| Product Number | 2723-1-1R |
| Purity | 95 % |
| CAS | 55066-56-3 |
| MDL Number | MFCD00036648 |
| Molecular Formula | C12H16O2 |
| Molecular Weight | 192.258 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2723-1-1R
CAS: 55066-56-3
Molecule Weight: 192.258
Formula: C12H16O2
PN: 2615-1-1P
CAS: 18986-09-9
Molecule Weight: 192.258
Formula: C12H16O2
PN: 2723-1-1U
CAS: 3245-23-6
Molecule Weight: 164.204
Formula: C10H12O2
![2-[4-(2-Cyclopropylethoxy)phenyl]ethylamine](data:image/png;base64,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)
PN: 4656-1-5F
CAS: 1481230-07-2
Molecule Weight: 205.301
Formula: C13H19NO
TSCA: Listed on TSCA inventory
![[4-(Bromomethyl)phenyl] octanoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAyLAAAMiwGI3yAvAAACUHpUWHRtb2xTb3VyY2UAAHicnZVta9swEMe/yqHXi578mBCnZCuDQctg7WDvhmIrqSG2iuw8ffud7DaJ3cxmww5S/nc/Pd3pPL87FlvYa1vlpkyIoJyALlOT5eUmIT+fv05icreYp+iEjmWVkJe6fp0xdjgcaPqiC3U0JU1NQVr77FjlHZ+DR43dMMm5YL8eH54aZpKXVa3KVCNV5bOqER9MqupmFX+ZghXK7vOSte6ssPt2tN+Su5fTY5WRy16+oG2JKKzzrYa1sYWqYS85xZd/go0utVW1zmB1QtmjPu59MX+8N+mu0GWNXTdCnqrtU213KQqF2ep0h4Nh59t9QgqBgKpNsbRWncD1nKwEKAnKA+WDCkCFoCJQMagpKMHxh3aBDgI9BLoI9BHoJNBLxHj+W+0W8Hx61bgL6D7f8bn8+2xdg6coEyJpGEY+4DY4zhJQz/MjCFGMfYhRlAKmKAYxCI7q1AchUfbEpfXQHqLdp2HEAxAh6j7qEepRfGljtOOq3UHyQF78Wo7ACZczmVLpcw4TnA0XhJ3/EISgQfCPrrgbTw4qGDV2DttivjJldtWFPEvISpAmnj/0upJvISVgbKYt3hI3gHO9BmQXcAkwDHhdwKXLMOB3AZdcw0DQBVwqDgNhF3CJOwxEXcCl+TAQdwF3Kc6AvAVMPwCCD0/h7J3QNVduhOmHu7miZ2Z5k+lFvL3SI0wv6G0JGGF6cW9Lxsh+eqFvS8wIE96YJxpZWy8B3kvYIBPfOOubDLu6mey9+GL3Q2FmV1Wb4bdq8QdQLvSIwDFL+AAAHSpJREFUeF7t3Qm4bXP9+PEQrqGLUKZCpOIWwmMeSjIlZCrzGKVbHlRKfjdTIz9lSkkeQ/UoT0r8RCHJEIUbGUqXUJnn+dL3vz/r/vdtn+Wcu8/53L3POfvc1+t57qOz9zp76Jy93uu71net87oCAAmvq98AAIMhIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAypIC87nX9Lz7Q7QCMXUNa8w8UioFur7v44ovLyiuvXMaNG1cmTJhQzjvvvPoiwMy46KJSVlqplLnmmvbf+Bq6ZHBr/v9voFAMdHurW265pbzpTW8qF1xwQXnqqafKrbfeWnbcccf6YkBW4zNWFl20lAsvLI0PWSm//OW0rydPri8JHdF+zd9ioFAMdHurHXbYoXznO9+p3wx0SmyQnXJK39tOPrmUnXbqext0SPs1f4sIxUD/2llmmWXK/fffX795zDj66KPLV77ylfrNPS9Gjttvv3154okn6nf1tJdeeqnss88+5ec//3n9rt7V+IyV++7re1t8veyyfW/rUY8++mjZdtttyx133FG/ixHSfs3fYqBQDHR7q7nnnru8+OKL9Zt73p/+9Key3nrrldlnn736t8EGG5Sbb765vljPid2Mn/vc58qcc85Z5pprrrLIIouU0047rbzyyiv1RXtORGO55Zar3ttss81Wdtttt/LPf/6zvljvaXzGSv0zFl+PG9f3th4zderU8u1vf7sstNBC1e9irEuOOOKI8uyzz9YXZZi1X/O3GCgUA93eaqyNQB566KGy9957V9F4//vfXx3TmTx5ctloo43KHHPMUfbbb7/y8MMP179t1Hv11VfLGWecUd785jdX/77//e9XMTn88MOrD+573vOecuWVV9a/rSfcdtttZeONN65+ZvGze/DBB6uJHSussEKZf/75yzHHHNPbGzljcARy6aWXlne9611l3nnnLUceeWR55plnyqmnnloWXnjhsuSSS5Zzzjmn/i0Mo/Zr/hYDhaL19uYurbe+9a3lpz/96fTb4xjId7/73elf96rY9fGNb3yjjB8/vtqK/dnPflZfpJx//vmNz+yyZYEFFijHH398efnll+uLjEq///3vy2qrrVZt5X32s5+twtFqypQpZbvttqt+vvHf+LoXPPbYY+XAAw8sr3/968u6665b/vjHP/a5P34+8XOKn1f83OLn15Man7F+j4H04GSVv/71r+VDH/pQ9bu28847NzrYN4yPP/54+fSnP12NItdee+3yhz/8oc/9DI/+izCAwQQk/Oc//6m2UmO3R1PsS48t2th98PTTT1db7Du1HNz73ve+V20VPvDAA9NvG20uvPDC8va3v7284Q1vqI53REwGEluysUUbW7axhRtbuqNVfDg/9rGPVT/Hrbbaqvrwzkj8bGMkEiOSGJnEVuFoFLs+TjrppPLGN76xvOUtbyk//OEP64v0ESPGGDnGCDJGkjGiHLVuvLGUH/2o72033TRt1lXMvor4xxTe+Lp1l2rjc1fOOiuGmv+9bRR58skny6GHHlptxKy++urVRs2M3H777eWDH/xgtStyjz32KP/617/qi9BF/RehA66++uqy4oor9rntosYvdPM8kHe/+93lJz/5yfT7Ygvine98Z5lvvvnKUUcdVV544YWW7xxZ8Uu6ySabVL+ke+6555B+SWPfeuxjj+/dbLPNyp133llfZMQ8//zz5ctf/nK1eyB2E1x22WX1RQYUx0LimEhsJCyxxBKNddJZ1YbDaPHrX/+6+v2bZ555yqRJk8pzzz1XX2RAcQwrjmVFSPbff//yyCOP1BcZOf/+dyl77VXK7LOXsvvu9XtL+cUvSonPXWPLvPpvTOltFZMG4ljJKquU8tvf9r1vBMWu09hdGlP9F1tssfKDH/xgSL9PQ9m4o3O6EpDYko2t09ZADEbsSjjhhBPKggsuWB0zGer3d1oMkydOnFjt+ohh8g033FBfZNCuv/76suaaa1ZD7oMOOmjEZzX9+Mc/rnYzxoHJE088sdpaz4j3Ee8n3