- InChI
- InChI=1S/C16H16S/c1-9-7-12(4)15-13(8-9)14-10(2)5-6-11(3)16(14)17-15/h5-8H,1-4H3
- InChI Key
- MYMQFUGMSSCOAW-UHFFFAOYSA-N
- Formula
- C16H16S
- SMILES
- Cc1cc(C)c2sc3c(C)ccc(C)c3c2c1
- Molecular Weight1
- 240.36
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Inp : Non-polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.5608 | Relay (1.0) Calculated Property | |
| ΔfG° | 235.54 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 120.07 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 94.90 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.27 | eV | Relay (1.0) Calculated Property |
| log10WS | -6.93 | Relay (1.0) Calculated Property | |
| logPoct/wat | 5.288 | Crippen Calculated Property | |
| McVol | 194.270 | ml/mol | McGowan Calculated Property |
| Pc | 2095.09 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 362.34 | NIST | |
| Tboil | 642.61 | K | Relay (1.0) Calculated Property |
| Tc | 908.75 | K | Relay (1.0) Calculated Property |
| Tfus | 392.31 | K | Relay (1.0) Calculated Property |
| Vc | 0.733 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Dibenzo[b,d]thiophene, 1,3,6,7-tetramethyl-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAdeElEQVR4nO3deVhTV/4/8E8SkgBRFpEtliJWRQRRi1od64wL2I6l46gP1gXUPrZuFdq6PIz2ceivHUfG1hHtdCourQwuBadYl+KCHbFIdSBsCogLKoIEkDVhScj2++PMkyffhCVCknvxfF5/4Q3c+wm+uTnn3nPP4eh0OkCIDlymC0DIdjDuiCIYd0QRjDuiCMYdUQTjjiiCcUcUwbgjimDcEUUw7ogiGHdEEYw7ogjGHVEE444ognFHFMG4I4pg3BFFMO6IIhh3RBGMO6IIxh1RBOOOKIJxRxTBuCOKYNwRRTDuiCIYd0QRjDuiCMYdUQTjjiiCcUcUwbgjimDcEUUw7ogiGHdEEYw7ogjGHVEE444ognFHFMG4I4pg3BFFMO6IIhh3RBGMO6IIxh1RBOOOKIJxRxTBuCOKYNwRRTDuiCIYd0QRjDuiCMYdUQTjjiiCcUcUwbgjimDcEUUw7ogiGHdEEYw7ogjGHVEE444ognFHFMG4I4pg3BFFMO6IInZMF8C80tJSjUYTEBBgZ4e/jRccnt1h586dwcHBR48eZboQZHUYd8jLywOAkJAQpgtBVsfR6XRM18Ck1tZWZ2dnOzs7uVwuEAiYLgdZF+1n9/z8fK1WGxwcjFmnAe1xx5YMVTDuGHeKYNzzAGDSpElMF4JsgequKvZTaUP12R37qbShOu7YcKcNxh3jThGMO8