- InChI
- InChI=1S/C13H10BrCl2O3P/c1-18-20(17,9-5-3-2-4-6-9)19-13-8-11(15)10(14)7-12(13)16/h2-8H,1H3
- InChI Key
- MAKUYRKZFGSMMG-UHFFFAOYSA-N
- Formula
- C13H10BrCl2O3P
- SMILES
-
COP(=O)(Oc1cc(Cl)c(Br)cc1Cl)c1
ccccc1 - Molecular Weight1
- 396.00
- CAS
- 25006-32-0
- Other Names
-
- Phosphonic acid, phenyl-, 4-bromo-2,5-dichlorophenyl methyl ester
- Phosvel oxon
- Velsicol VCS-506 O-analog
- Leptophos OA
- Leptophos oxygen analog
- Phenylphosphonic acid 4-bromo-2,5-dichlorophenyl methyl ester
- Leptophoxon
- 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).
- 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 | 0.6459 | Relay (1.0) Calculated Property | |
| ΔfG° | -201.56 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -372.33 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 105.35 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.63 | eV | Relay (1.0) Calculated Property |
| log10WS | -5.04 | Relay (1.0) Calculated Property | |
| logPoct/wat | 5.300 | Crippen Calculated Property | |
| McVol | 226.560 | ml/mol | McGowan Calculated Property |
| Pc | 2164.82 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 653.51 | K | Relay (1.0) Calculated Property |
| Tc | 925.10 | K | Relay (1.0) Calculated Property |
| Tfus | 350.71 | K | Relay (1.0) Calculated Property |
| Vc | 0.795 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Benz[a]acridine, 5,7-dimethyl.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAhlElEQVR4nO2deVgTV/fHTwgEQXEXbOtKrVarFTeooIAaRAX3YpefyuMCbd2XKr76Vlqtilb7Uq222r6+dcEqUq2iCEJBwL0I1q1V64YboAgKYUvI/f1x23FMQsgkk5nQOZ/Hv24yd07wm8ldzv0eGSEEEEQa2IkdAIIIB8odkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQ9mIHgEiO6urq8+fPp6SkpKSk9O3bV6FQLFmyRCaTCXBrlDsiEPfv309MTExKSkpJSSkqKqKNp0+fLi0tvX///qZNmwRQvIwQYu17IJJFo9GcPn360KFDKSkp2dnZjNjc3d2VSqVSqVQoFO+99155efnkyZO/++47Ozvrjq5R7gj/3Lx5k45VkpKSnj17RhudnZ29vb2Dg4NHjhzZrl075s0ZGRlBQUGlpaXvvvvujh077O2tOOJAuSP8UFZWdvLkyZSUlPj4+CtXrjDt7u7uwcHBw4cP79+/v6Ojo8Frjx8/PmzYsJKSknHjxu3cudPBwcFKQaLcEYugD/L4+Pjk5OTKykra2KxZs4EDByqVymHDhrVq1cqUfrKysgYPHlxUVDR8+PC9e/fW9MWwEJQ7wpnS0tK0tLRDhw4dOXLk7t27tFEul3t4eNARub+/vxljknPnzgUGBhYWFgYFBcXFxdWrV4/vwFHuiGlotdqcnBw6Ik9PT1er1bTd1dXVz88vODg4ODi4adOmFt7l/PnzAQEBjx8/HjJkyL59+5ycnCwO/EUIgtRMQUFBbGxseHj4Sy+9xGjG3t7ex8cnKioqKytLq9Wa3ltubu6WLVvGjh2bkZFR03uuXLlC7+Xv719SUsLHh3gOyh0xTHZ2toeHB3stvEOHDtOnT4+Pjy8tLTW9H7VanZmZGRER0atXL6a3hQsXGrnk999/f/nllwHA19f32bNnFn+U56DcEQNcuXJl8ODBMpnM2dlZqVRGRUVdvnyZUw9Xr1796quvhg4d6uzszHxhGjVqNGbMmM2bN9+9e7fWy1955RUA8PHxefr0qQUf5QVQ7ogB1q9fDwBDhgyprKw0/SqVSpWcnBwREdG5c2f2gLlLly4RERF06cb03m7dutW+fXsA6N27d2FhIfcPYQCUO2KA0aNHA8B///tfU95848aN6OhopVLJXj1s3rx5SEjI5s2b7927Z3YYt2/ffvXVVwGgZ8+ejx8/NrsfBttdmbl3715SUpKLi0uXLl26du0qdjgSQqvVurm5PX78+NatW+ztTzaFhYWpqakpKSkJCQn37t2jjcxaZHBwsLe3Ny8ZAXfv3h04cOCff/7p4eGRnJzcvHlzi7qz/BvDI/rTmjZt2sjlchMfMwgvZGdnA0Dbtm31X7p9+/bSpUu9vLzkcjkjodatW4eFhcXFxRUVFVkjnocPH3bp0gUAOnfu/ODBA0u6sgm5X7t2bcOGDUFBQfXr12f+iA0bNhw9evTYsWMBQCaTbdiwQewwpcK6desAYPLkyfovnThxgv7vmL0WaR55eXn0F/7111+/f/++2f2IJndmWkO/uAz605qNGzfKZDKZTBYdHS1WtJIiODgYAHbs2KH/kkajmT9/fkJCgkqlEjiq/Pz8N998EwA6duxY68JOTQgtd4PTmmbNmhmf1nz77bd2dnYymezLL78UOGCpodFoGjduTAfNYseiy5MnT/r06QMA7dq1u3nzphk9CCH3kpKSgwcPhoeHt27dmpG4XC7v1asXfZCr1epaO9myZQud+ixbtkyAmCXLmTNn6BNU7EAMU1RU5OXlRSd1f/75J9fLrSX36urqrKysqKgopVLJzud0c3MLCQnZtm3bkydPuPYZExNDZ0gRERHWiBkhhKxatQoAPvzwQ7EDqZHi4uK+ffvSKfL169c5Xcuz3PlNsdDnxx9/pKl2qHgrMXjwYADYs2eP2IEYo7S0dMCAAQDQsmXLS5cumX4hD3LXaDRZWVmRkZHspAgAcHd3Dw8Pj42N5XETmBCyZ88e+nPx8ccf89gtQgiprKysX7++TCbLy8sTO5ZaUKlUSqUSAFxdXS9cuGDiVebL/dmzZ5s2bRo5cmSDBg0YidevX3/48OEbN240Y1ylT15e3tq1a/Xb4+Pj6Uz3o48+EmAVTDpkZmYCQNeuXcUOxCTKysrob1GLFi3Onz9