K/zIne8X53WS+EGQUDgQkBgCSMgw4YNS93Hb37zG/NmRGzAgAGp9R/03BsCAhcCAksYAdHrmyfvY8yYMebNiJi+60iuf303EgQBgQsBgSXbgOg1KSpVqpS6jyVLlpizIGJ63CO5/nVau3atOYsTAYELAYEl24D861//Si1fp04d2bVrlzkLckC/Op3cDnPnzjVvdiIgcCEgsGQbkMceeyy1fIcOHcybkSOdO3dObYdx48aZNzsRELgQEFiyDcgNN9yQWr5v377mzciR3//+91kFgIDAhYDAkm1AevfunVper5aH/LjjjjtS2yHIOGQEBC4EBJZsA6IfWyWX/8c//mHejBx5+umnU9tBvxVXUQQELgQElmwDcthhh6WWnzVrlnkzcmT27Nmp7RDkq7wEBC4EBJZsA9KsWbPU8gsWLDBvRo7o8DHJ7aDXCakoAgIXAgJLtgHRq+Ell1+0aJF5M3Jk8eLFqe1Qq1Yt82YnAgIXAgJLNgHRMa90AL/k8itWrDBnQY6sXLkytR10m+zYscOcZY8ICFwICCzZBERH4U0uq1O21+VGcLruvdtCRwioCAICFwICSzYB4R1I4eAdCKJGQGDJJiCKYyCFgWMgiBoBgSXbgPAtrMLw5ptvprYD38JCFAgILNkGhPNACoP3PJBDDjnEvNmJgMCFgMCSbUC8Z6JPnjzZvBk5wpnoiBoBgSXbgHjHwrrtttvMm5Ej3rGwzjrrLPNmJwICFwICS7YB8Y7G269fP/Nm5MjFF1+c2g7Dhw83b3YiIHAhILBkG5BHH300tXzHjh3Nm5Ej//Ef/5HaDo888oh5sxMBgQsBgSXbgHi//VO3bl3zZuSIfvMquR1effVV82YnAgIXAgJLtgHZtGlT2smEn3zyiTkLIrZ69erU+tdpzZo15ixOBAQuBASWbAOijj766NR9jB071rwZEdPrsCTXf8uWLc2bM0JA4EJAYAkjIEOGDEndx+9+9zvzZkTs8ssvT63//v37mzdnhIDAhYDAEkZApk2blrqPxo0by65du8xZEKE2bdqk1v/EiRPNmzNCQOBCQGAJIyAbN26UKlWqpO7n3XffNWdBRL788su0Y1DLly83Z8kIAYELAYEljICo448/PnU/em4IcmPMmDGp9R5kCJMkAgIXAgJLWAG59957U/fTvHlzPsbKkRNOOCGUHT8BgQsBgSWsgKxdu1aqVq2aui8d3A/R+vTTT9M+vnrvvffMWTJGQOBCQGAJKyDqzDPPTN3XhRdeaN6MkOnYY8n1fdRRR5k3VwgBgQsBgSXMgHhHhNULTX399dfmLAiJXg2yVatWqfU9atQoc5YKISBwISCwhBmQ77//Pm1IDQ6mR0eHzk+uZ/3oMNvLCRMQuBAQWMIMiPIOK16/fn3ZsGGDOQtC0L59+9R6DmMUZAICFwICS9gB2bx5s+y7776p+7z11lvNWZClmTNnptavHkT/4IMPzFkqjIDAhYDAEnZA1C233JK6T43JN998Y86CLHTt2jW1fs844wzz5kAICFwICCxRBESDUa9evdT96lhNCMeTTz6ZWq86zZs3z5wlEAICFwICSxQBUXfddVfqfitVqiRvvPGGOQsqaMuWLXLQQQel1mvPnj3NWQIjIHAhILBEFZDt27cnzk1I3rce9NWvniI47+WDa9SokTiRMCwEBC4EBJaoAqJee+21tDOl77nnHnMWZOijjz5KRCO5Lm+88UZzlqwQELgQEFiiDIj6/e9/n7r/6tWry7/+9S9zFjhs27ZNfv7zn6fWo441ph9nhYmAwIWAwBJ1QPRs9AMPPDD1GAcffDDnhlSQ94Jd+o5u+vTp5ixZIyBwISCwRB0QpR9lea8XcvbZZ5uzoBzPP/982seAGpMoEBC4EBBYchEQ5T1DXac//elP5iwwfPzxx9KwYcPUOjv22GMTw8VEgYDAhYDAkquA6PVBTjvttNRj6V/VjzzyiDkbfqTD4+sFopLrq3bt2rJkyRJzttAQELgQEFhyFRC1bt26tOt3V65cWZ599llzttjTA+QdO3ZMrSc9j0ZPIIwSAYELAYEllwFRn3/+edpB9Zo1a8qcOXPM2WLrhx9+kNNPPz21fnT6y1/+Ys4WOgICFwICS64Doj788MO0ARc1IrwTEdm6dauceuqpafGI6qC5iYDAhYDAko+AqPnz5ycuOpV8bP2WVpyPiehXm7t06ZIWj9/+9rc5O3ufgMCFgMBywQUXpHYc7dq1y+k5GhoR7zsRneL47aw1a9aknSioU58+fRLDweSCbnPd9snH1p8JwERAYPnVr36VtuNq1KiR/PWvf83ZX776cdYBBxyQ9hz0PJFchiyfdDTd/fffP+31X3bZZTlZ//oYuq11m3sfX38mABMBgUV3YDrEiHcHopP+RfzKK6+Ys0dCD6x7v52lk56xXurDnujYYHo5Wu/rvvbaa83ZIqHb1nzXo5P+LIQ1RDxKCwGBLz057c9//rPUqVPH2qGcc845smzZMnOR0OlXfL3niehUrVq1xE52x44d5uxFTV/rb37zG2vH/dBDD5mzhk63pW5TczvrttefgahOVETxIyDYoy+++EIuuuiitKEzdNJvSf3Xf/1X6AP4mfRkQz1j3TvsiU46FHypXE9kwoQJaWeX66SDI0b9+nTb6TbUbel9bN3Wus112wN7QkCQEd2ZHXfccdZfqXqs4rHHHjNnD52OneU9V0QnPelQr2xYrJfH1bPIu3XrZq1T/dquviOJkm4z8ziTTrqNow4XSgcBQYU8+uijvjue448/PvIdj+5U+/fvb70b0m9t3XrrrUVzkH358uWJg+L6cZz3ddStW1fuu+++xLuuqOg20m1lbj/dprptgYogIKiwb7/9NnHxIu/FjHTS4TX0o48vv/zSXCRU+m7Ee2XD5FS/fv3EFfp0uPhCpFcLHDhwoBUOnfRbZitXrjQXCY1uE902uo28j6vbULelblOgoggIAvvss88SJ7aZO0M9+Hr77bdHevBVz4fQa6zXq1fPevxatWrJhRdeKLNnz470r/lM6DAkU6ZMkV69elnfrtKpZcuWMnXqVHOx0Og20G3h92UI3Xa6DYGgCAiy9vLLL6eddJacdOTYZ555xpw9VHr845ZbbrFOPkxOBx10UOJdyTvvvGMuGhmN1oIFC2To0KHSuHFj6znppF9J1rPsNTBR0XXvHb03Oem20m0GZIuAIBR6AtrYsWOtE9B06t69u3zwwQfmIqHavHlz4tta5e2wddLndu655yae59KlS827yMq///1vGTNmTOKruPpRmvnYyalVq1byt7/9LdIzynVd6zo3H1tfv772XJyQiHggIAiVHsi+6qqrrI9r9Gu4OrZS1N8u0o9snnrqKTnzzDOt52BOetC6Q4cO0rdv38THPE8//XRiFGCd9KMdnfS4RPK/k7fp/ev5ETq0iH6d2O/jIe+kX5M977zzZObMmZF+pKbrVtex+ZVnXQ+6TYrlSwYoHgQEkdCvqJonAerUoEEDuf/++yP9CzxJL8B07733Jr51ZO5Uo570QLl+RVf/4t+4caP51EKl61LXqa5b83noNojyolOINwKCSM2YMUMOP/xwa8fWtm1befHFF83ZI7Np0yaZNm1aYih0v29whTHpMCDDhg2TF154IfITLJN0Heq6NJ+LrnNd90CUCAgipweKdfgRv2MD+lGTXuc71zQoOq7W3//+d7nuuuukd+/e0qlTJ2nRokViMj/+0v9P3qbz6fzXX3+9PPHEE/LWW28ljsHkkq4zXXfm+tR1rOs6yoPzQBIBQc589dVXcskllyTOIPfu9PTjnuHDh0f+UU8p0HWk68o8l0TXqa5bXcdArhAQ5Jx+pdZvCI8mTZrIuHHj+JaQD10num50HZnrTddlLr+mDCQREOTNk08+mTiRztwh6jeb9Gxz7KbrQteJuZ503ek6BPKFgCCvtm3blhjHqnbt2tYOUr8mq9cFiSt97boOzPWi60rXma47IJ8ICAqCnm/Rr18/a6BEHZbk5ptvlq1bt5qLlCx9rfqa9bV714WuG11HUY6ZBVQEAUFBef311xPfcjL/6tYhSfQbT6VOX6O+VvP16zrRdQMUEgKCgqNna0+cOFH2228/a0fauXPnxNdmS42+Jn1t5uvVdaDrIsoz2IGgCAgKlp5boedomNdn1yHJL774YlmzZo25SNHR16CvxRxmXV+zvvZcn18CVAQBQcHT62jo9TLMv851LKs777wz0mHjo6LPWZ+7vgbzdelr1dcMFDoCgqKh1/c4+uijrR3uoYceGuk1NcKmz1Wfs/k69LXpawSKBQFBUdmxY4c89NBD0rBhQ2sHfPLJJ8uiRYvMRQqGPjd9jubz1teir0lfG1BMCAiK0vr162Xw4MG+Y1YNGjQocXuh0Oeiz8nvueprKKTnClQEAUFRW7x4sfTo0cP6q16vUKgXeMrnX/X62Poc/K6WqM9ZnztQzAgISsJzzz0nhx12mLWjPvLII+Wll14yZ4+cPqY+tvl89DnqcwVKAQFBydAhzEePHi316tWzdty9evUK/TK2fvQx9LHMx9fnpM+NYdZRSggISo6eWzFgwADfcytGjBgRybkVep96337nrOhzKYVzVgATAUHJWrhwoXTp0sV6N9CsWTOZMGFCKGd3633ofel9mo+jj63PAShVBAQlb9KkSdK8eXNrB9+xY0eZP3++OXvGdFm9D/N+9bH0MYFSR0AQCzrC7ciRI31HuD3//PMrNMKtzqvL+I0crI8Rp5GDEW8EBLGyYsUK6du3r/WuYZ999pFbbrlFvvvuO3ORFL1N59F5zeX1PvW+gTghIIilefPmSYcOHawQtGjRQiZPnmzOnvg3vc2cX+9D7wuIIwKC2NID4OPHj5emTZtaYejatau8/fbbiUn/27xdl9FlwzgQDxQrAoLY27Rpk1xzzTVSrVo1KxTmcQ6dR+fVZYC4IyDAjz755BPp2bOnFZHkpLfpPAB2IyCAYdasWVK7du1UOPS/9d8ApCMggA8dJTcZEP1vADYCAvgYOnRoKiD63wBsBATwQUAANwIC+CAggBsBAXwQEMCNgAA+CAjgRkAAHwQEcCMggA8CArgREMAHAQHcCAjgg4AAbgQE8EFAADcCAvggIIAbAQF8EBDAjYAAPggI4EZAAB8EBHAjIIAPAgK4ERDABwEB3AgI4IOAAG4EBPBBQAA3AgL4ICCAGwEBfBAQwI2AAD4ICOBGQAAfBARwIyCADwICuBEQwAcBAdwICOCDgABuBATwQUAANwIC+CAggBsBAXwQEMCNgAA+CAjgRkAAHwQEcCMggA8CArgREMAHAQHcCAjgg4AAbgQE8EFAADcCAvggIIAbAQF8EBDAjYAAPggI4EZAAB8EBHAjIIAPAgK4ERDABwEB3AgI4IOAAG4EBPBBQAA3AgL4ICCAGwEBfBAQwI2AAD4ICOBGQAAfBARwIyCADwICuBEQwAcBAdwICOCDgABuBATwQUAANwIC+CAggBsBAXwQEMCNgAA+CAjgRkAAHwQEcCMggA8CArgREMAHAQHcCAjgg4AAbgQE8EFAADcCAvggIIAbAQF8EBDAjYAAPggI4EZAAB8EBHAjIIAPAgK4ERDABwEB3AgI4IOAAG4EBPBBQAA3AgL4ICCAGwEBfBAQwI2AAD4ICOBGQAAfBARwIyCADwICuBEQwMdll12WCoj+NwAbAQEMW7dulZo1a6YCov+t/wYgHQEBPDQUJ598cioeyUn/jYgA6QgI8KPy4kFEAH8EBBD/eFStWpWIAHtAQBB7fvG44IILpEePHlZAiAjwEwKCWCsvHjt37pRRo0al/q1p06ZEBDAQEMTWnuKhXn/99dS/6zex+vbtS0QADwKCWHLFQ23fvl3q1KmTun327NmJeYgIsBsBQexkEo+kX//616l5Ro4cmZiHiAC7ERDESkXiobzHQU488cTEvxERYDcCgtioaDyUeRxk27ZtiX8nIgABQUwEiYcyj4O8/PLLqduICOKOgKDkBY1HknkcxIuIIM4ICEpatvFQfsdBvIgI4oqAoGSFEQ9V3nEQLyKCOCIgKElhxUPt6TiIFxFB3BAQlJww45G0p+MgXkQEcUJAUFKiiIdyHQfxIiKICwKCkhFVPFQmx0G8iAjigICgJEQZD5XpcRAvIoJSR0BQ9KKOR1Kmx0G8iAhKGQFBUctVPFRFjoN4ERGUKgKCopXLeKiKHgfxIiIoRQQERSnX8VBBjoN4ERGUGgKCopOPeCQFOQ7iRURQSggIiko+46GCHgfxIiIoFQQERSPf8VDZHAfxIiIoBQQERaEQ4qGyPQ7iRURQ7AgICl6hxCMp2+MgXkQExYyAoKAVWjxUGMdBvIgIihUBQcEqxHiosI6DeBERFCMCgoJUqPFQYR4H8SIiKDYEBAWnkOORFOZxEC8igmJCQFBQiiEeKuzjIF5EBMWCgKBgFEs8VBTHQbyICIoBAUFBKKZ4qKiOg3gRERQ6AoK8K7Z4JEV1HMSLiKCQERDkVbHGQ0V5HMSLiKBQERDkTTHHQ0V9HMSLiKAQERDkRbHHQ+XiOIgXEUGhISDIuVKIR1IujoN4EREUEgKCnCqleKhcHQfxIiIoFAQEOVNq8VC5PA7iRURQCAgIcqIU46FyfRzEi4gg3wgIIleq8UjK9XEQLyKCfCIgiFSpx0Pl4ziIFxFBvhAQRCYO8VD5Og7iRUSQDwQEkYhLPFQ+j4N4ERHkGgFB6OIUj6R8HgfxIiLIJQKCUMUxHirfx0G8iAhyhYAgNHGNhyqE4yBeRAS5QEAQijjHQxXKcRAvIoKoERBkbcOGDdK6devYxiPJexxk+PDh5s154RcR3Va6zYBsERBkzXzn0a9fv9jFQw0ZMiS1Dho1amTenDe6LXSbmO9EgGwREGTtlFNOSds5nXfeebJjxw5ztpLnDUjjxo3Nm/NGt4VuE+820m0GZIuAIGsbN26Uww8/PG0H1bdv39hFpBA/wtJtoNvCu210W+k2A7JFQBCK7777Tnr06BHbiBTiQXS/eOg20m0FhIGAIDRxjkihfY2XeCAXCAhCFdeIFNKJhMQDuUJAELo4RqRQhjIhHsglAoJIxCkihXL8g3gg1wgIIhOXiBTC8Q/igXwgIIhUHCKS7+MfxAP5QkAQuVKPSD6PfxAP5BMBQU6UakTyefyDeCDfCAhyphQjkq/jH8QDhYCAIKdKLSL5OP5BPFAoCAhyrpQikuvjH8QDhYSAIC9KISK5Pv5BPFBoCAjyptgjksvjH8QDhYiAIK+KOSK5Ov5BPFCoCAjyrlgjkovjH8QDhYyAoCAUW0RycfyDeKDQERAUjGKKSNTHP4gHigEBQUEplohEefyDeKBYEBAUnGKISFTHP4gHigkBQUEq5IhEdfyDeKDYEBAUrEKNSBTHP4gHihEBQUErxIiEffyDeKBYERAUvEKLSJjHP4gHihkBQVEolIiEefyDeKDYERAUjUKISFjHP4gHSgEBQVHJd0TCOP5BPFAqCAiKTj4jku3xD+KBUkJAUJTyEZFsj38QD5QaAoKileuIZHP8g3igFBEQFLVcRiTo8Q/igVJFQFD0chWRIMc/iAdKGQFBSYg6IkGOfxAPlDoCgpIRZUQqevyDeCAOCAhKSlQRqcjxD+KBuCAgKDlRRCTT4x/EA3FCQFCSwoxIpsc/iAfihoCgZIUVkUyOfxAPxBEBQUkLIyKu4x/EA3FFQFDyso3Ino5/EA/EGQFBLASNyJ6OfxAPxB0BQWwEiUh5xz+IB0BAEDMVjYjf8Q/iAexGQBA7FYmIefyDeAA/ISCIpUwiYh7/mD17NvEAPAgIYssVEfP4R58+fYgH4EFAEGt7ioj3+EeTJk2IB2AgIIi98iJi/hvxANIREED8I1K1alXiAewBAQF+5BcR4gGUj4AAHuVFhHgANgICGDQUtWrVSsVD/5t4ADYCAvi4/PLLUwG57LLLzJsBCAEBfA0dOjQVEP1vADYCAvggIIAbAQF8EBDAjYAAPggI4EZAAB8EBHAjIIAPAgK4ERDABwEB3AgI4IOAAG4EBPBBQAA3AgL4ICCAGwEBfBAQwI2AAD4ICOBGQAAfBARwIyCADwICuBEQwAcBAdwICOCDgABuBATwQUAANwIC+CAggBsBAXwQEMCNgAA+CAjgRkAAHwQEcCMggA8CArgREMAHAQHcCAjgg4AAbgQE8EFAADcCAvggIIAbAQF8EBDAjYAAPggI4EZAAB8EBHAjIIAPAgK4ERDABwEB3AgI4IOAAG4EBPBBQAA3AgL4ICCAGwEBfBAQwI2AAD4ICOBGQAAfBARwIyCADwICuBEQwAcBAdwICOCDgABuBATwQUAANwIC+CAggBsBAXwQEMCNgAA+CAjgRkAAHwQEcCMggA8CArgREMAHAQHcCAjgg4AAbgQE8EFAADcCAvggIIAbAQF8EBDAjYAAPggI4EZAAB8EBHAjIIAPAgK4ERDABwEB3AgI4IOAAG4EBPBBQAA3AgL4ICCAGwEBfBAQwI2AAD4ICOBGQAAfBARwIyCADwICuBEQwAcBAdwICOCDgABuBATw0atXr1RAWrduLZ9//rk5CxB7BATwcdxxx6UColOtWrXk5ptvlq1bt5qzArFFQAAfl156aVpAktNBBx0kTzzxhDk7EEsEBPDhPQZSu3ZtKySdO3eWt956y1wMiBUCAvjwBuTKK6+U6667TqpXr54WkUqVKsnFF18sa9asMRcHYoGAAD78voX16aefytlnn229G6lXr57ceeed8v333xv3ApQ2AgL48AtI0uzZs+Xoo4+2QnLooYfK1KlT0+YFShkBAXwMHjy43ICoHTt2yEMPPSQNGza0QnLyySfLokWLzEWAkkNAAMM///lPadCgQVoQyrN+/fpEbKpWrZoWEf3/QYMGJW4HShUBAX7073//W04//XTrHcUZZ5xhzmpZvHix9OjRw1p23333lTFjxiTesQClhoAg9jZu3CjDhg2TatWqpe389VtWHTt2rNC7iOeee04OO+wwKyRHHXWUvPTSS+bsQFEjIIitnTt3yhVXXCH77LOPtcM/8cQT5b333jMXycgPP/wgo0ePTnw7y7xfHSJl6dKl5iJAUSIgiKVXX31V2rRpY+3gW7RoIU8//bQ5eyB