le8v3ifI+lvf/tb+fCHP1z9Dn70ox8t//jHP+qLDFqc6Bq/h/H7GL+XI7orMlaIX/taKePHl7L88tNCkPX3v5ey7bbxQZ222+uee+pLDKvf/e535b3vfW816vj85z9f7aHIaO5ejl2Rb3vb2/rdvUxndSUgsTURW7OxcsqILb7Y8ostwA033HDYZzXF1vUpp5xSHahbaqmlOnagLraoYks9tthHalZTc9ZYRPETn/hENTWyE2JqZYywYqS1e2PLeLhnNTVnjcVKKFZGsVLqhBgJx4g4RsYxQr7kkkvqi3RfxGK55abFIyLSqa3ryy8vZcKEabO0jjiilGGe1RRxj93YEfutt9663H333fVFUmKCS0zRbp3gQnd0PCDxyxArkRiGfi1+2WdCHDcZ7llNlzc+VHGZldjN1q2pgnHMYLhnNQ3Xhyp2Uw7nrKbYWIndHXF8LXZ/xG6QuK3TYgbhrrvuWv1+b7HFFuWuu+6qL9J5t91WysYbT9tdFbutHnywvsTMiw2YOPDe2FhqbC2V0qGNpRmJ3YmxWzF2L6600krV7sZuiI2l9ddfv+MbS/xXxwPSDTGbK2bHxK6Ebs1q+ntjWB8nKcUKIi6xcu+999YX6bjhmNXUOmtsuIb18fM57rjjuj6rqd2ssW649tpryxprrFHtsjv44IOrg76dNvWxx0o58MDSWPOVsu660w6Yd9vjj5cyceK051x77VJmYnftjMREhpjQEBMbTj755PSu06Fo3V0b55MMx3POKnoiIKF1VtM73vGOjs1qiv2tX/jCF6rRwCqrrFKuuuqq+iJd15zVFKOeGJl0atQz0gcWY8S47777dnxWU8wai6mdEd6Y6tlu1linxa7IM888syy++OJl0UUXrWYQdmLU05w1dnhj5dpYy8batr5I991+eymbbFLKbLOVsuee5cUhTBiZkRsbEYwp1DEaiCnVMbV6KOLzf88990z/N9SRbX3CSJxfwszrmYA0dWpWU7dWAllxLCSuFRbHRuIEqbPPPru+yKC1zhobDVMbOzWrabStBGLj47DDDuvIxkfsxondObFb55uTJpVXhjBrrCsaGx8vNzY+9pnJjY84WXOvvfaqdp1+4AMfqE7mbCdGsL/5zW+qDbs4Bhqfz+b5Za3/4va4P5aL5QezZ2KoU9aZsZ4LSNN1112XntU0HLshsuJ9fOYzn6le21prrTWkWU31k6tmZtZYN8SspqWXXrralTDUWU2jeTdE7P7cZpttUrs/48BxHEDuxKyxTnt1JnZ/RnDiGGh87/LLLz+oa47F/4/xu98MRozK47MdZ55HIK655ppq9BH/ja/j9rg/lmsGJb4/Hqedkdj9ORb1bEBCfVZTnOk+o1lNI3IgNClmNW266aaDmtUU77l5eYdOzhrrhvqspl/96lf1RfropQOhQ5mAEaOXmLLa6Vlj3TDUCRgRi4hGxCMi0m70Er/bMVKOn3H8Tnzzm98c8qg5lo/vi++Px4nHm9FnJrRetqebEzDGsp4OSFPMavriF79Y7UqIExXrs5rqK60RmYqZ1G5W01BWWqNJxHyXXXapYr7lllu+Jub1ldaf//znPvePVq1TwGP36Je+9KU+98dGT2zxxgqr11ZarVPAP/nJT74m5rF7KnZTxc8sdlv9O056bCPOQYrQxOcyJssM5eTB/sT3x+PE48XjxuO3U58CHidBMzhjIiBNMYvpIx/5SLVSikuQx3B3VJ0MltTfrKbWWWNxnbF4r70odkfE7sT48B5yyCHVgffYkuz1k8Fid2LsYo0R5DrrrFPtTozdJnF5jrgtJhX06m6T5u7EmEkVK+iI/ac+9anp1xqLA+btxK7a2HUXP/djjz2245/LeLx43Hj8eJ7B7OLu5Emos4oxFZCmK664otovGgdtY2toZg7cjibNWU3xnuK9xYHb346iy1FkNSc0xLlDsRKK0dbMHLgdLeKAf1xOpTmhoTlrLDYCIpK9rDmhIUa+8d4Gc62xpti1FKPm2LDr9nG6ePx4nni+dru0mpqXwYnfRX8Eb8bGZEBC7EqI2Rmxi2esidlHMd23V3Z9DFYcF/j4xz/es6OpuljBxi6REOc8nH766dX/jmnovR6QptgFF2EczBZ+iIulxgp91VVXrWZoDYd4nni+eN7BXqw1JmnEbsivfvWr9btoMWYDAiOtNSCtxlJAYhJEBGQwo8WITIwEYmU+3DMf4/nieeP5Bxu7GFXF8SwGJiDQJQLSVxyLiFHAcI086uJ54/njdQyGgLQnINAlAvJfcYZ9HNDu9jGPduL543XE62lHQNoTEOgSAZkmDl7HlNqYFTUaxOuI19PuoLqAtCcg0CUCMk2c1BeXnpnRMsMpXke8nnhdMyIg7QkIdImATLs8SUyHjZP7RpN4PfG6ZnTZEwFpT0CgSwSkVNemirPCZ/YM806L1xOvK17fQASkPQGBLpnVAxJng8cFDkfre43XFa9voLPgBaQ9AYEumdUDElfMjbPUh3phxOESryteX7zO/ghIewICXTKrBySuBBGXFBrN4vXF6+yPgLQnINAlRzcCsmY/AZnQCMj/zgIB2XDDDcvE+DO5o1i8vnid/RGQ9gQEuuTeRkD+2E9AbmgE5L5ZICDxdzZG+8UI4/XF6+yPgLQnINAtjYCUfgJSGgEpYzwg8Xdp4va4su1oFq8vXmd/f0dHQNoTEOiWWTggcZZ33D6Yvw0ykuL1xevs76x0AWlPQKBbZuGAxN96j9v/8pe/9Ll9tInXF68zXm+dgLQnINAts3BAjEBmDQIC3TILB8QxkFmDgEC3zMIBCWZhjX0CAt0yiwfEeSBjn4BAt8ziAXEm+tgnINAts3hAXAtr7BMQ6Javf72U9dar31rKqquWMkZWTDMKiKvxjn0CAt3y4oulPPxw/dZSHnoo1q71W3vSjAIS/D2QsU1AgLR2AfEXCcc2AQHS2gUk+JvoY5eAAGmDCUic5T1+/Phy7LHH1u8aEfE64vX0d/Z5KwFpT0Cg2y66qJSVViplrrmm/Te+HiMGE5Bw0kknNd7+XOWGG26o3zWs4vnjdcTraWesBOTjq602/d/E9dcv/3vAAeVfU6bUF0sREOimW24pZdFFS7nwwlKeeqqUX/5y2teTJ9eX7EmDDUjYeuutyzLLLFMefPDB+l3DIp43nj9ex2CMpYA0vfDss+XiM84ox+66a8sSeQIC3bTjjq+dsnvyyaXstFPf23rUUALyxBNPlAkTJpRVV121PPnkk/W7uyqeL543nj9ex2CMxYCEF597rhy49trTv477r77ggvL5zTcv+6++esuS7QkIdFNji7fcd1/f2+LrZZfte1uPurAxshroYoT9eeCBB6pRQKzMh2skEs8TzxfPG88/GDHNd4EFFiiHHXZY/a6e02cE0ojHJWeeWb6xzz597j/l4IPLE/1NOW9DQKCb5p572vkgreLrceP63tajLrvssjLHHHOUFVZYoVx88cX1u/sVB69jJBAr9G4fE4nHj+eJ52t30Lzp+uuvL2uuuWZ1lnpM9T388MPLM888U1+sZ7QeA2keB/nHHXf0uf/R5NUCBAS6aYyPQEKsmHfbbbdqhbvZZpuVO++8s77Ia8RupDgWEQe0Y1