vyiVmyr26uvrbb79lUvjd3d1nzZqVnJxcUVFhXof6aDSaHj16AMCcOXP0NX348GGa/v/BBx9UV1fzdVOJs2zZMgCYOXOm2IGYSmVl5YgRIwCgSZMmZ86cqfX9Zsr93Llz9B5bt261ZNnfOAkJCVTT4eHh+po+cuQITf+fOnUqKp4X6IB43759YgfCgYqKCkbxubm5xt9sptzXrl0LAFOmTDHvctNJTEw0ouljx47RodT7779vymomYoTy8vJ69erZ2dnxkowlJGq12tvbu0uXLunp6cbfaabcg4KCAGDnzp3mXc4J45rOyMhwcXEBgHfffRcVbwmpqakA0KNHD7EDMQeawvn9998bf5s5cler1Q0bNgQAS3I7OcFo+p133tHX9PHjx2k8ISEhVVVVwoT0z+OTTz4BgPnz54sdCGe0Wi3NlKx1q9UcuZ8+fRoAOnXqZFZsZsJo+u2339bXdFZWFj0XHBwczON0mRMXL1784osvzpw5w3Xvw0bw8fEBgEOHDokdiDHOnDmTmppaXl7ObszJyaH7rLVebo7cV65cSRcBzbjWEhhNBwUF6Wv63LlzzZo1A4Bhw4bp/DmsB5Mf0aZNG7pI1bFjxyZNmpw9e1aYAPhCpVIpFAp7e3t+N0l4JyQkBAC2bNnCbvzyyy8BYNKkSbVebo7cAwICACA2NpbduGfPnvXr11s7ryg7O5tqeujQofqazsnJoT9qQ4YMKSsrs1IM1dXVZ8+eXbZsmbe3Nzvt++WXXw4NDfX29gaAxo0bnz592koBWIPExEQA8PLyEjsQY2i1WldXVwDQ2dUZPnw4AGzfvr3WHjjLvaaNN19fXwA4cOAA1w65kpOT06JFCwAIDAzU1zRj2+Dn58evbUNN+RG9evWKjIxk8iMqKyvHjBkDAI0aNTp58iSPAViViIgIAFi0aJHYgRjjt99+o6ky7EYmhfPOnTu19sBZ7hkZGQDQrVs3dqNKpXJ0dJTL5WYkfpkBo2lfX199Tf/xxx/UtqF///4W2jaw8yPYR9GY/Iji4mKDV40fP57uMaemploSgGB4enoCQFJSktiBGCM6OhoAQkND2Y1nz54FgNdee82UHjjL/bPPPgOAWbNmsRuTk5MBoHfv3lx7M5s//viDGjP069dPX9NXr16l1oTm2TY8fPhw27ZtISEh9LFBcXJyohYUWVlZtfag0WgmTpwIAM7OzikpKVwDEJji4mK5XK5QKDgZyAjPyJEjAeCHH35gN0ZFRdHNdVN64Cx3f39/ANi/fz+7cfHixVCbVw7vXLt2jWra29tbX9OMbUOvXr1MsW0oKyujp6t69eoFLOiD/ODBg1ynvxqNZtKkSVTxR48e5XStwBw8eJA+OMQOxBgajaZJkyYAcPv2bXZ7YGAgAOzevduUTrjJndl40xm0vPXWWwBw5MgRTr1Zzu3bt93d3WvS9J07d6htQ48ePWraKbxx48bmzZtDQkLYiW4NGjQIDg7evHmzKcNBI2i12unTpwOAo6OjALMas5k7dy4ALF26VOxAjJGVlQUAr776KrtRrVa7uLjIZLKHDx+a0gk3uaekpABAz5492Y3Pnj1zcHCwt7fn19/MRNiafvTokc6rubm5r732GgB4eHgUFBTQxtLS0uTk5FmzZrVt25aRuJ2dHXO6ise9Kq1WO2vWLABQKBQ6P4m2g4eHBwCkpaWJHYgx1qxZAwBhYWHsxuPHjwPAG2+8YWIn3OS+ZMkS0Es0P3z4MB1RcOqKRxhNd+/endE0w8OHD9944w0A6NChw6JFi3x9fdlezG5ubhMnTty1a5f+V8UMjh8/fvDgQZ1