6fsiAAQMS72S8j6Hnk4wYMUI2b95sLgIUFQKCWFm+fLmce+65VjiSU7NmzWTixImya9cuc9HAFi5cKF26dPF9rAkTJoT6WEAuERDEwpYtW+Smm26SmjVrpu3E9957b9+PsDp16iSvv/66eTdZmTRpkjRv3tx6LD3OMn/+fHN2oOAREJS8xx9/XA488EBrx/3LX/5SFixYkBhhV0fa1RF3zbj069dPVq1aZd5lYPpYI0eO9H2s888/X1auXGkuAhQsAoKS9eabb8oJJ5xghWP//feX//3f/zVnT1zzo0+fPtb8OpjibbfdJtu2bTMXCWzFihXSt29f67EOLHs39NQtt8iO774zFwEKDgFByVm9erX079/fOnhdo0YNueGGG+Tbb781F0kzd+5cad++vbVzb9mypTz11FPm7FmZN2+edOjQIfUYx5VN15dNr7VoITJ5sjk7UFAICEqGDmY4atQoqVu3rrXz7927t3z22WfmIuXSr/iOGzdOmjRpYt1Xt27d5N133zUXCUwPoo8fP16ObdpULiy7/wll0+dlk+jUtavI22+biwAFgYCgJEyZMkVatWpl7eyPOeYYmTNnjjl7xvQkw+HDh1snGVauXDlx0amvvvrKXCSwLZs2yexrrpHXyx4rEY/kVPZYMnCgSIiPBYSBgKCoffbhh3LSSSdZ4dBBDh9++OHQhhD5+OOPE0OamI9Tv359ueeeexInD4ZlxyefiPTsmR4RncoeS+6+W89UNBcB8oKAoCjtXLdO3rzySrmkShU5xLND10EMdfTcb775xlwkFDNnzpS2bdtaITn88MNlxowZ5uzZmTVL5Igj7JC0bi3y/PPm3EDOERAUl+3bRR54QKRBA3mjbGd6R9n067Kpetl06qmnykcffWQuEbrtZc/hvvvuSxuxNzmddtppsmTJEnOR4Dyv1wpJ2euVHLxeoDwEBMXD+It8Q9n0TNl0W9lf5K/m4S/ydWXvgnQsrSpl74K8EdF3QVdddZVs2LDBXCS4sseSsndcZQ+WHpGyxxK9XklE77iAPSEgKHx7OCbw9d13y848HxN4//33pXv37mkR0alRo0YyduzYxDe6QvPhhyInnWSvi4YNRR5+WK90ZS4BRIaAoHBt2iRyzTUiRfKtpGeeeUYOOeQQKyTt2rWTV155xZw9O1OmiLRqZYfkmGNEsvjWGVARBASFRwcXHD9epGlTewdZ4OdF6Lkot99+u9SpU8cKyTnnnCPLli0zFwmu7LFk1CiRunXt9dS7t0gFznsBgiAgKCzz5ol06GDvEIvszOwvv/xSLrroIt+z4W+88UbZ6jgbvkJWrxbp31/KHix9nZU9ltxwg0iYjwV4EBAUhhUrRPr2tcOxzz4it9wiUqRjQ73xxhty/PHHp0Wkbtl08QEHyEePPWbOnp033xQ54QR7He6/v4jP2F9AtggI8mvrVpGRI0Vq1Urf6e29t8j554uUyOi0j5XF4oCyaGhAOpRNw8umF8qmH8riUlYZc/bsPP64yIEH2iH55S/DfyzEGgFB/kyaJNK8ub2j69hRpASvj6GDON5x441yUc2a8kjZ61yafL360dNFF+nnXuYiwW3ZInLTTSJlj5W2bvVrwCFf5wTxRUCQewsXinTpYoejWTORCRN2H0QvYRuWLZPF55xjv/46dURuv333wfGwLF8ucu656Y8zbpw5FxAIAUHurFkjMmCAfbC3enWRESNE4naNcP1qb7t2dkgOOUS/E2zOnZ1XX919Lo2+09F3J0AICAiipyf6jR4tUq+evbPs1Utk6VJzifjQkwz/+leRRo3sddO9u56laC4BFAwCgmg