bUQGeDZ8XjxePG48fzDGa3VbyP3Xffffr7uO2228ppp51WFllkkbLEEkuUs846a9SdEDkYrSOQlxsbL78+99xy3H779bk/+74EBLpphx36PwYSx0bGmOuuu67acp9zzjnLQQcdNKiV9oknnlhNqY2zwuPkvuyKrCm+Px4nHi8eNx6/nRcbK9VjjjmmzD///P2OpOJ9xPuJ9xXvL0YoveQ1x0Cef74cuM4607+u3z8UAgLddNNN02ZdxeyrmIUVU3jj65tvri85JsQKPLbUY4s9ttxjC/6VV16pL9ZHbPnHSX2xuyhW/HGNqqFegDGWj++L74/HiccbzC6r888/vzEYXLY63nH88cfPcCR0xx13VCOTGKHESGUwjz8a1Ecgv/nRj8rRO+/c7/1DJSDQbb/4RSkrrlgam7DT/htTese4OGYQxw7mnnvusvLKK5crr7yyvshrxGVF4tpUcYHDODAfl1qPLf9TTz21umLuNddcU+65557qv/F13B73x3KxfHxffP+MLk/SNHny5LLRRhtVx2/222+/8vAQDiBf1NgIiJFKjFhi5BIjmNEiZljdcOmlZWpLCFuPf8TI4+t7713uv+uuPvdnCQjQNVOmTCnbbbddtYLffvvtq6/biVFABCL+Tkf8sadmUOr/4va4P5aL5Wc0emh65JFHyv7771+FY4MNNmgMBHMjwXiu4447rhq5xAgmRjIjKUZ+1zXC9rnGCOmQTTYpTz/2WH2RrhAQoOuuuOKKaqQwbty4amQy2Gm/TbGVH6OP5r+hbvXHCv+EE04oCy64YDUr67zzzqsvkhIjl3333bcKUoxoYmQz3Kbcemv56h57lE+suWY57/jjy3NPP11fpGsEBBgWcSwk/gZ5HBtZcskly9lnn11fpCsuueSS6tjIfPPNV4466qjywgsv1BeZaTfddFM1oomQxAgnRjrdFudt/OB//qc6+e/bEyeWfzfCOtwEBBhWMaspjlXErKa11lqra7Oa7rrrrrLFFltUu7t23XXXcv/999cX6bgY2Sy99NJloYUWKt/61rcGtVttqKa+9FJ1OZI4n+OIbbctf7766voiw0ZAgBERs5o23XTTjs9qisuWHHzwwdU5IGussUa59tpr64t0VYxwYqQTI54Y+cTlXjrlt//3f+WLW21VPrPhhuWyc84pr0ydWl9kWAkIMKI6Navp1VdfLaeffnp1cH3xxRcvZ5555kyfVzIzYsSzyy67VCOgLbfcshoRZTVnjS02fnw5fdKk8vTjj9cXGRECAoy4mZ3VdNVVV5VVVlmlmjYc1696ehgPJLcT045jJBQjokMOOWRIF5KszxqLYy2jiYAAo0brrKb3ve99bWc13XvvvWXHHXestvK32Wabcvfdd9cXGRViJBQjosUWW6waIcVIKUZMA4mgxjGUOJYSx1Q6NWus0wQEGHVaZzUdcMAB5dFHH+1zf0wDPuKII8o888xTXSjx8ssv73P/aBUjoxghxUgprhAcI6e6OGbS7VljnSIgwKhVn9U0derUcu6555alllqqLLzwwtXf62h3qZTRKEZKMWKKkVOMoGIkFcdI4lhJ3BbHToZj1tjMEhBgVIst8COPPLLaIp933nmra11NnDixPD5KDiTPjDiDPkZQMaU53lccK4ljJr1CQICecN9995XNN9+83HjjjfW7elqMoA499NAyadKkEZ01liEgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKQICAApAgJAioAAkCIgAKT8Pydnz2oDMj9FAAAAAElFTkSuQmCC)