GrVY7Z84cAHBwcPjpp58svwu/FBYW2tnZ1atXz3pLt7wwdOhQANi1axe7cfny5QAwY8YMEzvhJne6qHz48GF248cffwwAS5Ys4dQVv+Tl5VFNGzRmePjwYceOHemmLPx9TJauHvKYSnnr1q2GDRs6ODjExcXpv/rvf/+b3trgCX8R+emnnwBg4MCBYgdiDCZvRec/d+DAgQBg+kOEg9xLSkrooEVnXkjndqKvPzCKnz17tv6rn376Kf0y7N+/33qDLpp2UpOmIyMj6as6awviMmPGDABYvny52IEY4+TJkwDQuXNndmNFRYWTk5OdnZ3pv8wc5H7kyBEAeOutt9iNRUVFcrnc0dHRFn4KCwoK5syZY9B3k6ZwCvBkpetiNWmavmpnZ7d161ZrR2Ii1Ofn+PHjYgdijBUrVgDAtGnT2I00hdPDw8P0fjjIfeHChQDwr3/9i924f/9+APD39ze9H+EROIWT0bRBrz865ZLJZF9//bUAwRgnPz+fulpz8uYVHnosde/evexG+ls6b9480/vhIPfevXsDgM4SMl12+Oyzz0zvR3iET+H84osvoGavv3Xr1lFftK+++kqwkAzy448/AsCQIUPEDcM4lZWVzs7OMplMZ9DSr18/AIiPjze9K1PlXtPGW7du3QDASO0RW0AU7xRaBromrz/RfdHUanVGRgY9DWzjT6tjx44BwJtvvsluZPJWOPmwmir3AwcOAICvry+7saCggP4UipVibiJieadQTQPAihUr9F9lfNGEnCbq50c0bdq0a9eufNULsAZ0ij9nzhx2Y1JSEgB4enpy6spUudOV48jISHZjbGwsAAQEBHC6pcCI653CFD436PXH+KJ9+umn1ouhvLw8KSlp7ty5+kU1wsLCaKa+wU06G8Fgsu2iRYuAu7uWqXLv3r07ABw7dozd+NFHHwHAypUrOd1SYET3TomJiTHifGY9XzQmP4Kee6TUr19fqVRGR0czmSeMe3qXLl1M3IoXkpqSbWkKZ2JiIqfeTJL748eP6cabTppUp06dAMDGzzEYTOEUGOOaZnzRFixYYOGNzKuOxJd7ujUwmGz77Nkze3t7BwcHrimcJsk9Li4OAAYNGsRufPDgAQC4uLjY+GlogymcwhMbG2vE64/xRZs2bZoZvmjGqyOZouD8/Hy66tCpUyfBTtybAk221XkQxMfHg1kpnCbJnab1ff755+zGnTt3AkBQUBDXWwqJTXmnGPf64+qL9vjxY3q6imZBs/MjIiIiMjMzueZHPHnyhK41t2/f/tatW5yutR402TYhIYHdOG/ePAD45JNPuPZmktzpL6POUbQpU6YAgEEPR9vhl19+Ab0UThFhNG2eLxo9XUVtxHUS3SZMmBAbG2vhabKioiI6Jm7btu2NGzcs6YoXmLwVnbwPun5qxkmx2uWel5cnk8kaNGigM2ihiebnzp3jekshoYlZNuWdYlzTBj2k8vPzY2NjJ0yYQI0YKPXq1WNOV/HoC1tcXEwfqG3atBHdQcRgsq0lKZy1y33Xrl0AMHToUHbjnTt3AKBx48YajYbrLYXENr1TTPRFCwgImD9/Pi1IxNCpU6dZs2ZZtTpSaWkpnfC0bNmSa7Fsfrl+/XpkZKSON9i+ffsAYMCAAWZ0WLvcw8LCAGDNmjXsxq1btwLAqFGjzLilYNiyd4pxX7SMjAxnZ2dqMgEATKX2K1euCBNeaWkpza11c3O7ePGiMDc1kZkzZ9a0j1Ertcu9Q4cOAPDrr7+yG+k8ycbPv9i4d0pmZiZV/M8//6z/av/+/QEgODg4LS1NlLUvlUpFDYVcXV1/++034