| Product Number | 4637-1-62 |
| CAS | 230647-84-4 |
| MDL Number | MFCD04117361 |
| Molecular Formula | C14H9NO |
| Molecular Weight | 207.232 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-1-62
CAS: 230647-84-4
Molecule Weight: 207.232
Formula: C14H9NO
PN: 3737-1-36
CAS: 133909-96-3
Molecule Weight: 193.249
Formula: C14H11N
![3'-Methyl [1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-16
CAS: 400744-83-4
Molecule Weight: 196.249
Formula: C14H12O
![4'-(Aminomethyl)[1,1'-biphenyl]-3-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2gAAAdoAFPiXaOAAACMHpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfxfL1xkcCIQqpolYrrdT2YtuV9m7lgJMiBbsCcnr7HUNIgHRhc9A44/+bwTO2s3g4ZTt00HmRWhNhThhG2sQ2Sc02wr/ev09m+GG5iEEEQlNE+KMsP+eUHo9HEn/oTJ2sIbHNcD0/PxVpR3OUxOZbKhjj9PfL81vFTFJTlMrEGqginReV89nGqqye4h8paKbyQ2poLadZfqij/RHMfRg5FQm+reUR5laAok2602hj80yV6CAYgQ/7hrba6FyVOkHrM7gl8WDty8XLk433mTYlDF2ENFa7tzLfx+DI7E7HewgGgx9PEc44AKq02SrP1Rm5kXMrjpRASiLlITVFykcqQGqGVIgUZ/CFeQ4CDgoOEg4a7kPdd9olfj9/6gi/oseB9ysUTkQYFgIvxImUMmiMIL4feI25OC/KLvAfysnFO6lFGJ1vaSeMBIGzgkjurCRs5qxHfOHslMiw/buZ90konQ1IUMUJifCqXBCYtx2N4DoBgwBCQNnpte7LxdqapDVEaRLhNcdVQ37qTSEuPcHI5onOYZu7AE7aBkQXcB0cBmQXcP2+AquvAK8LuN0xDEy7gNtLw4DfBdzOGwaCLuD26TAwu1v0CBDePVI4XFbOukR1aoZz8H6zq1M2wvT6XZ/KEabX8voUjzC9rtenfoSZ3pdgDPG/SDMdqXSv+81FdGHkjaGtI0abaxCGd1ckbd2fFP41ln8BEqbYcmyvWNwAAEiqSURBVHhe7d0J/FZj/v/xISRZsqUoNdmmIWRPRMk+soT0J3uWYowlM0YlRhrKDCOSNMkyFaPFkF2K7EKWIhRGpX3V7vp7n/ndt3NfZ+t77nPu7728no/HecxwX2e5r3vmvL9nuT7XrwwAADH8yv4XAACsDwIEABALAQIAiIUAAQDEQoAAAGIhQAAAsRAgAIBYCBAAQCwECAAgFgIEABALAQIAiIUAAQDEQoAAAGIhQAAAsRAgAIBYCBAAQCwECAAgFgIEABALAQIAiIUAAQDEQoAAAGIhQAAAsRAgAIBYCBAAQCwECAAgFgIEABALAQIAiIUAAQDEQoCg6Oy//8Dssr7irGNzb0PL+PEz7CYeSewXKFUECIpOnJNynHVsdoCcccbjZt26n+xmOZLYL1CqCBAUnTgn5Tjr2OwA0TJy5BS7WY4k9guUKgIERSfOSTnOOjY7PLQce+wjZsWKNXbTrCT2C5QqAgRFJ85JOc46Njs4Mv990KD37aZZSewXKFUECIpOnJNynHVs7m08+eRn2f9++OH/NAsWrLCbO5LYL1CqCBAUnTgn5Tjr2NzbWLt2nTnttBHZf7799tft5o4k9guUKgIERSfOSTnOOjZ7Gy+//HX2nw8+eJD55ptF1hredYBKQoCg6MQ5KcdZx+a3jfPPH5X9d926veBq/T9+6wCVggBB0XGflOMscflt4/33Z+b8+8mTf3Ct4b8OUCkIEBQdOxCqusQVtI2rrno2++8vumhMzmdB6wCVgABB0bEDoapLXEHb+PLL+ebAAx/Ifvbqq9OznwWtA1QCAgRFJ85JOc46trBt9Oo1LvtZ+/YjsiVOwtYByh0BgqIT56QcZx1b2DZmz15qWrR4MPu5xolI2DpAuSNAUHTinJT91vnuu8Xm8cc/Nddc87w5/fQRzoBAhcBJJ/3L9Ojxivnoo9muLfhvw+2uu97Mfn7MMY+YH39cE7kOUM4IEBSdOCdlv3Xc/y5oUSj4tfezePFKc+SRQ7JtBg58L3IdoJwRICg6cU7Kfuu0azfM9O49wbz00lfmiy/mm4ULVziFEadNm2/++tfXsg/GR436X8Vdv23Yhg79MNtGVzTrsw5QrggQFJ04J+U462TCoGPHfzv/vD7bWLVqrTn++Edz2katA5QrAgRFJ85JOc46S5asctrruYis7zbGjJnqCY+gdd566ztz+eVPO7fKtD+gnBAgKDpRJ2U/cdZRhV21b9t2qPPP67sNvcKr2QrXJ0A6dHgi+/lRRw01//73p5GzHAKlggBB0Yk6KfuJs86jj37ktP/zn192/rkq29B86esTILfcMt7T7qyznjDvvvu93RQoOQQIKtJXXy0whx022Kmyq/+eFl1t6FXiNm2GeoJExRm//36JvQpQMggQVBydtDMPwh97bLL9cSr0CvAdd0w0Bx00KCdE9Pzl3nvfMcuXr7ZXAYoeAYKKojk9TjzxMefkfeedb9gfp+7rrxeaLl2e8VyNHHfcI+bppz83P/F4BCWEAEHF+Pzzeeboox92TtgaB1Kd9Azl1FOHe4LkvPNGeUrGA8WKAEFF0LwerVr9bxR5nz6vFcVf+qtXr3PGomSOK7MccMBAp9TKnDnL7VWAokKAoOy98sr0bCHEfv0m2h9Xu/nzf3Te1nKXjNeike6DB09yBi8CxYgAQVkbPXpK9sTcv//b9sdFZcqUuc6EVfZtLRV/VDkWoNgQIChb7rpVQ4Z8YH9ctJ5//svsg373cskl/3FqegHFggBB2bJPwGHLvHnF9bxh5co1TrXfli0H5xynrqZUIFKFIYHqRoCgbNkhEbYUW4BkaCIrjZS3j1dl5TWGZc2adfYqQMEQIEAJ+OCDWeacc570BImm15048Vu7OVAQBAhQIlQWRZWAM2NZ3Mvvf/+sM0gSKCQCBCgxy5atMnff/ZY55JDcsijNm99hbr11uFm8eKm9CpAKAgQoUd9+u9hcffVz/xcg95vdd7/G1K//O9O48cHmgQce+PmKhecjSBcBApQ4TVrVrt0A06jROWabbQ40G2+8lfnVr35l9t13XzN+/Hi7OZAYAgQoA2vXrjMPPjja7LTTPk54uJczzzzTzJgxw14FyBsBApSR+fMXmC5dupiNNtooJ0Q23XRT06NHD7Ns2TJ7FSA2AgQoQx9//LE56qijPFcjDRo0MI888ojdHIiFAAHK2KhRo8wuu+ziCZIWLVqYd955x24OVAkBApS5VatWmT59+pgtttgiJ0Q22GADc/7555uZM2faqwDrhQABKsSsWbOcwNhwww1zgkTBcttttzlBA1QFAQJUGN26OvTQQz23tXSra+TIkXZzIBABAlSoRx991HmobgdJmzZtnIfwQBQCBKhgy5cvd17vrVWrVk6I6DVgvQ48b948exUgiwAB4Aw01IBD+2pkm222Mf/4xz/MmjVr7FUAAgTAL1T6pHnz5p4gadq0qXnhhRfs5qhwBAiAHCrCOGjQILP99tt7gmSfffaxm6OCESAAfC1atMhce+21ZpNNNskJkdWrV9tNUaEIEAChJk2alBMgK1YwHzv+hwABEGrJkiUECHwRIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIg1Pfff58TIHPmzLGboEIRIAB8rVu3zgwePNjUrVs3J0Dq1atnhgwZYn766Sd7FVQYAgSAx2uvvWb233//nOCwlwMPPNC88cYb9qqoIAQIgKxvv/3WdOzY0RMWW221lTnqqKOc/7Q/O+ecc8x3331nbwoVgAABYH788UfTq1cvs9lmm+WEQ40aNcyll15q5s6d67TT84+LL77Y+ffudrVr1za33HILD9grDAECVLhhw4aZnXfe2XNlceSRR5qPPvrIbu6YNGmSadWqlWedxo0bmxEjRtjNUaYIEKBCvf/+++awww7zhMCvf/1r88QTT9jNfSksGjVq5NnGEUccYT744AO7OcoMAQJUmB9++MFceOGFZsMNN8w56W+++ebm1ltvNStXrrRXCaXbVjfffLNzG8u9Pd3m6ty5M6/9ljECBKgQq1atMnfccYfZcsstc070G2ywgenUqZMz3iMfepB+9tlne65G6tSpY+68806zevVqexWUOAIEqABPPfWU2W233Twn94MPPti8+eabdvO8TJw40XnF197X7rvvbp555hm7OUoYAQKUsc8++8wcffTRnpP5jjvuaIYOHZraYEBtV4MNNejQ3vdxxx1npk6daq+CEkSAAGVowYIF5sorrzQbbbRRzsm7Zs2a5sYbbzRLly61V0mF6mj96U9/cvbrPo6NN97Y/OEPfzALFy60V0EJIUCAMrJ27Vpz7733mm233dbzl3/79u3N119/ba9SEF9++aU55ZRTPMe03Xbbmfvvv985bpQeAgQoEy+//LLZa6+9PCfpvffe27zyyit282rx0ksvmT333NNzjPvss48ZN26c3RxFjgABStxXX31lTj31VM9JWX/dDxgwoOj+ul+zZo3p37+/71XS6aefbqZPn26vgiJFgAAlSs8XbrjhBt/nC1dddVXRP1+YP3++ueKKKzzPaTbddFPnOc2yZcvsVVBkCBCgxOgNp4ceesjUr1/f8xf8sccea6ZMmWKvUtQ+/fRT07ZtW8932WmnnczDDz9sN0cRIUCAEqLy6UFjLJ5++mm7eUkZM2aM2XXXXT3f7ZBDDjFvvfWW3RxFgAABSoBGeatsun1yVXn1fv36lc0ob42Wv/32231Hy5977rl5j5ZHsggQoIipzpTKpPvVmVJZ9XKtMzV79uzAel29e/eucr0upIMAAYrU448/7pRHt686VEZd5dQrwXvvvWdatmzp6QNVDH7yySft5igwAgQoMiqDrnLo9klTZdOHDx9uN68Ijz32mGnYsKGnT1q3bh04ZwnSR4AARUK3o1T+3G+2P5VL16yBlWz58uXmpptuMrVq1crpH/XXZZddZubNm2evgpQRIEA10wNwlTtX2XP7L2yVR2e+8VzffPONOeusszx9tfXWW5u77rrLGaiIwiBAgGqk8uZ77LGH52R4wAEHOGXREey1114z++23n6fvfvOb35jnnnvObo4UECBANVA5c5U1t09+Kn+uMuhplVn3oxHfeiiv6Wl79eplOnTo4DyD0QN8LXpV2H2M+ufMZ2qn9lpP62s7hRxBvm7dOvPggw+aunXrevryxBNPNJ9//rm9ChJEgAAFpPIiKmOuciPuk53KkajsucqTpE2l3J999lnTrVs3s//++ztjLOyTbz6LtqftavvaTyFKxy9evNjZ3yabbJJzLPrna6+91ixatMheBQkgQIACUEHDgQMHOgUO7RPuySef7JQ7T5PmB1HZdL0CbIdX2ov2p/1q/zqONH3xxRfmpJNO8hyDrlAGDRrkXLEgOQQIkDKVKVe5cvukprLmKm+eFj2cV3kQzQNiF1y0FwVbixYtnMGJmjd99OjRznFrHIaq42rR9jL/Xf9en6ud2ms9re8XkO5Fx6Hj0XGlOXr++eefN02bNvXsv3nz5mb8+PF2c8REgAAp0YlW5cntk9g222zjlDNP620hjdLW9nfeeWfPvjNLgwYNTKdOnZznLTNmzLA3kRdtT9vV9rUfe9+ZRcen40xrVLn69+6773bezrL3rec2SX/vSkSAAAnTQ+Tu3bs7ZcndJy2VLVf5cpUxT4OeNfTt29d3HnIteuitcRSFno9c+9N+/UbVa9Hx6rjTelai8SGXX365p2y8xpP07NnTGV+CeAgQIEEqP64y5PZJUuXKVbY8LSrvvv3223v2q0GIGpw4YcIEe5VqoePQ8di1vbTo+PU90jJ58mTTpk0bz351lfToo4/azbEeCBAgASo3rrLj9slJ5cl1vz8tOikedthhnv1qUKImZZo7d669SlHQcen4/AZP6vvoe6Vl5MiRpkmTJp79Hnrooebdd9+1myMEAQLkQeXFVWbcfhVW5chVllzlydOg5wbXXXed57aMnq+oWm2pvLaq49Tx6rjd30PfS98vrecj+l1uu+02s8UWW+TsV9V/L7jgAjNr1ix7FfggQIAYdGLTiU/lxf1OQCpHnpZp06Y5bxO596sA036L9Yojio5bx28Hsb6nvm9aZs6cac477zzPfhUsffr0Se0PgHJBgABVpDLifrdAVHZcr7emSdV47cmW9t57b/P666/bTUuSvoe+j/v76fumXYX47bffdl5Dtn/TXXbZxXlVGf4IEGA96b68yofbJxmVGVe58TRpIGLXrl1z9qurnR49eqT2OnB10ffR97Ink9L3Vz+k6ZFHHvF9CeKoo44yn3zyid284hEgQATVpTrooIM8tzn0GqheT037NVCVcddodfe+d9hhB/Piiy/aTcuKvp++p/t7qx/SLmuv17AVYPZr2Pr9dZWCXxAgQITBgwd7/iJVOXGVFU+bamcdfvjhOfvWVVClPOTV97Sv+tQf6pe0aSDoGWec4fnt077aLCUECBBB998zJ4/NNtusYGMq9IC3WbNmOScvvfFVbresouj76nu7+0H9ov4phFdffTVnEqtRo0bZTSoWAQJE0NwSmZOHqswWgv7CtsNDr7UWssx7MdH31ve3Q6QQVyLifrD/8ssv2x9XLAIEiFDoANE9fvdtK91779evn92sIqkf3M+i1E9pPxMRAsQfAQJEKGSA6C2jdu3a5fylTXjkUn+4+0f9lfbbWQSIPwIEiFDIAOnSpUvOyVG3beBl385Sv6WJAPFHgAARChUg7of1WvTguFKfeURRv9gP1tMcbEiA+CNAgAiFCBCV63CPMNerq5X2tlVVqX/cr/iq/9Iqe0KA+CNAgAhpB4jqarlrW2nwXKFeUS116if3YEP1YxoFGAkQfwQIECHtAHHfz1f5jnIfYZ409Ze77Ekaz40IEH8ECBAhzQBRfa2NN944u32V0EDVqd8yfaj+THo+EQLEHwECREgrQPQg2D3eQycpnnvEo35zn+TVr0m+gECA+CNAgAhpBYimb81sV4PjyqUke3VR/7kHGSY5PS4B4o8AASKkESBLly41devWzW5Xkykhf+rHTJ+qf9XPSSBA/BEgQIQ0AqRv377ZbWo61zlz5thNEIP60T09rvo5CQSIPwIEiJB0gKxYscLUr18/u01NjYvkqD8zfat+Vn/niwDxR4AAEZIOkP79+2e3V6dOHbNo0SK7CfKg/lS/ZvpY/Z0vAsQfAQJESDJAVq9ebRo1apTdXvfu3e0mSID6NdPH6m/1ez4IEH8ECBAhyQAZM2ZMdlu1a9c2c+fOtZsgAepX9W+mr9Xv+SBA/BEgQIQkA6R9+/bZbXXu3Nn+GAlS/2b6Wv2eDwLEHwECREgqQBYsWGBq1qyZ3VahpsatVOrfTF+r39X/cREg/ggQIEJSATJgwIDsdpo0aZLoSGl4qX/Vz5k+V//HRYD4I0CACEkFSKtWrbLb6dmzp/0xUqB+zvS5+j8uAsQfAQJESCJANCLaXTRxypQpdhOkQP2c6XP1f9yR6QSIPwIEiJBEgIwdOza7jQYNGtgfI0Xq70zf63eIgwDxR4AAEZIIkG7dumW30alTJ/tjpEj9nel7/Q5xECD+CBAgQhIBovUy2xgyZIj9MVKk/s739yNA/BEgQIR8A2TZsmWmRo0a2W3MmDHDboIUqb8zfa/fQb9HVREg/ggQIEK+ATJp0qTs+tttt539MQpA/Z75DfR7VBUB4o8AASLkGyDDhg3Lrt+yZUv7YxSA+j3zG+j3qCoCxB8BAkTIN0B69eqVXf/CCy+0P0YBqN8zv4F+j6oiQPwRIECEfAOkY8eO2fVvv/12+2MUgPo98xvo96gqAsQfAQJEyDdADjnkkOz6o0aNsj9GAajfM7+Bfo+qIkD8ESBAhHwDpGnTptn1x48fb3+MAlC/Z34D/R5VRYD4I0CACPkGSMOGDbPrx3kDCPlzvwmn36OqCBB/BAgQId8AcU+vOm3aNPtjFID6PfMb6PeoKgLEHwECRMg3QNyDCGfPnm1/jAJQv2d+A/0eVUWA+CNAgAj5BMjKlSuz62pZsmSJ3QQFoH53/w76XaqCAPFHgAAR8gkQ4Qqk+nEFkg4CBIiQb4DwDKT68QwkHQQIECHfAOEtrOrHW1jpIECACPkGCONAqh/jQNJBgAAR8g0QRqJXP0aip4MAASLkGyDUwqp+1MJKBwECRMg3QKjGW/2oxpsOAgSIkG+AMB9I9WM+kHQQIECEfAOEGQmrHzMSpoMAASLkGyDMiV69mBM9PQQIECHfABGtl9nGkCFD7I+RIvV3vr8fAeKPAAEiJBEg3bp1y26jU6dO9sdIkfo70/f6HeIgQPwRIECEJAJk7Nix2W00aNDA/hgpUn9n+l6/QxwEiD8CBIiQRIAsXbrUbLzxxtntTJkyxW6CFKifM32u/tfvEAcB4o8AASIkESDSqlWr7HZ69uxpf4wUqJ8zfa7+j4sA8UeAABGSCpABAwZkt9OkSRPz008/2U2QIPWv+jnT5+r/uAgQfwQIECGpAFmwYIGpWbNmdlsTJkywmyBB6t9MX6vf1f9xESD+CBAgQlIBIu3bt89uq3PnzvbHSJD6N9PX6vd8ECD+CBAgQpIBMmbMmOy2ateubebOnWs3QQLUr+rfTF+r3/NBgPgjQIAISQbI6tWrTaNGjbLb6969u90ECVC/ZvpY/a1+zwcB4o8AASIkGSDSv3//7PY0veqiRYvsJsiD+tM9jbD6O18EiD8CBIiQdICsWLHC1K9fP7vN3r17202QB/Vnpm/Vz+rvfBEg/ggQIELSASJ9+/bNbnObbbYxc+bMsZsgBvWj+jPTt+rnJBAg/ggQIEIaAaIR0XXr1s1u94ILLrCbIAb1Y6ZP1b9xR57bCBB/BAgQIY0AkYceeii73Q022MC8/vrrdhNUgfpP/ZjpU/VvUggQfwQIECGtANFI6cMPPzy7bZ2k1qxZYzfDelC/uU/y6tckR/oTIP4IECBCWgEikydPzimy2KNHD7sJ1oP6LdOH6k/1a5IIEH8ECBAhzQCR6667Lrv9DTfc0Lz44ot2E4RQf6nfMn2o/kwaAeKPAAEipB0gK1euNM2bN8/uY4cddjAzZ860m8GH+kn9lek79aP6M2kEiD8CBIiQdoDItGnTzJZbbpndT+vWrXkeEkH9o37K9Jn6T/2YBgLEHwECRChEgMjw4cOz+9Fy7rnnJvoguJyoX9Q/7v5S/6WFAPFHgAARChUg0qVLl5yTYhr388uB+7mRFvVbmggQfwQIEKGQAbJ27VrTrl27nJNjv3797GYVTf3h7h/1l/otTQSIPwIEiFDIAJEff/wxZ3yIBscRIv+jfnAPFlQ/qb/SRoD4I0CACIUOEFm4cKFp1qxZzl/aum1Tqc9E9L3t21bqH/VTIRAg/ggQIII7QPbcc0/749ToFVU7RPTguNLeztL3tR+Yq18K+arz7rvvToD4IECACPfff3/25KHbJ7///e/zml+7KvQXtvt2lha9ujpr1iy7aVnS93S/qqtF/VGoK4/58+ebrl275tw2GzJkiN2sYhEgQIQJEybknMC0bLvttua+++5L/eGt6B7/ySefnLN/DZ4r9xHr+n7uQYJa1A+FeOahq5577rknpzR8Znnrrbfs5hWLAAHWwwMPPGAaNGjgOZnoVkohbmkoqPSXsHvfKt+hGlDldktL30ffy12eRIu+fyECW8H129/+1vNbN2zY0AwePNhuXtEIEGA96eQ1YMAAs91223lOLqeeeqr56quv7FUSp8Fy7hHrWvSAt1xKwet7uB9Ya9H3TXOQYIZGsduvUGvZfvvtnT8g1q1bZ69S8QgQoIr0/OOqq67KqaKrpWbNmuaGG25IbBKjIDrRuWtnadE9ek2mNHfuXLt5SdBx6/jdzxq06HumVZ4kY/Hixeb66683m2yySc6+9ftec801zFkfggABYpoyZYo59thjPX+xah5uTWaU5iu3Khio11o32mijnH3rnr3mBC+Vk56OU8drP2vQ99L3S6MwYoauKP75z396nrNoOeGEE8zUqVPtVWAhQIA8/ec//zG77bab5yR00EEHmTfeeMNunijNe3HYYYd59l2nTh1z4403Fu0ViY5Lx6fjtI9d3yfp+TxsulWmMT32vvfYYw8zduxYuzkCECBAAlavXm369u1rttpqq5wTkm7JnHPOOea///2vvUqidMWje/X2CbF27dqmc+fOzptkxUDHoePRcdnHquNPchpaP99++635f//v/3n2rSD729/+5vyOWH8ECJCgH374wVx88cWeN4h0wvzLX/5iVqxYYa+SGD17UYjVq1fPc4LU0rhxY3PTTTcV/NaM9qf9av/2MWnR8eq403x2pFd/e/XqZTbbbLOcfdeoUcNccsklRXulVuwIECAFkyZN8gwAzJzEH3/8cbt5ovTcoH///mbnnXf27D+z6JXkTp06OYPiZsyYYW8iL9qetqvt+736nFl0fDrONJ9zyLBhw3z74sgjjzQffvih3RxVQIAAKdLrp40aNfKcvI444gjzwQcf2M0TpdsxY8aMMe3bt3feELOPwb3o1eQWLVo4V0933HGHGT16tBk3bpx57733zPTp051F28v8d/17fa52aq/1tL7fK87uRceh49FxpX276P333w8M8SeeeMJujhgIECBlun1y8803+94+0fOAQtw+0avHKsnSqlUrz+vHaS/an/ar/ReiBIxuI1500UWe24ibb7556rcRKw0BAhTId999F/gA984770z9L/IMPWt49tlnTbdu3Zw3keyxF/ku2p62q+1rP2k+23BbtWpV4IsMup2W9osMlYgAAQps4sSJ5oADDvCceKvrFdJly5Y5z2xGjBjhPGju0KGDc4tNt3q02Cdk/XPmM7VTe62n9bUdba/Qwl6lfvPNN+3mSAgBAlQDDTLUIDa/N6aOP/74gr8pVao+++wzc8wxx3j6cMcddzRDhw5NdTAnCBCgWi1ZssT88Y9/9C2jcfXVVxesbHmp0bMUldW3n+foIf2f//zngt02q3QECFAEvvzyS0/Jdi16q2ngwIEFqUJbCtQPKqOvcvp2X5122mkFKWiJXxAgQBF56aWXnFkP7ZPjPvvsY1599VW7eUVR2Xx7hkYt+nevvPKK3RwFQIAARUbzYWiAnV1gUMvpp5/ujMOoJLqqULl8uy90FaLy+lydVR8CBChSmk71iiuu8FTc3XTTTU337t2r5W2nQtJzDJXHtwdB6rmHyukXYkwJwhEgQJH75JNPTNu2bT1/ge+0007m4YcftpuXPL05paKKKotvf2e9caUy+igOBAhQIlQ2ZNddd/WcVA855BDz9ttv281Lksrfa+yG/R01xkNjPVBcCBCghGi09V//+lfPtLYabX3eeeeZmTNn2quUBI0SV9l7e1S8Bi1qdHmhRumjaggQoATNnj3bmQLWr96TZvhLu8JtUlSXSvWp7PlB9L1Uz0p1rVC8CBCghL377rumZcuWnls+TZo0MU8++aTdvKiorL3fHCGqoKuSKCh+BAhQBh577DHTsGFDz8m4devWqU8PW1Wag0M1tOxjVdl7lb9H6SBAgDKxfPlyZ+a/WrVq5ZyYVTb+sssuM/PmzbNXKSiVrVf5eh2P+/hU5l7l7lX2HqWFAAHKzDfffONUyLX/wt96663NXXfd5QxULCQ9ANd84ypbbx+TyttrnnKUJgIEKFMTJkww++23n+ek3bRpU/P888/bzVOh8vQqU28fg8rZv/7663ZzlBgCBChj69atMw8++KCpW7eu5yT+u9/9znzxxRf2KolQOXqVpbf3qfL1KmNPmfXyQIAAFWDx4sXmuuuu85SN1z/r3y9atMheJRaVn1cZervMuvajsvUqX4/yQYAAFURXHLrysK8MdIWiKxVdscShgoYqO6/y8/a2VaZe5epRfggQoALpGYiehdgnez0z0bOTqlCZeZWbt7elsvQvvvii3RxlhAABKpTexrr77rudt7Psk7/e4tLbXGFUVl7l5e11VYZe5egL/bYXCo8AASqcxodcfvnlnrLxGk/Ss2dPZ3yJm8rIq5y8ysq722v9rl27OmXoURkIEAAOjVjXyHX7ikIj3DXSXVQ+XmXk7TYqN6+y86gsBAiAHKqhpVpadkjYEztpUXl5lZlHZSJAAHiomq+q+qq6rx0aWlROXmXlVV4elYsAARBI84t07NgxJzzOPfdcM2vWLLspKhABAiCUBv+5A0RzeABCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAEIRIAhCgAAIRYAgCAECIBQBgiAECIBQBAiCECAAQhEgCEKAAAhFgCAIAQIgFAGCIAQIgFAECIIQIABCESAIQoAACEWAIAgBAiAUAYIgBAiAUAQIghAgAAKtWrXK3HzzzTkB0qdPH7N69Wq7KSoQAQLA15gxY8yuu+6aEx6ZZffddzdPP/20vQoqDAECIMenn35q2rZt6wmNDTbYwPPvjj32WDNlyhR7E6gQBAgAx/z5880VV1xhNtpoo5yQ2HTTTU337t3NDz/8YG644QZTs2bNnM833nhjc9VVV5kFCxbYm0SZI0CACrdmzRrTv39/s80223iuME4//XQzffr0nPZfffWVOfXUUz1tt9tuOzNgwACzdu3anPYoXwQIUMFeeukls+eee3rCYJ999jHjxo2zm+d4+eWXTbNmzTzr7r333uaVV16xm6MMESBABfryyy/NySef7Dn56ypi4MCB630VoXb33Xef2XbbbT3bOu2008zXX39tr4IyQoAAFURjOv74xz+aTTbZJOdkr+cYV199tVm4cKG9ynrR84/f//73znbc29Xzkj//+c9m6dKl9iooAwQIUAF++uknM2TIEFOvXj3PlcJxxx1npk6daq8Sy2effWaOPvpozz523HFHM3ToUOc4UD4IEKDMTZw40RxwwAGek/oee+xhnnnmGbt5Ip566imz2267efZ58MEHmzfffNNujhJFgABl6rvvvjNnn3225yRep04dc+edd6Y+mlyj2O+44w6z1VZb5exf40k6depk/vvf/9qroMQQIECZ+fHHH53yI5tttlnOibtGjRqmc+fOZs6cOfYqqdL4kYsuushsuOGGOcez+eabm7/85S9m5cqV9iooEQQIUEaGDx9uGjVq5LnqOOKII8wHH3xgNy+o999/3xx22GGeY/v1r39tnnjiCbs5SgABApSBSZMmmVatWnlOzo0bNzaPP/643bxaDRs2zOy8886eYz3yyCPNhx9+aDdHESNAgBKm21EXX3yxc3vKfTKuXbu2ueWWW4q29Lpus/Xq1cv3Ntsll1xi5s6da6+CIkSAACVID8D79evn+4D6nHPOKZkH1N9++63p2LGj52pED/r//ve/p/6gH/khQIASozLqKqdun3QPOugg88Ybb9jNS8Lrr79u9t9/f8930qvGzz77rN0cRYIAAUqEyqarfLp9kq1fv7556KGHSn6Q3rp168zgwYPNDjvs4PmOJ5xwgvn888/tVVDNCBCgyKlMiMql+5UJUXl1lScpJ4sXLzbXX3+9b7mVa665xixatMheBdWEAAGKlAoVqjy6Chzaf5GrnLrKqpezadOmmXbt2nm++/bbb28eeOAB54oF1YsAAYqQyqGrLLp98txrr72cMuqV5MUXXzS//e1vPX2x7777mldffdVujgIiQIAiovLnKoNunyxVLl1l09e3zHq50aRX99xzj++kV2eccYZn0isUBgECFAGVO7/xxhs908Vqetkrr7yS6WL/j6bd7dq1q++0uz169DDLli2zV0GKCBCgGunNKZU5V7lz+y9rlUVXeXR4ffLJJ+aoo47y9FmDBg3MI488YjdHSggQoJqorLnKm9snQZVBVzl0RBs1apTZZZddPH3YokUL884779jNkTACBCiw77//3ilnrlHj7pPelltu6ZQ/Vxn0QtJtH9XSGjFihFNepEOHDk7xRdXR0mKPdtc/Zz5TO7XXelpf2yn0bST1V58+fcwWW2yRc5zq3/PPP9/MnDnTXgUJIUCAAlHZ8ltvvdUpY+4+0anMucqdq+x5Ieh5i0Z3d+vWzRn9bQdZvou2p+1q+9pPoaaznTVrlhMYdtl4Bcttt91W8GCuBAQIUAAqV66y5fbJVuXNVeY8bXoIf//99zsVe+0BiWkv2p/2q/0X4mUA3bo69NBDPcfRpEkTM3LkSLs58kCAAClSeXKVKbdPZipnrrLmaVIhwjFjxpj27dt73u6yFw1W1HMDVfbVbbTRo0ebcePGmffee895RVaLtpf57/r3+lzt1F7raX2/QY/uRceh49FxpV0o8dFHH3UeqtvH0KZNG/Pxxx/bzREDAQKkQOXIL730Uk+ZdZUv1/MClTNPi26V9e/f33fOjcyiE6uewwwZMsTMmDHD3kRetD1tV9v3O4FnFh2fjjPNGQmXL19uevbsaWrVqpWzb70G3KVLFzNv3jx7FVQBAQIkSH9Vqwy5ypHbJ0yVLVf58rToWUPfvn1NvXr1PPvWoofeN910k5k6daq9aqq0P+1X+7ePSYuOV8ed5rMShdqZZ57p2ffWW29t/vGPfzgDFVF1BAiQED0w/s1vfuM5SemBssqVp0nVeFUjyt63JpbSPOgTJkywV6kWOg4dj47LPlYdv75HmsaPH2+aN2/u2XfTpk3NCy+8YDdHBAIEyJPKjKvcuH1SUllylSdPs+jf5MmTfecZ1xWQRrYX68x+Oi4dn9+Vmr6Pvlda9HsMGjTIN3BPOukk88UXX9irIAABAsSksuIqL26/1aQy5CpHrrLkadFzg+uuu85T0kO1onr37l0yJc91nDpeu8aVvpe+X5rPR7Tva6+91lM2Xv+sV5DT/P3KBQECVJH+glU5cb+/YFV+XGXI06Tt27dhNPbiggsuKNorjig6bh2/PSZF3zPt/tQV5Iknnuj5LQtxBVnqCBCgCnQPXWXE7ZONyo2r7Hjahg8f7oxYd+9bZd/TfsZSKPoedhl7fV9977Q999xzvs+w9ttvP/Paa6/ZzWEIEGC9vPvuu874AfvkolsvhXiLR2XcVYXWvW+NuFYF2rT3XWj6Pvpe9ohyff+0y9lr33fddZfzdpb9W7dt29Yp1YJfECBAhE8//dRzayUzjkDlxdOmMSMnn3xyzv51e6UQVzzVSd/Pnh9d/ZDmGJqMoHE8+t8BD9l/QYAAETSRkfskojLihRrJvHDhQnP44Yfn7L9169ZO3adKoO+p7+v+/uoP9UshfPTRR55KAgMHDrSbVSwCBIig8R2Zk4dKhxeKqsg2a9Ys5+R17rnnlt0tqyj6vvre7n5QvxSyym6jRo2y+660KYXDECBABD1czZw8NCiwEPQXth0eeq1VE1BVIn1vfX87RAp1JeJ+sE+A/IIAASIUOkB0j99920r33fv162c3q0jqB/fzKPVTIZ6JECD+CBAgQiEDRG8ZaSyJ+y9twiOX+sPdP+qvtN/OIkD8ESBAhEIGiN7scp8cddsGXvbtLPVbmggQfwQIEKFQAaLBcu6Toh4cV+ozjyjqF/vBepqDDQkQfwQIEKEQAaJyHe4R5np1tdLetqoq9Y/7FV/1X1plTwgQfwQIECHtAFHBQHdtKw2eK+QrqqVM/eQebKh+TKMAIwHijwABIqQdIO77+SrfUe4jzJOm/nKXPUnjuREB4o8AASKkGSCa98JdDl41oFB16rdMH6o/k55PhADxR4AAEdIKED0Ido/30EmK5x7xqN/cJ3n1a5IvIBAg/ggQIEJaAaLpWzPb1eC4cinJXl3Uf+5BhklOj0uA+CNAgAhpBMjSpUtN3bp1s9vVZErIn/ox06fqX/VzEggQfwQIECGNAOnbt292m5pTZM6cOXYTxKB+dE+Pq35OAgHijwABIiQdICtWrDD169fPblNzgiM56s9M36qf1d/5IkD8ESBAhKQDpH///tnt1alTxyxatMhugjyoP9WvmT5Wf+eLAPFHgAARkgyQ1atX58wt0b17d7sJEqB+zfSx+lv9ng8CxB8BAkRIMkDGjBmT3Vbt2rWdqVORPPWr+jfT1+r3fBAg/ggQIEKSAdK+ffvstjp37mx/jASpfzN9rX7PBwHijwABIiQVIAsWLDA1a9bMbmvChAl2EyRI/Zvpa/W7+j8uAsQfAQJESCpABgwYkN1OkyZNEh0pDS/1r/o50+fq/7gIEH8ECBAhqQBp1apVdjs9e/a0P0YK1M+ZPlf/x0WA+CNAgAhJBIhGRLuLJk6ZMsVughSonzN9rv6POzKdAPFHgAARkgiQsWPHZrfRoEED+2OkSP2d6Xv9DnEQIP4IECBCEgHSrVu37DY6depkf4wUqb8zfa/fIQ4CxB8BAkRIIkC0XmYbQ4YMsT9GitTf+f5+BIg/AgSIkG+ALFu2zNSoUSO7jRkzZthNkCL1d6bv9Tvo96gqAsQfAQJEyDdAJk2alF1/u+22sz9GAajfM7+Bfo+qIkD8ESBAhHwDZNiwYdn1W7ZsaX+MAlC/Z34D/R5VRYD4I0CACPkGSK9evbLrX3jhhfbHKAD1e+Y30O9RVQSIPwIEiJBvgHTs2DG7/u23325/jAJQv2d+A/0eVUWA+CNAgAj5BsghhxySXX/UqFH2xygA9XvmN9DvUVUEiD8CBIiQb4A0bdo0u/748ePtj1EA6vfMb6Dfo6oIEH8ECBAh3wBp2LBhdv04bwAhf+434fR7VBUB4o8AASLkGyDu6VWnTZtmf4wCUL9nfgP9HlVFgPgjQIAI+QaIexDh7Nmz7Y9RAOr3zG+g36OqCBB/BAgQIZ8AWblyZXZdLUuWLLGboADU7+7fQb9LVRAg/ggQIEI+ASJcgVQ/rkDSQYAAEfINEJ6BVD+egaSDAAEi5BsgvIVV/XgLKx0ECBAh3wBhHEj1YxxIOggQIEK+AcJI9OrHSPR0ECBAhHwDhFpY1Y9aWOkgQIAI+QYI1XirH9V400GAABHyDRDmA6l+zAeSDgIEiJBvgDAjYfVjRsJ0ECBAhHwDhDnRqxdzoqeHAAEi5BsgovUy2xgyZIj9MVKk/s739yNA/BEgQIQkAqRbt27ZbXTq1Mn+GClSf2f6Xr9DHASIPwIEiJBEgIwdOza7jQYNGtgfI0Xq70zf63eIgwDxR4AAEZIIkKVLl5qNN944u50pU6bYTZAC9XOmz9X/+h3iIED8ESBAhCQCRFq1apXdTs+ePe2PkQL1c6bP1f9xESD+CBAgQlIBMmDAgOx2mjRpYn766Se7CRKk/lU/Z/pc/R8XAeKPAAEiJBUgCxYsMDVr1sxua8KECXYTJEj9m+lr9bv6Py4CxB8BAkRIKkCkffv22W117tzZ/hgJUv9m+lr9ng8CxB8BAkRIMkDGjBmT3Vbt2rXN3Llz7SZIgPpV/Zvpa/V7PggQfwQIECHJAFm9erVp1KhRdnvdu3e3myAB6tdMH6u/1e/5IED8ESBAhCQDRPr375/dnqZXXbRokd0EeVB/uqcRVn/niwDxR4AAEZIOkBUrVpj69etnt9m7d2+7CfKg/sz0rfpZ/Z0vAsQfAQJESDpApG/fvtltbrPNNmbOnDl2E8SgflR/ZvpW/ZwEAsQfAQJESCNANCK6bt262e1ecMEFdhPEoH7M9Kn6N+7IcxsB4o8AASKkESDy0EMPZbe7wQYbmNdff91ugipQ/6kfM32q/k0KAeKPAAEipBUgGil9+OGHZ7etk9SaNWvsZlgP6jf3SV79muRIfwLEHwECREgrQGTy5Mk5RRZ79OhhN8F6UL9l+lD9qX5NEgHijwABIqQZIHLddddlt7/hhhuaF1980W6CEOov9VumD9WfSSNA/BEgQIS0A2TlypWmefPm2X3ssMMOZubMmXYz+FA/qb8yfad+VH8mjQDxR4AAEdIOEJk2bZrZcssts/tp3bo1z0MiqH/UT5k+U/+pH9NAgPgjQIAIhQgQGT58eHY/Ws4999xEHwSXE/WL+sfdX+q/tBAg/ggQIEKhAkS6dOmSc1JM435+OXA/N9KifksTAeKPAAEiFDJA1q5da9q1a5dzcuzXr5/drKKpP9z9o/5Sv6WJAPFHgAARChkg8uOPP+aMD9HgOELkf9QP7sGC6if1V9oIEH8ECBCh0AEiCxcuNM2aNcv5S1u3bSr1mYi+t33bSv2jfioEAsQfAQJEuOaaa7Inj80228x89913dpNU6BVVO0T04LjS3s7S97UfmKtfCvWq8zfffJNTHn7s2LF2k4pFgAAB3nvvPXPYYYflnLi0aKa7m2++OZEy4VH0F7b7dpYWvbo6a9Ysu2lZ0vd0v6qrRf1RiCuP5cuXm5tuusnUqlUrZ/+DBg2ym1YsAgSwzJ4921x44YU5o5v9Fs10N2LECHv1xOke/8knn5yzbw2eK/cR6/p+7kGCWtQPhXjm8a9//cs0bNjQ85vXq1cvlYGKpYoAAf7PqlWrzB133JEzoE+LHtp26tTJ3H///aZx48aek0qrVq3MpEmT7M0lSm8Zde3aNWe/CjjVgCq3W1r6PvpedoDr+6f9tlXQVeevf/1r8+9//9tuXvEIEOBnTz31lNltt908J46DDz7YvPXWW9l2um11yy23OLex3O1q1KhhLr744tQnhtJgOTvg9IC3XErB63u4H1hr0fdNc5CgBF11br755ubWW2/lqiMAAYKK9tlnn5mjjz7aExw77rijGTp0aOBbT3qQfs4553jW22qrrZxXTVevXm2vkhiV63DXztKiqyRNpjR37ly7eUnQcev43a/oatH3TKs8ieiq8/bbb/eEso5DD+6///57exW4ECCoSAsWLDBXXnml2WijjXJOHDVr1jQ33njjes9k98Ybb5gDDzzQEyS77767efrpp+3midFfxHqt1T5+TeeqOcEXLVpkr1KUdJw6Xvc0tFr0vfT90vzLf8yYMWbXXXf1/HaHHHJIzlUnghEgqCi6h37vvfeabbfd1nPiaN++vfn666/tVSLpKmXIkCGmfv36nm0ee+yxZsqUKfYqidG8F3737PXaqYKwWK9IdFw6PvfrsZlF3yfp+TzcPv3008CrzocffjjwqhNeBAgqhgaA7bXXXp4Th+65jxs3zm5eZUuWLDF/+tOfnKsY9/Y1wdFVV12V6qunmr51++2393w3Pavp3LmzmTBhgr1KtdBx6HjsZ0hadPxJTkNrmz9/fiJXnfgFAYKy99VXX5lTTjnFc8LabrvtzIABAxJ/sydsf3qTK+n9ZegE2LdvX+dVU3vfWvQGmcY1TJ061V41Vdqf9uv3BpsWHa+OO60TeBpXnfgfAgRlS1cEN9xwQ7VcEUjaVzxB9Nygf//+Zuedd/bsO7M0aNDAeTVZt95mzJhhbyIv2p62q+1rP/a+M4uOT8eZ5nOOl156qVp+g0pBgKDsVOczCVt1/vWrN8H0oFj7sUPUXnR11KJFC+dVZI2FGT16tHOC1biI6dOnO4u2l/nv+vf6XO3UXutpfW3H3rZ70XHoeHRcab6p9uWXX1bLVWClIUBQVqrrragoSb31FZf2rxOnBj3qCszunzQX7U/71f51HGkKew71hz/8IfWrzkpDgKAsVOe4jKqIO+4kSQqrZ5991nTr1s2pLmyPvch30fa0XW1f+0k7HCVz1en3/Oe4444r6FVnJSFAUNKqe2R4XOs78r0Qli1b5pRiUV2vXr16mQ4dOpgjjjjCeeitRSHsPkb9c+YztVN7raf1tR1tr5AmTpwYeNX5zDPP2M2RIAIEJUsnLL83ewpRmyoJYbW3GAUdTVedZ599tuf3V8DdeeedRXPVWc4IEJScDz74wAkJ+8RRqOq4SaMOU9WEXXVqjEmxXnWWIwIEJUMnBp0gdKJwnzgKOT9HmqgEG01/IOgPBbuP9AeF/rBAYREgKHq6FaFbEn5lL3QLo1AzBBaK5qLwG8Nx5JFHmo8++shuXhF0S7KcrjrLBQGCoqaHoHoYap849NBUD0/LlSZN0oNpTaHr/t66+rr00kuLtsZV0nTVqZch/K46dRur1K86Sx0BgqKk8hd6/dIODr2mqdc1C/G6azHQfNwdO3b09IOuxv7+97+X7YNifS+9fm2/AaalHK86SxUBgqKigV4a8GUPdtPAMA0Q00CxSvTaa685Yyvsk+lvfvMbZ6xFOdGAz6CrTg0URfEgQFAUVFpCI5X9SmGoJIVKU1S6devWmcGDB3vmCddywgknmM8//9xepaRosJ/fVadK0lTSVWcpIUBQ7VRTaZ999vGcOPbcc0+nGB5yLV682Bnlvckmm+T0l/75mmuuKZnJpDK46ixdBAiqjQoJnn766Z7gUOFBVWlds2aNvQpcNNXrSSed5Ok/zasxaNAg54qlmHHVWfoIEGRprMHVV1+d+v9xVepCBQQ33XTTnJOGCg1eccUVzsQ/WH8vvPCC+e1vf+s5Ce+7775m/PjxdvOioKtOlVS3j1ml11UGH6WBAIFnAJvmhE6LpgzdaaedPCeOtm3bOlONIh5drf3jH//wzC2u5cwzz0x8zo+4dNWpcu72MeqqU2XvKbNeWgiQChZUQkMn86SpQKCCyT5x7Lrrrs7cEEjGvHnzTJcuXTxl42vVqmV69OhR8EKHGarIq6tOu8y6jlNl7tMu8450ECAVSEX8br/99sAifkkOUlNBQG3TLhmufesYdCxI3scff2zatGnjCWzNEPjoo4/azVOjN6dUpl7l6u1jUVl7rjpLGwFSYVRGXH/12/9nTrqMuAoAqhCgCgK696OrHV316OoH6Rs1apTZZZddPL/3oYceat555x27eaL0vyf978ret/73p/8dovQRIBVCf+kVaiIjPYxXAUB7Xy1btnSet6CwdJXXp08fs8UWW+T8Hgrz888/38yaNcteJS9cdVYOAqTMFXIqVRX6a926tSc4GjZs6BQIRPVSUCgw7BO7gkUBk++JnavOykOAlCm9zaK3WvR2i31C11swehsmKXpwe9lll3kK3unB7U033WSWL19ur4JqpFtXLVq08PzvQre6dMsrjqCrTr3dx1Vn+SJAypDeo9f79Pb/mfXevd6/T4peHb3rrrvM1ltv7dnXWWed5RQCRPHSw3Q9VLd/u6OOOsp5CL8+dNWpMvP2NlSOnqvO8keAlBENANQIXvv/zBrpqxG/Sb5j/9xzzzmF/Ox97bfffk7hP5QGvdar13v9BnXqdeCgQZ16U09l5e2rTpWfVxl6laNH+SNAyoBqBalmkP2OvWoLqcaQag0lRQX7TjzxRE9w1K1b1zz44INFXz4D/jTQUAMO7d9VAxM1QDFTVkZl1lVG3u+qU2XnueqsLARICdObU6pSqmql9v+ZVdVU1U2TogJ91157rW8BPxX2U4E/lD6VPlEJFPt/TyqV0rt3b9+rTpWZ56qzMhEgJUrzImh+BPv/zJpHQfMpJEVXFHqzxr5VoUWF/L744gt7FZQ4/eYPPPCAU5TR/s3di8rKq7w8V52ViwApMZqJTTOy2f9n1sxtmsEtyRnq9Ndo8+bNPftq2rSpef755+3mKDO66lR5eLvMOledyCBASsSKFSudOaA1F7T7/8y6MtCc0Zo7Oim6H96hQwdPcOh9/uuvv54y6xVGz70aN27s/G9Ar/qqjDwgBEgJ+M9/3jR77/07s9FGuSOJW7VqZSZNmmQ3j03jNXr27OmM33DvR2/kXH755c54DwDIIECK2Oefz/v56mK02W23P5h69Y43m2/+v5pGjRo1MiNGjLCb5yVoTIAK8q3vmAAAlYUAKUILFqwwt9463hx44ANm//0HmmbNbjONG59nGjZsY3r37mtWrFhhrxLbu+++6xTWs4OjSZMmZuTIkXZzAMgiQIrImjXrfr4S+MgcccQQJzjcy3XXDTMzZyZ3CylTF8meC0R1kW677ba86yIBKH8ESJF4/fVvzKmnDvcER6dOI81HHyVXhC6oMqsK7J133nk/h9RMexUA8EWAVLPp0xeaK68c6wmOY455xDz11OcmwSrrZvTo0b5zQ6iw3ttvv203B4BQBEg1WbJklbnzzjfMwQcPygmOFi0eNPfc87ZZvjy58RyffPKJUyDPDg7NTf7II4/YzQFgvRAgBbZu3U/mySc/+/mEPtRz1XHttc+b775LbnCWCuF17drVMxeICudV5/zYAMoDAVJA7733vTnrrCc8wXHmmU+Yt9/+r908Ng30u+eee5xCePZVxxlnnGGmT59urxKbqrLefffdqU+PCqD4ECAF8P33S0y3bi94gqNNm6Hm8cc/da5KkvLiiy86he/s4FCBvFdffdVuHptKpvztb38zderUcbavSsAqswKgchAgKdJzjHvv1exvD+YEx0EHDTJ33DHRLF680l4lNpWXaNeunSc4VBBPhfGSLHg3duxYs8cee+TsR29xffXVV3ZTAGWMAEmB3px65pkvzHHHPeK56ujS5ZmfT7QL7FViW7Jkubnxxls9ZdZVAE+F8FQQLylTp041xx9/vCek6tWrZ4YPH243B1DmCJCEffzxD+b880d5guOUU4aZ8eNn2M1j022vkSMnmebNO5s6dfY1NWpslj2hn3DCCc7JPimakOrqq6/2rcr6xz/+0ZnQCkDlIUASMmeOChGOMwcckBscrVoNMUOHfmhWr07uFtKHH84y55zz5M/hcY/ZddcrzQ47HGNq127s3FbS7aWkaArcgQMH+s4LcfLJJztT6AKoXARIAsaMmWoOP/yfOcGhOlY33/yqmT8/ubmhZ89eam688eWc/ey1119Ms2aXmPvu+1eic4Hogfs+++zjCY4999zTeVAPAARIAlq2HJxzUr/oojHms8/m2s1iW7lyzc9XAu959qOQ6t17glmwILnxHHrFV6/62sGhV4L1ajBzgQDIIEAScNll/3FO6Cec8Jh57rlkJ9t5/vkvzYknPpYTHFouueQ/Trn3pGhQYffu3Z1Bhu7g0CBEDUbUoEQAcCNAEqAquip4uGrVWvuj2KZMmWsuvniMJzhOOulf5qWXkn1dVuVMVNbEvupo27atUwYFAPwQIEVGz0xuueWXuUAyi56xPPjg+4mGlAooqpCiHRwquKjCiwAQhgApEnpL6+GHvXOB6K2uHj1eMT/8kNxzDpVsV+l2Df5zB8eWW25p/vrXvzIXCID1QoAUgQkT/OcCOffcUWby5B/s5rGtXLnS9O7d2zMXiCaVuuCCC5xJpgBgfREg1ejrrxearl2f8QSHRrA//XSyc4FoelpNU2vfrmrZsqUzrS0AVBUBUg1UA6tv34m+c4GodlaSc4FMnjzZtGnTxhMcDRs2NI899pjdHADWGwFSQCo/8sQTnzpVeO2rDlXrVdXepCxYsPTnbd5pNt889+2qWrVqmZ49e/4cUsvtVQCgSgiQAnnnne9Nhw7euUD0795993u7eWxr164zw4Z9/PPVzV9Mgwanm6222ttsuGFNJzw6dOhgZsxIrh4XgMpGgLjYJ/f1KX7obu/nv/9dbK677nnPtnUV8u9/JzsXyJtvfmdOP32Es/19973L7LJLF7PDDm1NixbHmQkTJtjNASAvBIiLfZI/44zHI0/wYQGiW1Iqpuhuo+ce/folOxfIN98sMn/4w7Oe4z/88L5m+PBxic4FAgAZBIiLfQLWMnLkFLtZjrAAmTjx25zP9cbV9OkL7WaxLVu2ytx115vmkENyH8brn/Xvly5lPAeA9BAgLnZ4aDn22EfMihXBBQTDAkTPI/r0ec1ceeVYZ6xHUnRVNHr0FHP00Q97jldXIroiAYC0ESAudnBk/vugQe/bTbPCAiQNkybNMmef/aQnONq3H2HeeIM5yQEUDgHi4j4hP/nkZ9n/rjpUCxassJs7ChUgs2YtNTfc8JInOFq3fsj8618fO1c7AFBIBIiL+8SsE/Jpp/3vjSYtt9/+ut3ckXaA6PaZ5gI59FDvXCC33faaWbTIP9gAIG0EiIsdBi+//HX2n/X2lN+zBXudJD377DRnjhH3PrRceul/zLRpzM8BoHoRIC5+YXD++aOy/06jxW1+6+Tr00/nmAsv9M4F0q7dMCfUAKAYECAufmHw/vszc/69XR3Xb524NBeI5lH3mwtk8OBJic4FAgD5IkBcgsLgqqt+GaSn+c7dgtapCs0F8tBDH3gGHWoukJ49x5m5c6lbBaD4ECAuQWHw5Zfzc64KXn11evazoHXWl8qlnHLKsJztaNGts08+SW4uEABIGgHiEhYGvXqNy36mMReZEidh64SZN2+56dLFOxfI8cc/ap555gu7OQAUHQLEJSwMZs9e6szXkflc40QkbJ0wGqHuXlfbvu++d82PPwaPegeAYkKAuESFgepLZT4/5phHnJN91DpBhg79MLve9de/mOhcIABQCASIS1QYqILukUf+8qBbA/yi1gmiW2Cqj6VXdgGgFBEgLusTBu4rB71euz7rAEA5IkBc1icMNBZDD7rdbaPWAYByRIC4rG8YjBkz1RMeUesAQLkhQFzWNwz0/EKzFRIgACoZAeJSlTDQAEACBEAlI0AAALEQIACAWAgQAEAsBAgAIBYCBAAQCwECAIiFAAEAxEKAAABiIUAAALEQIACAWAgQAEAsBAgAIBYCBAAQCwECAIiFAAEAxEKAAABiIUAAALEQIACAWAgQAEAsBAgAIBYCBAAQCwECAIiFAAEAxEKAAABiIUAAALEQIACAWAgQAEAsBAgAIBYCBAAQCwECAIjl/wPu0G5DyY4PqwAAAABJRU5ErkJggg==)
PN: 3637-1-15
CAS: 518307-25-0
Molecule Weight: 208.264
Formula: C14H12N2
![4'-Acetyl-[1,1'-biphenyl]-4-carbonitrile](data:image/png;base64,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)
PN: 4H37-1-2U
CAS: 59211-64-2
Molecule Weight: 221.259
Formula: C15H11NO
![4'-Methyl [1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-18
CAS: 116470-54-3
Molecule Weight: 196.249
Formula: C14H12O
![1-(3'-Methyl[1,1'-biphenyl]-4-yl)ethanone](data:image/png;base64,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)
PN: 2717-1-30
CAS: 76650-29-8
Molecule Weight: 210.276
Formula: C15H14O
TSCA: Not listed on TSCA inventory
