![6-[12(Z)-Nonadecenyl]salicylic acid (2TMS)](/cid/72-055-1/6-12-Z-Nonadecenyl-salicylic-acid-2TMS.png "6-[12(Z)-Nonadecenyl]salicylic acid (2TMS)")
- InChI
- InChI=1S/C32H58O3Si2/c1-8-9-10-11-12-13-14-15-16-17-18-19-20-21-22-23-24-26-29-27-25-28-30(34-36(2,3)4)31(29)32(33)35-37(5,6)7/h13-14,25,27-28H,8-12,15-24,26H2,1-7H3/b14-13-
- InChI Key
- XKABAQWKVSFZDL-YPKPFQOOSA-N
- Formula
- C32H58O3Si2
- SMILES
-
CCCCCCC=CCCCCCCCCCCCc1cccc(O[S
i](C)(C)C)c1C(=O)O[Si](C)(C)C - Molecular Weight1
- 546.97
- 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.
- 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 | 1.2514 | Relay (... Calculated Property | |
| ΔfG° | -42.34 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1070.78 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 131.38 | kJ/mol | Relay (... Calculated Property |
| IE | 8.88 | eV | Relay (... Calculated Property |
| log10WS | -8.90 | Relay (... Calculated Property | |
| logPoct/wat | 10.862 | Crippen Calculated Property | |
| Pc | -426.63 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 3226.30 | NIST | |
| Tboil | 705.34 | K | Relay (... Calculated Property |
| Tc | 904.40 | K | Relay (... Calculated Property |
| Tfus | 293.49 | K | Relay (... Calculated Property |
| Vc | 1.875 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![4-[2-(4-Allyl-2,6-dimethoxy-phenoxy)-1-hydroxy-propyl]-2-methoxy-phenol, TPS.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAg9klEQVR4nO2dfVxM6fv4r+lB6WFiEUIj5VnJ0y7FfkSWXa1lSesh1vrK2gjZ3cFKradiF2k/ltHKtkt6xbIW3w9au2wePruRh0qFIivJSDVNNVPN3N8/bju/+VVq5syZptO53n94iTnXXN3znvucc5/7vm4BIQQQhB+YmToBBGk+UHeER6DuCI9A3REegbojPAJ1R3gE6o7wCNQd4RGoO8IjUHeER6DuCI9A3REegbojPAJ1R3gE6o7wCNQd4RGoO8IjUHeER6DuCI9A3REegbojPAJ1R3gE6o7wCNQd4RGoO8IjUHeER6DuCI9A3REegbojPAJ1R3gE6o7wCNQd4RGoO8IjUHeER6DuCI9A3REegbojPAJ1R3gE6o7wCNQd4RGoO8IjUHeER6DuCI9A3REegbojPAJ1R3gE6o7wCNQd4RGoO8IjUHeER6DuCI9A3REegbojPAJ1R3gE6o7wCNQd4RGoO8IjUHekNfDo0aPS0tImX4a6c4zk5OQJEyakpqaaOpGWRXBwsIuLS3JychOvIwin8PX1BQCBQPDuu+9ev37d1Om0CK5duyYQCGxtbYuKihp/JerOMaRSaXh4uFAopL2Vr69vamqqqZMyMZMnTwYAsVjc5CtRd05SVFT06aef2traAoCVlZV07lxy44apkzINunftBHXnNEVFRatWrQodP54AEADi60uuXTN1Us3N22+/DQBr1qzR5cUCQohR7yEQo/P8OXz9NXzzDVRWgkAAkydDRAQMG2bqtJqD69evjxgxwtbWNi8vr1OnTk2+HnVvLTx9Ctu2wd69UFUFAgEcOwbV1XDlClRXw8KFrdX+t99++8yZM2vXrt28ebNOBxj3TIM0M8+eEbGYODuTzEyyaBEhhCgUZPJkolabOjP2SU1NFQgEdnZ2z5490/EQHHdvXXTqBFFRcO8e3LsH3t4AAFZW0L07SKWmzox91q1bRwhZvny5LpcxFNS9NdKmDXTuDAUFL3+USqF9e5MmxD5Xr149e/asnZ3d8uXLdT/KwngJIabkjTdg/3746isoLgZvb7C0NHVCLBMREQEAK1as0L1rB7xVbeX87/+CQgGTJ4OVlalTYZOrV696eXkJhcIHDx689tpruh+IFzO6sn79+m7duu3fv9/UiehDUBBMnw7Pnpk6D5YJDw8HgOXLl+vlOqDuuqNUKp88eSLl1j2fgwMAQFmZqfNgkytXriQnJwuFwhUrVuh7LF6764qDgwMAlHFLHc7qrlKpZDJZSUlJWVmZTCYrKyvT/OXAgQMAsGLFCn27dkDddQd1NwYZGRkxMTGlpaXaQstkMrlc/qpD2rVr99577zHo2gF11x3UnXX27t2bkJCQkpJS/78EAkG7du0cHBwcHByEQqH2Xzp16hQaGsrsHVF3XUHd2aW6ujoqKio/P3/x4sXjxo2jKmv+1MxwZhfUXVe4qLvcyUkwYEBFba2jqTOpT2xsbH5+/qBBg7799lszs2YaMsGRGV0Z0r79tf79E9q0MXUierDLwsLuzp1dhYWmTqQuSqUyKioKAL788stmcx2wd9cde3v7YVlZUFlp6kT0oMWekWJjYx8/fjxo0KCpU6c25/ti764z9Gqy5anTCEbUvaAAjh2DW7cYHKpUKrdu3QoAGzdubM6uHVB3PRAKQSAAmQy4M+2C3vCxr3t2Nnz2GXTpAsePQ1ycvkfv27fv8ePHnp6e7733HsuJNQXqrjMWFmBjA2o1vHpIuKVhrN790CFYuxa8vCA8HE6e1OtQhUJBu/aIiAiBQMByYk2BuutDCx7XaxBj6a5QQNu2AAACAQgE8Pw5PHqk46H79u0rKCgYMmTIlClTWM5KB1B3feCU7mq1+uzZs/b29rm5uatXr9alyFYTEAIHDsCGDTBxIsTFASHw++/Qpw9s2QJubjBvHuTlNR5AoVBs27YNTNS1A+DiPb04f54kJpLSUlPn0TQZGRmvv/669gf92muvbdq0SSaTMYyYn08mTiQAxNycZGaSX34hq1aRmBhSXU3+53+ImRkBIFZWJDiY/P33q2Ls3LkTAIYOHao20WJC1F1nLl4k8+aRb74h06eTggJTZ/NKampqoqKirKysAMDJyenEiRMpKSnjx4/XSB8eHl6q1zdWrSYSCbG3JwCkXTsikTTwmjt3yKxZVPoTo0cvXbr08ePHdV5SVVXVrVs3APjll18M+P0MAnXXmRkziEJBCCGpqSQiwtTZNMytW7eGDRsGAAKBICgoqKysTPNf2