adIvR2VfX9VJlMJhQKmS4H2QK9Z/eCggKtVjtu3DjMOj3ojTu2ZCiEcce4UwTjjnGnCKVd1dbWVhcXFx6Ph/1UqlB6di8oKNBoNNhPpQ2lcceWDJ0w7ogiGHdEERq7qjT0U9vb28+dO1dSUuLh4eHt7e3p6enh4SEWiwcNGsR0aUyicWaVwsJCjUYzfvz4FzXrzc3Nr776qqOjY0lJidFL9vb2rq6uYrHY29tb/4X+ny+99JKzszMjNdsGjXF/4VsyGzZsePTo0ciRI3fs2NHQ0FBdXV1XV1dTU1NTU9Pe3i6VSqVSaXc/6+TkJBaL3d3dvb29vby83N3dhw0b5uHh4enp6e3t7eHhwefzbfleLAvj/qJJTk4+efKkSCT66aefRo8ebfRqa2srSX9tba1UKq2rq5NKpbW1tfp/ymQymUxWVlbW3f6HDh3q6elJ0h8eHr5kyRIrvyFLorHtHhgYWFpampub++I9olpZWTl+/PimpqZvv/323Xff7cMeOjo6pFJpdXV1U1MT+cLwn5WVlSqVSv/N06ZNCw4OPnDggOXegXVRF/f29nYnJ6cXsp+q1Wpnz5597dq1BQsWpKWlWeMQOp2urq7u2bNnUqn0zp07W7Zs0Wq1d+/efeWVV6xxOMvTUeb69esAMHHiRKYLsbzPP/8cAIYNG1ZfX2+bI65cuRIANm7caJvD9R91191f1Jk28vLyPvvsMy6Xm5SU5ObmZpuDxsbGcrncb7/9tr6+3jZH7CdK4/6C9VPb2tqWL1+uUqk+/vjjOXPm6LdrtdrGxkbrHTcgIODNN99sb2//+uuvrXcUS2L648WmGhoafH19ASA3N5fpWixp9erVABAYGNjR0WG4fc+ePd7e3leuXLHeoa9evQoAbm5ura2t1juKpVAR96ampqSkpPDwcIFAwOfzRSLRBx98oNVqma7LMk6fPg0AQqGwqKjIcHtxcbG9vT0AnD171qoFTJ06FQD+8Y9/WPUoFvEix10mkyUnJ7/99tv6KzB8Pn/ChAlklY6VK1d2dnYyXWN/1dTUeHh4AMD+/fsNtysUiuDgYADYsGGDZY+Yn59/4sQJwy2nTp0CAD8/P5VKZdljWdwLGPf29vazZ89GRUWJRCKSci6XO3369ISEhNraWp1Od/nyZScnJwCYPXt2c3Mz0/X2nVarnTdvHgDMnTvX6MMqOjoaAAICAtra2ix4RHL7ycnJyfD3ptFoRo0aBQApKSkWPJY1vDhx7+joICnXj4LSp1wqlRp9c1FR0UsvvQQAQUFBFRUVjBTcf3v37gWAoUOHVldXG26/dOkSh8Ph8/k5OTkWPyjpCsfHxxtu/OabbwBg0qRJFj+cZQ34uCsUCpJycsImQkJCEhISnj592sMPVlVVjR8/HgDEYnF+fr7NCraU4uJiBwcHADhz5ozh9mfPnnl7ewPA3/72N2sc9+LFiwDg6elp2C1WKBReXl4A8PPPP1vjoJYyUOOuVquzsrLWrFljOIJv7NixcXFx5eXlZu6ksbHxd7/7HQAMGjTowoULVi3YsvRN87Vr1xq99Ic//AEAZsyYoVarrXT0iRMnAsDhw4cNN3722WcA8Oabb1rpoBYxwOJOUh4TE+Pu7m6U8vv37/dhh0qlctmyZQBgZ2d38OBBixdsJR9++CEAjBw5Ui6XG24nw1dcXFweP35svaMnJycDgL+/v0aj0W9saGggzUg2f1QOjLhrNBqSck9PT6OU3717t58712q1cXFxAMDhcOLi4ixRr3VdvnyZw+HY2dndvHnTcPv9+/dJ4IyunFicSqUity+M2lHkjzAyMtKqR+8PVsddn3LSGDVM+Z07d/q2zyNHjmzfvt30ovuhQ4fIBcpVq1ax+QKlvmm+a9cuw+0qleq1114DgBUrVtigDNJLfv311w03PnnyhM/n8/l8q3629AdL415cXBwbGysWi/Up9/Pzi4mJkUgk/dmtVCol3bvIyEilUmn06sWLFwcPHgwAYWFhLS0t/TmQ9URERJCcGTXNt23bRn5Ltqm8tbWVjMzJzs423L58+XIA+Pjjj21QQx+wMe7h4eH6lL/yyivbt28vLCy01M4zMjJI73bWrFlNTU1Gr+bk5JD20rhx4yorKy11UEs5ePAgADg7OxudPrOysng8HpfLzczMtFkxn3zyCQD88Y9/NNxYVFTE4XBEIpHNRmU+F9bFfdWqVeRpsZiYmKysLGvc6r9165aPjw8ZZGJ60f3hw4djxowBgGHDhlnwz6z/Hjx4QD58jh8/bri9ubl5+PDhALBjxw5b1lNbW+vg4MDhcEpKSgy3z507FwD+8pe/2LIYM7Eu7uR5M2v37p8+fTphwgQA8Pb2zsvLM3q1oaFhxowZAODq6nr16lWrVmImfdN8+fLlRi+RK0shISG273KsXbsWAN577z3DjRkZGQDg4eHR3t5u43p6xa64y2QyLpcrFApt8D8nk8neeOMNctE9PT3d6FWFQkGewhQIBEZnU0aQloOPj09jY6Ph9mPHjgGASCTq/xWqPigvL+fxeEKh0Oi2LhlfnZiYaPuSesauuGdmZgLA5MmTbXM4pVIZGRlJLrqb/t9otdrY2Fg2XKC8fv06aZobfdRUVla6urqa3vGxpYULFwLAtm3bDDeePHmS9Lusd6urb9gV9z179gDAunXrbHZE/UV3AIiNjTXtKiQkJHC5XABYvXo1IyP+9E3zTz75xHC7RqOZOXOmaWfRxnJyckwHjanVavL06g8//MBgbabYFXfSDD106JCNj3vkyJEeRgWnpaWRy5dvvPGGTCazcW3k8yckJMToyunOnTvJgB/Gr4H89re/BYAvv/zScOP+/ftt+UFtJnbF3d/f36if2tLS8tZbb9mgm3/p0iVy3SM0NNR0VPCNGzfIsIXJkyfX1NRYuxiVSvXkyZOsrCxyn1IkEpWVlRl+Q1lZGZ/P53A4ly9ftnYxvTp37hy5kGX4B9nW1jZ06FAAuHbtGoO1GWFR3OVyOZfLFQgEhr818mzYlClTbFCA4UX3J0+eGL364MEDctXIz8+vz/d0jXR0dJSXl2dkZCQmJsbFxa1ZsyY0NHTEiBHko4ZwdXX985//bPqzBw8eNGreMEWr1QYFBQFAUlKS4XbSSgwPD2eqMFMsivu1a9fAZMz0l19+CQDr16+3TQ36i+5isbigoMDo1fr6+unTpwPAkCFDfvnlFzP3qVarnzx5cv369ePHj8fHx2/YsCE8PHzcuHE9zMbI5XLFYvG0adPIHxibR6EQ3333HQAEBQUZdn7q6+tFIhGHwykuLmawNkMsivvf//53MBnRunTpUhtfeWhsbCSN0cGDB1+8eNHo1ba2NjLCVigUnjx50vAlc07VRuzt7UeMGBEaGhoVFRUbG5uYmJiRkVFcXKx/BIn9o1CIzs5Ocufup59+Mtz+wQcfAMC7777LVGFGWBR3MtzCaBQuOb2ZnmitSqFQkD8zgUCQnJxs9KparV6/fj05B8+ZM4ecql1cXHo9Vb/zzjtbtmzZv3//mTNnCgoKzOxisnwUit7u3bsBYObMmYYbHz58aGdnx+fzTRuHjGBR3Lvsp9rsrpORXkcF79mzRyQSGU6HKxQKuzxV93NGCpaPQtFraWlxdnYeMWJEQ0OD4fbFixcDwNatW5kqzBBb4s54P7VL+/btIxfdTW+7SiQS0sQ/c+ZMfn6+VbPI5lEohoqKikzvK+Xm5pKLS1lZWdXV1czeeGLLhNf5+flarTY4OFggEOg3Mj7jV0xMjI+PT2Zm5u9//3ujl0hts2fPJk15q9q6devly5f379+/adMmcgeAncjzhEYmTZo0fPhwlUpFhiEBgKurq+FiCkarKnh6evJ4PCtVyJa4d5lsxuMOAAsWLFiwYIHpdlvWFhoaGhISkpeXl5ycvGbNGhsc0YJOnz79+PFjgUAQEBDQ2Nj47Nmzpqampqam7r6fz+e7u7t7eXl5eXmRBXbIYgr6RRZ66Cb1CuPeRzaubcuWLUuXLt29e/fq1autd/KzuOrqavL3uWfPno0bNwKARqOpq6urq6szXFNE/8/a2lqy3Eh1dXV3+7S3tzdaU8Td3V0sFo8aNWrcuHE918OW+d0DAgLKysry8vJeffVVskUul7u4uPD5fLlczrYFUjo7O52cnFQqVXNzM7kXa20ajcbf37+8vPyHH34go7LYT6fThYeHp6enz5079+LFixwOx5yf6uzsrK+v1y+mYLqqArmrbfqD77zzzvfff9/zzllxdm9tbb13755AIAgMDNRv1Lfm2ZZ1ACguLlYqlWPGjLFN1gGAx+N99NFH0dHR8fHxAyXuCQkJ6enpQ4cOPXr0qJlZBwCBQCAWi8VisWEYDHV0dNTU1Eil0mfPnlVXV9fW1pIPh2nTpvW+dwa7yXq//PILAISEhBhutP3oSPORh+hMn7SwKnaOQulOd7M+MYsV87tjw90cjo6O5CblF198Ycvj9gGZvaejo2PdunU2uHJlPox7XzBVW3R0NFlSz3TBVFaJjY29devWyJEjWfeXyfTHi06n0wUEBACA4aQaXd51YgmlUikUCrlcru3HvuvYNwrFlH7Wp//+979M12KM+bjL5XIejycQCBQKhX5jl6MjWYKc2seMGcPI0dk2CsVId7M+sQTzjZmCggKNRjNu3DjDZR+xJdMdPz+/hQsXqlSqr776ipECerZhwwapVPr6669v3bqV6Vq6wHzcseH+vEiSDhw40NzczFQNXTp06NCpU6ecnZ2PHTvGznthGPfnxnhtkyZNmj17tlwuT0xMZKoGU+Xl5Zs3bwaAf/7zn2TCVDZiujXVUz/VsDXPEp2dnfb29hwOh9lVbi5cuAAmawowqIdZn1iF4bgPuH5qfn4+APj7+zNdyP/WFDhy5AjTheh03c/6xDYMN2YKCws1Gk1QUBD2U5/Xpk2bAGD37t1arZbZSrKzs+Pj47lc7r/+9S8yzRNrMRz3LtOzatWqS5cukfkH2YY9cV+yZImvr+/du3fPnz/PYBktLS2RkZEajWbbtm1kmidWY/bDJSoqCgAOHDjAbBnmmzx5MgDYcl7pHpCH2Y3WFNCTSqWZmZmlpaVGT9NZVnezPrETwwOAAwMDS0tLc3NzJ02axGAZZlKpVE5OTkqlsqmpqYdpM2ymra3N19e3oaEhOzv7N7/5jdGrx48fJ1kEAKFQOGTIkO4eICKPF5k/aFHv3//+d0REhEgkysvLI48asxwzA4Cbm5vPnj2bmppaVVVFFm5npIznVVJSolAo/P392ZB1ABCJROvWrdu5c+cXX3xBloo35OLiMmPGDDJKViaTSaVSqVRaWlra5a4cHR1NHyDy9vb29vaeMmVKlz9SVVVFGpx79+4dEFkHGz/eIZPJzpw5k5qaevny5c7OTgDg8XgajWbIkCE//vij/llG1jp8+PD777+/bNmy48ePM13L/9TV1Q0fPlyhUJSUlJBLul1SKpUNDQ2mj0qQL6qrq7u7Y/Xyyy9XVFSYbtdqtaGhoVevXp0/f/6PP/5ooXdjdbY4u3d0dFy5cuXUqVNpaWltbW0AwOPxpk+fHhERsWjRos2bN6empoaFhX333XdkdhfWYk8/Vc/Dw2PFihWJiYl79+4lo/C7JBQKe35moq2tjTwqUVtbK5VK9Y/VkQWYTO3evfvq1aseHh6sutXVO+t1C8xctV2tVkdHRwMLplHvFav6qXrdrSlgPXl5eQKBgMPhGM0Zxn6Wj7t+1Xb9g236lPfw