995zIYYfZO8cjjxR56SVz7vjSYU+uuso+aVKPWVxxhcjXX5tLAHlHQLCbntWtg/addppIy5a7vz6r34zS/9ZB++6/X2TtWnOp8i1eLNKjhx2OffcVGTOGITfKowMx6jYw15sOpnjffbsHV4xS2D8HKGkEJO70IxQ9cOt3NrM56Tx//vPuZfZkwYLdJ7F5l9VB/wYNElm/3pwbfnRo+MMPt7dB27Y6prw5d/ai+DlAydvL/AfEiJ6cp8cgzB2Ea9Jl9nRi3733ps9/8skiixaZc8FFjx3dc8/uC0mZ2+CMM/QqV+YSwUT1c4CSt5f5D4iRPn3SdwgHHyzy3/+9e2ev34jSITD0ehP6sYU5cJ+eNV4e/RhEDwB36iQydap5KypK1+ell+4eRNK7DfR4ydVX63V3zSUqJqqfA5Q8AhJXOrSFd0dwySV7Pv9Ab9OdmHeZRx8150KU3n1XpFu39G2gU5Mmu8/tCPKREj8HyMJe5j8gBnRHo+caJHcA+hdoprx/repfo0F2WsjOU0/tPqhthqR9e5G5c825y8fPAbJEQOJo2rSffvn13IyKXDlPr3znPZ9Dv6aL3Nu2TeS220Rq17ZDojv3TL6swM8BskRA4mjw4J9+8fW/K8q7/JAh5q3IpVWrRC64YPfgk96IXH65OaeNnwNkiYDE0S9+8dMv/vTp5q1uev3x5PI68CHy7//9v91fWkhuFz247sLPAbJEQOJov/1++sXXv2ArSodYTy6v15pAYdBBKJ9+eve3pTL5ei0/B8gSAYkj70l+mexoTHoNj+TyOlw4ihM/B8gSAYmjbHccugw7juLHzwGyREDiSK+7kfzF56OL+OLnAFkiIHHUocNPv/gcPI0vfg6QJQISRzqoYfIXP8jXL/n6Zmng5wBZIiBxpONTJX/xdaC+ioylpCebeU8g05PRUJz4OUCWCEgc6bU4vENhnH++OUf5dPC85HI6DAZDWBQvfg6QJQISV3/72087AJ30zGUdPrw8epteGc+7jA7Eh+LGzwGyQEDi7Jxz0ncEOiienoSmQ3frEN5btuy+Qt6DD4ocemj6vL/7nXlvKFb8HCAgAhJnumM488z0HUImky6jy6I08HOAgPYy/wExo5+D66iuderYOwhz0nluvZXrmZcifg4QwF7mPyCm1q4Vue8+kV//WqRFC5FatXZPzZuL9Oix+wp1a9aYS6HU8HOACiAgAIBACAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgIACISAAAACISDwt3ChyIIF5r8CQAoBgU2v7ZActmLSJPNWAEggILBde+1PAbnySvNWAEggILBdc81PAfnDH8xbASCBgMBGQABkgIDARkAAZICAwEZAAGSAgMBGQABkgIDARkAAZICAwEZAAGSAgMBGQABkgIDARkAAZICAwEZAAGSAgMBGQABkgIDARkAAZICAwEZAAGSAgMBGQABkgIDARkAAZICAwLKqLCALy+Kh0woCAqAcBASWR8sCcnZZPHT6KwEBUA4CAss1ZQHZqyweOv2BgAAoBwGBhYAAyAQBgYWAAMgEAYGFgADIBAGBhYAAyAQBgYWAAMgEAYGFgADIBAGBhYAAyAQBgYWAAMgEAYGFgADIBAGBhYAAyAQBgYWAAMgEAYGFgADIBAGBhYAAyAQBgYWAAMgEAYGFgADIBAGB5aabbkoFZNiwYebNAJBAQGBZunSpHHHEEdK6dWtZtGiReTMAJBAQAEAgBAQAEAgBAQAEQkAAAIEQEABAIAQEABAIAQEABEJAkLJr1y554YUX5KqrrpKOHTvKAQccIDVq1JBatWrJ/vvvL7/61a9kxIgR8tZbb5mLpiRPQNSpIoIuByB/+G1FwrRp0+TII49M25HvaWrfvr3MnDnTvJvAIQi6HID84bc15nbu3Jl4V2EGItPJtKfb9iTocgDyh9/WmLv22mvTdt516tSRQYMGyfPPPy8rV66U7777TrZu3SpffPGFzJkzR0aNGiUdOnQod2cfNARBlwOQP/y2xthzzz2XtuM+/fTTZd26deZsvhYuXCgnn3yy+c+BQxB0OQD5w29rTOkB86OPPjq10z7jjDMS/5atoCEIuhyA/OG3NaZefPHF1A5bP7Zav369OUsgQUMQdDkA+cNva0z98Y9/TO2wBw8ebN4cWNAQBF0OQP7w2xpTnTp1Su2wp0+fbt4cWNAQBF0OQP7w2xpTepJgcoe9atUq8+bAvCEIOgEoDvy2xlTNmjVTO2z9qm5YzBgEmQAUB35bY0qHKEnusAkIgCD4bY0pHdsqucOO6iOsigi6HID84bc1pnSwxOQOm4PoAILgtzWmiuVrvO+//35irC4dPqVBgwaJj97atGmTGILlm2++SZsXQG5V7LccJUNH0k3usOvWrRvazri8ELiUt5z3383p4IMPli+//DJtfgC5U7HfcpQMHbbkqKOOSu2MzzrrrIIcyuQXv/iFPPDAA/LOO+/I5s2bZc2aNTJp0qTUMZyLLroobX4AuVOx33KUlKlTp6btuDUimb4T0cEUTznlFPOfyw2BS0WXmzVrVmLeRo0amTcByJHMfltRsq6++uq0nbd+nDVkyBCZMWNG4ttZ+hVfnXQ495dfflnuuOOOxLuC8nb2FQ1BUkWX03cjOq9eLRFAfmT224qSpReUGjZsWNoOvCKTaU+37UlFl5s7d25iXv02GYD8yOy3FSXv2WeflbZt21qBKG/Sb0XpiL6mioYgKdPl9Hol+tGbHkCvVKlS4r8B5Meef1sRK3oQXT+60o+wNBD77befVK9ePTHsiR607t69u1x//fWJ4x/lyTQEJtdyZsA0dlOmTDFnA5BD/r+tQIExA6LHPs455xxZtmyZOSuAHCEgKCpr166V+fPnS//+/WXvvfeWn/3sZ7JkyRJzNgA5QEBQtEaPHp14N9KzZ0/zJgA5QEBQtDZs2JAISMOGDc2bAOQAAUHR+vrrrxMB0Wu6A8g9AoKi9ac//SkRkC5dupg3AcgBAoKCpWN16Znvb7zxRuKs+O3bt8vGjRtl3rx5MnDgwMRBdA3I//3f/5mLAsgBAoKCZX5115wqV64st99+u7kYgBwhIChYH374oYwcOVI6d+6cOJGxSpUqibG6jjnmGPnP//zPxLVCAOQPAQEABEJAAACBEBAAQCAEBAAQCAEBAARCQAAAgRAQAEAgBAQAEAgBAQAEQkAAAIEQEABAIAQEABAIAQEABEJAAACBEBAAQCAEBAAQCAEBAARCQAAAgRAQAEAgBAQAEAgBAQAEQkAAAIEQEABAIAQEABAIAQEABEJAAACBEBAAQCAEBAAQCAEBAARCQAAAgRAQAEAgBAQAEAgBAQAE8v8BkLkM7jkXShIAAAAASUVORK5CYII=)
PN: 2623-1-96
CAS: 83249-09-6
Molecule Weight: 202.253
Formula: C13H14O2
PN: 2721-1-W2
CAS: 3894-09-5
Molecule Weight: 218.296
Formula: C14H18O2
PN: 2723-1-19
CAS: 88336-99-6
Molecule Weight: 332.528
Formula: C22H36O2
TSCA: Not listed on TSCA inventory