tJ36NBBR+lVubnEx+dlHZsZM8jTp429OjOTBAR49u0LANbW1suWLSvQ6hfu378/fPjwYcOGmaprJ6i7Hkyb9vIvT56QTz4xaSoNQKegtGnTBgBcXFx+/fVXQkhiYuLVq1e1X5aSkjJu3DhdpFer1RKJ5O1+/YitLXF0JElJOmaSkZExc+ZMOqBubW29efPm1NTUlStXSiSShISEv199qdMMtDbdVSrVrl27Dhw4EBAQkJ6ezk7QQ4fIzZtkyRJy7x4hhBw8SL7/np3ILHHjxg1PT09Np15eXl5YWDht2jQA6NevX1VVVZ3X15de+zxACMnOzvamhQwAfvvsM/L8ub4pZWZmBgYGmpub79mz55133pHL5c+ePcvMzKytrTXoVzUMU+quUqkU9PKAJXJyckaPHg0AtHiimZnZzJkzMzIymEcsLCTTphEAMngwKSwkoaFk1SqycSOpqWEva4OoqqoSi8Xm5uYA4Orq+vvvvxNCkpKSOnToAABCoTA6OlqlUjV4bEpKio+PD3W6Y8eOVPqampro6GjagF26dDl27Jgh6aWnpyuVymXLli1fvvzevXvBwcF1vlfNjE6619TUTJo06fvvv69h6WOuqqoKDw+fMGFCly5dgoKCCgy+81OpVBKJRPMhxcXFicXitm3bUun9/PxuMKgYmpREOnQgAMTBgUgkLbAy0eXLl/v16wcAFhYWISEhcrn8yZMnmlkokyZNevToUZNBzp49O2rUKI30rq6u9CyxYMGCkpIStlK9e/euj4/PkiVLcnJyVq1a9bTxewCjoZPuiYmJtDnc3Nzi4+MNlP7y5ct9+/alItLBVxsbm5UrVzJuAu1BN39//+f/nHmLiooYSl9QQKZMeXl/9s47RAdpmpnKykpNpz5w4MA///xTrVbHx8fT9Wzt2rWTNDh+8mpSUlLGjh1LOwtHR8cTJ06wmG1SUlJKSsqECRM+/vjjJUuWAICVlVVQUNCTJ09YfBdd0El3lUqVlJREHQWAnj17SiQSBtLX+ZD++9//pqenBwYG0tsaBk2gPejWtWtX7Q/p+vXrx48fV6vVVHpra2sqvb+/f1ZW1qsCqtXqPXv2XHzrLQJAOnQgBw/q+zs2D/TrbWlpGRYWplQqHzx4QLc5AIDJkyfXHwTUkTFjxgDAQVZ/65SUlHPnziUkJOTn59+9e/fWrVv+/v6abi4kJKQ5pW9a94SEhNWrV0ul0jrSu7i46CV9SkpKnz596JlXLBZrX7Wnp6czaILbt28PHz68wUE3Qshbb70FAO7u7klJSWq1+u+//w4JCWlc+tzcXHota2NpWbJoURODbqbj+PHjHh4e3bp1u3btGiHk3//+t52dHQB06tTp8OHDhkSeP38+AMTFxbGUKZHL5Y6Ojvb29vfv39f+d+1P3NbWttmkb0J3lUrl5uYGAPb29mvWrHn+/DmVnoqro/QVFRVisZh24e7u7q/abUL3Jqgz6JacnFznBWq1OiYmhj7UoI/xTpw4oVarHz16VEf67Oxs8s+gG5XG0dExPj6+8WbRHbbudrT55ptvAGDJkiX0x48//phexeleGVQbtVo9e/ZsPz8/tVodEhICADt37mQrVTplYPjw4Q2Otd++fbvOJ15YWMjWWzdI0737zZs3NTnZ2dmFhIQ8ffq0jvS9evWSSCQNjjGdOXPG2dmZnnnFYrFSqWz87Zpsghs3bgwZMkR70O1VoZRKpUQi0Uiv6enp+kj6bTE3N586dSo9SwDA7NmzpVJpk22iC9euXbOyshoxYgQr0bT54YcfAGDOnDn0R5lMZuBzSnqLX15eHhYWBgARLD1Eo107AJw5c6aRlzWn9LoORNaRXiwWFxcXU+