/6GfRv39999nZBr1XrHkfmqXyON80dHRNrgP3dbWRqbR/PDDD619LIuzWNtdo9HcuHEjOTk5JSWlpaWFbBw7dmxERMSKFStGjBjR6x7S0tIiIyM7Ojrmz59/4sQJR0dHixRmKYWFhRMnThw9evTdu3eZrsXYiRMnoqKiyM1pe3v77i6/iMViHx+ffl4YWL9+/YEDB8aOHSuRSNg86U3X+vnnYtlV2/XTqE+ZMqW2traftfWBVqvNzs7ucsG9w4cPA8DSpUttX1XPbt68SVrYzs7OvUaZw+F4enoGBQWFhYVFRUVt3rx5z549ycnJGRkZt2/frq2t7Xmpw/T0dA6HIxQKWbUmofn62FXVarW//vrrqVOnUlJSamtr9SmPiIhYtmwZmce0D6ZOnfrrr7/OmzcvJydn2rRp6enpNrvCVVJScurUqWPHjpWXly9ZsoSsLmSIhf1UACDXRuRy+dtvv52SkuLg4FBfX2/Y45RKpfpn9ckEL+TV4uLiLndoZ2envwrp4eFBpvUisxrxeLxVq1bpdLpdu3aNHz/exu/UMp7rj0O/aruXl5d+D/1ctd2UVCold52GDBmSlZVlqd12KT8/PzY21s/PT/92fH19P/30U9PvJJefWbLuJHH69Gl7e3sAiIyMNH/W2MbGxuLi4qysrNTU1ISEhNjY2KioqPDw8JCQEG9vb9KD6o5AIJgxY4Y1Fru1DXPjLpFIYmJiTFdtN12U1CJaW1vJ2tlCoTAlJcXi+y8uLo6LizP86Bg2bFgPCxerVCqyZK7pQttMOXr0KJk5Pjo6WqPRWGq3SqWysrIyJyfn3LlzR44c+fzzz6OjoyMiImbMmEHamVFRUZY6lu31HvcdO3aQmeqJkSNHbt++vaioyNqVqdXqDRs2AACPx9u/f79F9vnw4cP4+HjD2zFubm5RUVEZGRk9J6awsBAARo0aZZEy+i8+Pp7c84+NjbXZQcvKyrhcrr29veF15IGl97iTWz8+Pj7WW7W9B/oLlDExMX0+hz169CghIYGsM0MMGTIkKirq7NmzvV70JL2UsLAwAJg4cSLjA6G0Wi15eI/H49l+aB2ZNMbGq9FbUO9xLyoqunnzJoPNtdTUVNJCXbhw4XOtO15RUUFSrh/85OrqSlJuTkuXNHjI+qAAQB6wHzVqVGpqKlO/DbVa/d5775E29Pfff2/7ArKyssjJQi6X2/7o/cf8w3vm+M9//kOmOZ46dWpdXV3P31xZWWmUchcXF5Jyc87N+fn5f/rTn4w6r1u2bPnmm2/085dPnTo1OzvbQm/OXAqFYtGiRQAgEokuXLhg46PrkaGXCQkJTBXQHwMj7jqdrri4+OWXXyadh3v37vXwnfrnQhwdHcPDw1NTU82510jO5eR+YXedV41Gk5SURBaj5HA4ERERjx49ssi765Va3bJx43JyZr1586ZtDtolMvTSx8fH9isI9d+AibtOp6uuribTYXt5eeXm5nb3bdeuXVuyZElaWpo5jy2TzuvYsWONOq9nz57tblkVuVweFxdH2lcODg6xsbEtLS19f1dmUKka7tx5LTPTKTT0N4wv2qjVasmv6/jx48xW0gcDKe46nU4ul8+bN498oJ87d67P+3n8+HGfO69EZWVlVFQUaS8NHTo0ISHBSqsOKZWPi4v9JRK4fdtPoXhgjUM8r0OHDgFAcHDwgLsAP8DirtPpVCoVWRCCx+N9/fXXz/Wz/ey8msrJydEP0w8ICDh//nwfdtKDjo7SW7d8JBIoKQnq7Hxq2Z33mUKhIB33S5cuMV3L8xl4cSf0F57NuUBp2nl1dnY2v/PaM61Wm5KSou/aZmev7ego6ec+iba23MJCd4kEysp+q1azaxjmX//6VwAIDQ1lupDnM1DjrtPpjh49SkZERUREdNlMf/bsWWJiomHKHRwcwsPDk5KS9MtSW4pCodi9e/fatdMkEo5Ewn30KKqzs6Y/O5TJ/lNQ4CSRwP374RrNc1x+tQ2yiir83/mw2G8Ax12n02VkZJBf+qxZs/S39+vr65OSksLDw/Wrs+tT3s8VfXulUjVUVcXm5QkkEsjPH/T0aZxG05dZvpqafszPt5dI4OHD5VotSy+AkCnylixZwnQhz2Fgx12n0926dYuMcRgzZsyuXbvmzJmjn4zTwcFh0aJFKSkpFj+X96yj4255eYREAhIJ3LrlU1+fpNM9R5euvv5oXp6dRAJPnmzU6Sw2GMbiyGP1PB7vwQNWdKDNMeDjrtPpKioqAgMD9edyoVBIzuXWvj7YM5ns59LSCST0d+5Mlst/MeenamsTJBKORAJVVbYbDNNnK1euBIDo6GimCzEXWxaa7Kfm5uYbN26cP3/+tddemz9/PksmxgDQNjX9UFW1pbPzCQA4O4f7+CQIha/oX9ZoZErlfQCOvX0Al+tQVbW1tvZLAO7LL3/t7r6OubLNdefOncDAQAcHh4qKCrJMGsu9IHFnM622va7uq5qanRqNnMPhu7uvF4v/H4/nUl9/sLJyk52dG4BOrW4cO7ZQJrtUWbnJz+9frq7vMF21ud5666309PRPP/00Li6O6Vp6h3G3EZXq6dOnnzQ0JANonZzeHD786O3bPr6+iW5u7wKAUvlIKPQF4CqV5Yanf/bLzMycNWuWm5tbRUWFSCRiupxeML+cASX4/GHDhx8NCMgdPHimt/cnSmW5TqdydPzfBF1CoR/5vxhYWQeAmTNnTp06taGhISkpielaeodnd2ZoNM23b48QCl8ZNuzzwYPDOBw2Lu1iJjJTpJ+f37179/QXDNgJz+7M4PFc/P1/4fM9Hzx4u7h4eF3dPqYr6ruFCxeOGjXq0aNHaWlpTNfSC4w7YxwcgkaOPB8cXO3mtrqyclNzs/GcpgMFl8slayuwbtFgE9iYYYWysqmDBk1/6aU9TBfSRwqFws/Pr6am5ueff549ezbT5XQLz+7M0GpbVaoa8rVaXa9UlgsEwxmtqF/s7e3Jc/QsP8Hj2Z0ZMtnFBw/+6Og4wc7Ora3tplA4evToK1wu2y/k9aCxsdHX17e1tTU/P58sk8ZCGHfGqNXP2tpy1ep6oXDEoEHTAZ578Qy2+eijj/bt2xcZGZmcnMx0LV3DuCOLqaysJBM33L9/n50rCWPbHVmMj4/P4sWLVSrVvn0sva6KZ3dkSbdu3ZowYYKjo2NFRUV3K38wCM/uyJKCg4PDwsLa2toOHDjAdC1dwLM7srArV66EhYWR6YD6sHilVWHckeUdPHhw8eLFZOI3VsG4I4pg2x1RBOOOKIJxRxTBuCOKYNwRRTDuiCIYd0QRjDuiCMYdUQTjjiiCcUcUwbgjimDcEUUw7ogiGHdEEYw7ogjGHVEE444ognFHFMG4I4pg3BFFMO6IIhh3RBGMO6IIxh1RBOOOKIJxRxTBuCOKYNwRRTDuiCIYd0QRjDuiCMYdUQTjjiiCcUcUwbgjimDcEUUw7ogiGHdEEYw7ogjGHVEE444ognFHFMG4I4pg3BFFMO6IIhh3RBGMO6IIxh1RBOOOKIJxRxTBuCOKYNwRRTDuiCIYd0QRjDuiCMYdUQTjjiiCcUcUwbgjimDcEUUw7ogiGHdEEYw7ogjGHVEE444o8v8BdjGu1+tG+yQAAAAASUVORK5CYII=)
Find more compounds similar to 1,4,6,8-tetramethyl-dibenzothiophene.
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- Crippen Method
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