QOoCZrmnZmZaca1tcg9NzcXABo1amTjgxaDUO8UnRROm+LUqVM6P5sUGyl/V1FRQR2LbMcXzcIUzlrk/sMPPwDAiBEjzIpNZGhRQht3ATCI7ZS/q6ysHDVqFNiML9ru3bsBIDAw0LzLa6la7+bm1rlz58LCQq1Wa/ydtsbTp0+zs7MVCgU9cFi3SEtLAwBaXEBcFArFnj17xowZU1xcHBgYeOrUKXHjsfQvY/zbkJubSwu3T5w4sW6NZ6h3Sv/+/cUOxBw4eacIgC34olH3WeqXaEpdGoPUPlVlZlTjxo2rQ/UC6oR3ikGqqqpoCqdNJWyJ5Yumkx/h4OCwatUqs3Vo0q7qiRMnjHir2yZ1wjvFIFy9UwRDMF+0wsLCPXv2TJo0iXp9UuRyuY+Pz7JlyyzZOTY1ATgrK4s6TQcFBQnmnm42zMab7Yeqjy2Xv7OeL5o1yqzrw+GsanZ2tgDu6bxAUzht3DulJmy8/B2/vmjWLrOuAzdbpcuXL7ds2RIA/P39+XVP5xf6BLJx7xSDlJeXc/VOER4LfdEELrPOhrMD8O+//05HVL6+vqKYQpoCPZ5z4sQJsQPhTB0qf8fVF+3mzZv0dFWjRo0YiTP5EcIk55hTrIbtrW6D6Sh0461+/fo27p1iEDO8U0SkVl80IzbivJdZNwUz66oy7um9e/cW/hB7dXX1mTNnVq5caTApvE54p9SEGd4p4mLQF40ekw0ODqbJ/RTGRrzW2tbWw0y5E5a3es+ePYU5K6Q/rdFJXKOEh4cDwOrVqwUIiV9oCidX7xTRYXzRpk6dGhYW1rp1a/bqoZeX19KlS0+ePGkL25Tmy50QcufOHZov6eHhYaWpVVVVVVpa2qJFizw8PNjTmg4dOkyfPv3q1av6l9CQbCSliRM0hZOrd4otsHbtWgBgTp+0aNGCHpN98OCB2KG9gEVyJyzbhs6dO/P42ZhpDbs6kinTmvv370MdT+G08fJ3BtFoNPTAyqJFi3JycvhdPeQRS+VO+LNtqLU6kinTmm3btkGdTeGsE+XvDMKp/J2I8CB3Qkh+fj49Y9axY0eutg3GqyNxmtZotVpa0/Q///kPtw9gA1DvFNsvf2fwobN69WoACA8PFz4eTtgDH7i6uh47diwwMPDXX3/t169famoqXbepCZVKderUqfj4+AMHDtBjr/B3dSSlUqlUKv38/Ng7ycYpLCxMTU1NSUlJSEh48OBBkyZNSkpKLP1IgpOenq7RaPr160dTUG0TrVbbqlUrd3f3lJQUtjmZ7WQs1wKPX52ioiIvLy8AaNu2rU4Zbx1mz57NBGDetEaj0Zw6dSoyMtLLy4tdqZ2mOdjZ2emc57V9zPZOERJeyt+JCJ9yJ4QUFxf37dsXAFq3bm3EtuHo0aN+fn6rVq3Kzs7mNK0xaEGhk2JBVwlkMtn69ev5+EwCQVM4bbzKNvWtnzp1KruRpnB26dJFrKhMh2e5E0JKS0vpjxpftg1qtZprisU333xDvdXryiC+rpS/GzZsGADExMSwG7mWvxMR/uVOCFGpVIMGDQLLbBuMp1jUakGxefNm6jSt4/Vnm9St8nc6qxFcy9+JiFXkTsy1beA3xeL777+nirfx6hSkjpS/owdVX3/9dXajGeXvRMRacieEVFRUjBgxAkywbTCYYtG0aVM6hbUkxWLXrl1Wck/nF+qdUhfL39E1GU7l70TEinInRm0bSktLDx48GB4eTqtHUKxRqX337t1U8QsXLuSlQ96p0+Xvli5dCgBz584VKypOWFfuhJCqqqqxY8cCQKNGjU6ePHnp0iV6QEuhUDAqd3V1pQ9yK61k7d27l67i25Q3KoOF3inCwNT8yc/PZ7fTFM6DBw+KFRgnrC53QoharX7nnXcAgL1vqlAoBgwYsHr16vPnzwuQYrFv3z76Bfv446W2ltDxwQcfAEBUVJTYgRgjPT0deCp/JyL87Koax97ePiYmpmXLloSQ+Pj4gIAApVI5ePBg9pKLtRk9evTPP/88fnx4cvLcDz+Eb74Bu1ocpYSDnmCy8S1Jg/umx48fr6ys9PT0ZGfy2TRCfrdEt6k5elTl5EQAyNSphGNtC2tRV1I4/fz8QM+91bzydyIi6COOXXBCFAICnBMToUED+P57GD8eNBpxwwEAoPVFfH192akQtkZFRcWZM2fkcjmt+chQZ1Jl/sZmftGFwtcXjhwBFxf48Uf4v/8TX/FGFFNdXc3kz4nLiRMnKioqPDw8mjRpwjSWlJScO3fOwcGB1oyoE0hO7gDQrx8kJkLDhhAbC++9B2q1aJGo1WpaSFFf7lqtdtKkSZ6enhcuXBAjtBeg30m6e8qQkZGh0Wg8PT3ZKxA2jhTlDgDe3pCaCs2aQVwcjB4NFRWC3v327dtbtmwZN26cq6treXk5O5OWQa1WP378uKCgYNCgQTk5OYLGp4fBybTB74CtI/bkQUyys0nz5gSADBlCrJ2aVVZWduTIkdmzZ9Payww0Y7lZs2bZ2dk6l9iItzpT/k4nFc/s8nciImm5E0IuXyYtWxIA4u9PrGGLZvys1p07dyorK0ePHl2TpnU26fiPzwQSEhIAoG/fvuxGmsLp6Oho4ymcOkhd7oSQ338nL79MAIivL+HFFq24mPz8c5J+foSnp+cnn3xy4sQJnTVHtqb1nc9E91ZfsGABACxevJjdaEn5OxFBuRPCUvzbb5vfyaVLJCqKKJVEoSD9+4dRlZt4Vkuj0UyYMIFq+pdfftF/NTQ0FACcnZ2Tk5PND9EsaCltnftaUv5ORFDuf3HrFvH0JBcvkuXLSa9e5MKF5y/FxZGAAMNX5eeTnTvJ+PHE1ZUA/PXPwYGEhmZwPatlXNPV1dWTJ08GACcnJyGtCoqLi+Vyuf6Bceo9YV75OxFBuT+HKnPqVCKTER8fwgj1m2+Im9vzt2k0JCuLREURHx9iZ/dc5e3akfBwEhtLzM4f0Wq106ZNAwBHR0f9pCutVkvT4hUKBb/e6kY4cOAAAPj6+rIb60oKpz4od12mTiUDBpCmTcl33/3VQuWuUpEtW8jYsaRRo+cSd3YmQ4eS6Gjyxx/83J2taf16q1qtlp5qVygUwhjAU2PryMhIdiNN4Rw8eLAAAfALyl2XqVPJmDHkq69I06aE5rpSuZeVEZpvA0Dc3f96kFtjMadWTS9evBgAHBwc4uLi+L/9i8ycObNBgwbHjh1jN9IUzlWrVln77ryDcteFyr2qinTtSkJDCWENZpYtI1u2kDt3hAiDaloul+/cuVP/VeqLLZfLt2/fbu1I1Gq1zlJSx44dwYLydyKCcteFyp0Qkp5O7OxIerru2F0wjGuaOk0b8Va3EjSF08XFRfT8VjNAuevCyJ0QMnEi8fAgGzeKI3fC0vT//ve/ml6VyWQbN24ULKQdO3YAQHBwsGB35BGUuy5sueflkcaNiZeXaHInf9sv1qRp6nMkk8k2bNggTDx0PXTdunXC3I5fUO66sOVOCPn6awIgptzJ3+7pNfmibdq0iXpIRUdHCxBMu3btAEA/w6dOgHLXRUfu1dXE01NkuZPafNEYD6kVK1ZYNYzLly8DQNOmTQ2WCbJ9UO66qFS6y4vl5aS4WKRoWBj3RWNe3bRpE++3ZvwjHBwc2rRp89JLLwlfkIsXUO4GWL6c+PiQw4fFjkMP475oMTEx7du3v3HjBi/3evToUUxMzMSJE93c3JhEN3t7e3qgqU+fPryUsRYYlLsB+vcnAMQ2rVOM+6JZmI5LC/zSBzn7YHHLli0nTJgQGxtbVFSUm5tr7YJc1gPlrotKRRwdiVxufuqLteHdFy0vL4/aiLOPotarV4+6z+pXan/48CF1+eO3IJcAoNx1SUoiAKRPH7HjMIrlvmhqtTozM5O6zxq0ETdeEj0vL69bt25gcUEugUG567JoEQEgtm+dcujQIUdHRwD48MMPTU8zZk5XUetqSv369ZVKZXR09K1bt0wPoKCggCnIdffuXXM+g+Cg3HXx8iIAJDFR7DhMICEhgXomh4WFGVkZVKlU1EaclgRlP8ipjbjZebxPnjzp06cPALRr1+7mzZvmfg7hQLm/wLNnxMGB2Nvzc4pPABITE52cnABgypQpOoq/ceNGdHS0UqmkPwKUZs2a0dNVfD2PmYJcbdq0MV6QyxZAub/AoUMEgPj4iB0HF9LT0+m57/fee6+oqIjaiOtUamdsxK2R18UuyHXt2jXe++cRlPsLzJ9PAMi//y12HBxhFG/HMnp95ZVXpkyZEhsbK8ACObsg16VLl6x9O7NBub9Az54EgOidja4DnDhxIiIiwsXFhV2EUMgAVCoVrXfg6up6gX3U15aQEUIAAQCA4mJo3hzs7aGoCJycxI7GLKqqqth1IgSmvLx81KhRR48ebdGiRXJycvfu3cWKpCYkappnkLQ0qK6Gvn3rqtYBQEStA4CTk1N8fPyIESMePXo0YMCAs2fPihiMQVDuz0lLAwCoO+7NtohCodi7d+/o0aOLiooCAwNPnz4tdkQvgHJ/TmamBlDuFqNQKGJjY99///3i4uIhQ4acPHlS7Iieg3L/i4KCguvXm3h7j/byEjuUuo+9vf327dsnTJjw9OnTwYMHUwNhWwDl/hfHjh1TqUobNCgTdfT7z4Gerw0NDVWpVMOHD09JSRE7IgCUO0Odq7ti+1DFT5s2raysLDg4OD4+XuyIUO5/UyfK39U5ZDLZ119/PWPGjMrKyrfffpta8ImJ2Av/NsGDBw+gznqn2D7Ce/3VBD7dAf4uf+fn5yd6bcB/JNQlYcmSJVVVVSEhITExMWJFgnIHwIG7IHz++edLly6trq4ODQ2l3kwiIOIvi+3Qvn17qLPeKXUL475o1gblTmjt0rrrnVLnMO6LZlVwMPN84M7OnkWsx8KFC9esWUMImTdvXm5urpC3xpkZDtxFYMGCBQqFolWrVuxqbQKACcDQunXre/fuXbx4kdYbQv7BSF3u169f79ixo6ura15eHtt/AvlHIvXRak5Ojp2dnb+/P2pdCkj96Q4AT548KSkpadu2rdiBIFYH5Y5ICKkPZhBJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyQEyh2RECh3REKg3BEJgXJHJATKHZEQKHdEQqDcEQmBckckBModkRAod0RCoNwRCYFyRyTE/wNaBGTV5Mv9vwAAAABJRU5ErkJggg==)
Find more compounds similar to Leptophos oxon.
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- Crippen Method
- Crippen Method
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- NIST Webbook
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