l79+7doPSlpaVBQUH0EE9Pz7S0NN3TarAJGhx0a5I60nt4eGikDwkJsbKyMjMzs7S0NHzQrQ5ZWVkA0KdPHxZjUk6cOAEAfn5+bAV0cnICgMePH3/99dcAsHLlSlbC0uV5o0aN0uXFqampfn5+9DOys7PbsWMHKznUQb9x96tXr2rnRKWvrq7ev3+/i4sL/ff+/fufPn369OnT3bt3BwBra+uoqChmDxe0m8DW1rZLly60P/7ss88qKyv1ClVZWRkdHd21a1cabcSIEZcvXyaEPHjwgN7p6jJmpxdPnjwBgM6dO7MblhBy4cIFABgzZgxbAeloZmZmZmxsLAB89NFHhsfUdO1nz57V/SjNjey0adP+/PNPw9OoA5PHTPWlf/HiRXV1dXx8PL3Qp0Na9JvdyDCIjmiaoGvXrm5uboa0Au3paWd28eJF+o+042dd94qKCvptZzcsIeTGjRv0NMVWwDfeeAMArly5kpSUBAAzZswwPGZkZKTuXXsdZs2aBQDbt283PI06MH+qeuXKFY309vb2VHqlUtmzZ0/aGTfyPI8BdHpTYmKi4aEqKiq04wwYMAAAWJtxoIWlpSUAsPvkmBCSl5cHACKRiK2AdBTrP//5z9mzZwFgwoQJBgbUdO3nzp1jcDiteLp+/XoD06gP8+Udo0aNOnny5KVLl3x9fcvLy7du3dqrV6/IyMidO3eOHj06LS1t+fLlLC68pZdGlZWVKpUqLy/vzp07jEPZ2NgEBARofjTe+mW6VFQmk7EblibMYlhNC7DVFDExMc+ePfPy8powYYIh+RiYRn0M1dHb2zs5Ofny5ct+fn6lpaWHDh3y8/PTDLGziKYJCgoKXF1dJ06cyHpktgIaO7JQKBQIBHShBisBNXmyspRbLpfTZRxffvmlgfkYkkaDsFNnxsvL6+TJkykpKdXV1RYWRqldU6cHMkbfxlZAY0e2sLCwsbGpqKioqKigzwoMhN3ePSYmRiqVenl5aR70Ms7HkDQahE016SNoI6FpAnt7ezMzs/LycrVazcrFkrF1Z/1ihkauqKgoKytjUXeZTGZ4U8jl8ujoaADYuHGjgfm0xIuZZkPTBGZmZnZ2doSQ8vJydiOzEq15IrNbQEaTp62trYWFRVVVVXV1NbNQhw8flkqlI0eO1MynNyQfxhFeBfd0B+N82Mbog41V1YhtIbTzNPD22sPDo2PHjpaG7XxmvE+EY7rTJmD3w+Zi785u5DfffPPgwYPBwcGGR+7Ro4dKpUpJSUlISGCcD/bu/18TGK9vY5dm072oqKikpIRxtF69es2ZM4dOKjawNZycnL766isACAkJKSoqYhYEdTei7lzpgxuJvGbNGmdn59WrVxsiPQCcPn364cOHb775Jp00yoyFCxdOnDixuLh42bJlzCJYW1u3adNGqVQqlUrGaTQIZ3TX7nVQdzp5LicnBwBUKlVRUZFcLt+6dauLi0tERASDgmFSqXTWrFl+fn5lZWVDhgyhT5oZI5FI7O3tjxw58tNPPzGLYKxTLuvPaY0E3Zuqbdu2hJDFixcDwLfffstK5LS0NAAYPHgwK9G0oYse/f39WYxJp+bb2NiIRCKBQODn50enmjY4p0PHmElJSXTvaRsbm6ioKFamfuzevRsAOnXqxGwWPl0ye/fuXcMz0YYzuhNC6AMspVL5+eefA0BUVBTjUCqVStOUubm5ANCzZ0+W0vx/0HUYrq6ubE3gvnfv3ptvvkmdHjhwoGadSkBAQGZmJiGEPt7Wlr7x5dVPnz6dPn06ff2YMWNY1EutVtPHTHPnzmVw+NChQwHgVSuBGMMl3em6Y6lUun379p49e0ZHRzOLc//+/bFjx3bs2LGoqIgQ8vz5cwBo3749i6lq1lvRx0B0Ga4hBRdoqQUarXPnzkeOHCGvXnuuo/Q61udgTF5eHk34+PHj+h5LV1HS4lAswiXd6ZT6Oqse9aK2tnbbtm3UDycnJzqX+OTJk5aWljY2NvWrCzHj6tWr9NpXIBDMmDFjypQpmmW4oaGhDAou3Lt371//+hfV19/fv856q/rS37x5kxBy8eJFzUzsOmtYGdTnYMaOHTsAoGvXrrpfWVFoekePHmU3Hy7pTgtlMT7B1a/P8eLFC7oYWYOjo+PXX39dUVHB7C20Sy24urpeuHCB/jvjggu01AK9aOnatWsj3eTTp08bLLhw4cKFBQsWaHpuA+tz6ItKpaKFrhYuXKjXgZGRkb179xaJRPHx8SwWHuOS7uvWrROJRK6urvo2QYP1OU6dOkUXdrRt2zYqKurs2bN0lQMAdOzYMSoqSm/pL178ado0ALCwsFi9enX9UnX6FlxIT08fMWKE5vtZXFzcZAr1155rL69hqz6HXmRnZ9MzT+MrVuugVqtp7wYAAwYMSExMZOVai0u6y+VyesNOm+Dw4cO6NEH9+hwvXrwICgqicby8vLSFOH36tOYMkPDOO2TnTqLLKsHycrJ0KS33/OmMGY2ff3RZiUwv/en3s2fPnvoukmhQejo4SO9SjN2p14GubBKJRHpVl9deH0c/ccN7ei7pTvRsggaL4uoy6Hbq1CkfL6/arl0JAOnUiURFNSb9H3+Q3r0JALGwIGIx0W3tUiPS37x5k45L0O8n4w0IHj58qCm4oJk6GhAQwGxk0BBqamroaeoT/Ssnsys9x3Sn6NgEdOjXzMyM1k/Ue9AtOZm8/vrL0nkNSl9WRhYtIgIBASBDh5Jbt/T9RbRLatna2i5duvSLL76g86t69ep1/vx5fQPWhxZcmDx58ujRo9kttaAXd+7csbKyEggE9YsC6QL9xDXn9oEDBzKTnpO6U5psgpqamoCAgJSUFMJ40E2tJr/8QoYNeyn9kCFEKiUrV5JVq0hEBCksJI6OxNKSiMWkqfo5jaAtvYWFhbm5eWhoKOPb5QZhfZCRAQEBASKRyJCh9AY/cb1+NQ7rTmmyCeoMuuXn5zN5m+RkMmIE2b6dLF5M6EhoQgLZv5+cO0cyM1n5Rf7666/27dsD2yUaWwgqlWrQoEEAsG/fPgND0U+8V69e9DMdNGiQ7tJzXndKg01QW1vL5qCbWk1qasjUqS9/NMIeHrTw9KVLl9gN2xKg84FFIlGTZeR0RKFQ7N69my7YBwBPT09dnpm0Et0ptAl69OhBm4DekgLA1KlTWau46e9P6Ajjn3+SDRvYifkPkyZNAoDTp0+zG9bkaLr22NhYdiPTwkHdu3f39fXV5fWtSncKbQJHR0eRSGRjY8PyoFtKysv99/z9CdulDGk5kISEBHbDmpxDhw6x27XXQaFQ6LjlUyvUnUKnnk6cOJH90FVVJC+PGGGPIfo0YM+ePaxHNiG1tbX9+/cHgO+++87UuRCjFMloCXTs2BEAaOU6lrG2hn8KYrKL8ebHm5DExMSsrCyRSBQYGGjqXLizvENfjLe813g4ODhYW1iojfEVNREqlWrTpk0AEB4eTh94mZZW27tzsadc267dF7W1UFxsvLeQyWQymaysrEzzZ2lpaWlpqUwme//99z08PNitinX48OHs7GxXV9eW0LUD6t6iEAiFAABsnJE2bdqUnZ1dVlamMbusrIzuGPyqQy5evNijRw9DKgjUQdO1r1u3zki15fSlRSRhDLQLKdIHlhyA6m7YV1SpVI4ZM6a4uJgWCq6DnZ2dUCh0cHCgfzo4OLRr187BwYHuwXbp0qUZM2a8//77hiSgISEhIScnx9XVde7cuawENJxWq7u5uTktpCiXy+lMQA7g4ABgqO6xsbGpqal0pjhVmZrdvn17oVBI5+I3iEgkWr58eXBw8NixY+mzOUNQqVSbN28GgLCwsBbStQNwZ2k2A+i2BTqOyLYI0tJe7tDNFIVCQR80Mlgvp1Kp6ELYDz/8kHECGuLj4wHAzc3NGJuxMaY1606Hew3aJL6Zyc0lAMSAReIxMTEA4Onp2eBOd02Sk5NDl2IYuI1wbW0t3ZCUxT0MWaE16z5y5EgAoHswcYPnzwkAYbpIvKqqiq7P+vnnnxmnQGuAOTk5GbJD/IEDB1pg104M2b2j5cO9wZn27eHYMdi3DxgVN5ZIJAUFBUOGDJkyZQrjFEJDQ729vZ88eSIWixkHuXXrlkAgWL9+fQu6aqeY+vtmRGbOnAn1FuG3aJYuJQkJ5Px58u67Oi0a1ELTtRt4HUIIycrKsra2FggEem2aV4fbt2+zuKSaLbB3bzEolfDsGcyaBePGgZ8f/P67Xkfv3bu3oKBg6NCh7777roGJ9OvXb926dYSQxYsX0+JtDHB3d29kFMhUoO4thtpasLJ6+fe2bUGphJs3Qa3W5VCFQkF3AI6IiGDlIYNYLB42bNjDhw/Xrl1reLSWQ+vXnTPTZmxtobISHj2Cqio4cQL69AFvb3B3hx9+AJWq8UP37NlDu3ZN8TADsbCwiIuLa9Omze7du//44w9WYrYEWrPutIrso0ePTJ2IzkgkcOAAbNgAYWEgk4GjI9y5A/Pnw+DBkJT0qp5e07Vv2LCBxefHHh4eq1evVqvVCxYsMMrEUpNg6psHI3Lp0qXJkycLBAJ/f//s7GxTp6M/1dVk3z4iEhEAlZnZzEmTjhw5Un9R5vbt2wFg2LBhzMbaG0GpVLq7uwPAp59+ym5kU9GadSeEbNmyhc47NTc3nzdv3r1790ydkf4olWTv3mP/XKW4u7sfPXpU2+zIyEhbW9tTp04Z483T0tIsLS3NzMxaxwraVq47IeTBgweLFi2ixVssLCzmz5//NDfX1EnpjVKp3LNnj7OzM5Xew8MjJydn69atYrE4LS1t//79xntrsVjs4ODw008/Ge8tmo3WrzuFVheysrLqbGur6tSJ+PsTtkvlNwOaggvOzs7ff//9vn37FApFcXHxnTt3jPemVVVVXJp31Ch80Z2Sl5d3ec0aYmlJAIilJfnoI8LBnl6hUGRkZGRmZo4bNy4+Pr6wsHDlypWmToobCMir5/u3WvLzYcsWiIuD2lqwtIQPPoCwMOjdGwoKgBDo3h1kMmjTBqytoaoKampeTkNveSiVytjY2OLi4rKyMmdnZxcXF00teaRBeKk75eFDiIx8Kf1330FODgiFIBBAcTH06QN9+4KPD/z2G9y9Cx9/bOpcGyAtLa28vPz69esVFRWPHz/+8ccfq6qq3N3dw8LCZsyYgdI3SGsed2+Cnj1BIoGsLAgNhfHjoaIC1q2DL74AulpULoeSEmD6CN3YVFRUPHz4sKSkxMPD4/PPPw8NDY2Oju7WrVt6evrMmTMHDx5Md7MxdZotDh7rTnFzg+3boawMOnd++S9duoBcDj//DLt3w88/mzK3V7N79+7p06efO3fO19fXysqqb9++QUFBeXl5EolEI72npydKXxfT3jq0FORy8v77pLaWqFRk+nSycyf57TdCCDl/nrS8IkdyudzR0REAGpyxSIuo0ZVcAODh4ZGUlMT6EyiOgrr/w4ULJDiYBAeT334jJ0+SmzcJIeTGDXLypKkzqwvdDGPUqFGNvKaO9IMHD0bpCerOOeRyOS31qsu+ABUVFdu3b+/8z3XayJEjGdb7bi3w/tqda8TExEilUi8vL82mYo1At7bMy8uLjo7u0qVLTk4O3cibt/B4IJKDyOXyXr16SaXSX3/9dfz48XodW1hY6OTkJBQKObMAwAhg784lNF27vq4DQOfOnQUCQXl5uVq3JSOtEuzdOYOmaz9//vy4ceMYRBAKheXl5aWlpXThCw/B3p0z7Nq1SyqVent7M3MdOLea0Qig7txAJpPt2LEDADZu3Mg4COqOunODXbt2vXjxwtvb28fHh3EQ1B115wC1tbWxsbEAQOtHMwZ1R905gIWFxZgxY8zMzGxtbQ2Jg7qj7tygW7duarV6/vz5CoWCcRDUHXXnBhs3buzfv39WVtaWLVsYB0HdUXduYGVltX//fnNz88jIyOvXrzMLwrE6U0YAdecMo0aNCg4Orq2tXbhwYU1NDYMItM4U9u4IN4iMjHR1db1169bWrVsZHI4XM6g7l7CxsYmNjRUIBBs3bszIyND3cNQddecYPj4+QUFB1dXVCxcuVDVVKrUOqDvqzj22bdvm7Oz8119/0WkFukN1LykpMU5eHAB15x5CoTAuLk4gEISFhWVlZel+oKOj49ixY3Nzc+fNm3f//n3jZdhyMfVyKoQhH374IQCMGjVKrz1hjh49SjfVaNOmzeLFix8+fGi8DFsgqDtXKS0tpVuo7tq1S68D8/LygoKC6CZhlpaWgYGB9+/fN1KSLQ3UncOcPHkSAGxsbBj4Wl/6XA6Wy9QX1J3bzJo1CwB8fHyYFdXIzc0NCgrSXN60eulRd25TVFRkb2//ySef1N/VQ3fqSB8UFNRqKlzXAXXnNocOHQIAkUikVCoNDHXnzp3AwEBt6R8/fsxKki0H1J3D1NbW9uvXDwBY3L0jIyMjICDAzMwMAKytrffu3ctW5JYAjrtzmMTExOzsbJFINHfuXLZiDhw4MDExMT09PTAwsKamZsCAAWxFbglg4Q2uolKpBg0alJ2dHRcXt2DBAmO8xYMHD1xcXIwR2VSg7lzl4MGDgYGBrq6u2dnZdDwRaRK8mOEkKpWKLtNet24duq47qDsnOXToUE5OjqurK4tX7XwAdeceKpWKrlgNCwvDrl0vUHfucfDgwZycHDc3tzlz5pg6F46BunMMlUpFd+/Arp0BqDvH+PHHH2nXPnv2bFPnwj1Qdy6h6drDw8Oxa2cA6s4lfvjhh7t37/bu3fuDDz4wdS6cBHXnDNi1Gw4+VeUM2dnZvr6+dnZ2mZmZdN4ioi+oO5dQKBT5+fl9+/Y1dSJcBXVHeAReuyM8AnVHeATqjvAI1B3hEag7wiNQd4RHoO4Ij0DdER6BuiM8AnVHeATqjvAI1B3hEag7wiNQd4RHoO4Ij0DdER6BuiM8AnVHeATqjvAI1B3hEag7wiNQd4RHoO4Ij0DdER6BuiM8AnVHeATqjvAI1B3hEag7wiNQd4RHoO4Ij0DdER6BuiM8AnVHeATqjvAI1B3hEag7wiNQd4RHoO4Ij0DdER6BuiM8AnVHeATqjvAI1B3hEag7wiNQd4RHoO4Ij0DdER6BuiM8AnVHeATqjvAI1B3hEag7wiNQd4RHoO4Ij0DdER6BuiM84v8AD424wEMGR6YAAAAASUVORK5CYII=)
Find more compounds similar to 6-[12(Z)-Nonadecenyl]salicylic acid (2TMS).
Sources
- Cheméo Relay (1.0)
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- Crippen Method
- Crippen Method
- NIST Webbook
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