| Product Number | 3H30-5-55 |
| CAS | 374064-08-1 |
| MDL Number | MFCD06245347 |
| Molecular Formula | C15H16ClN3 |
| Molecular Weight | 273.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-55
CAS: 374064-08-1
Molecule Weight: 273.76
Formula: C15H16ClN3
![2-[5-Chloro-2-(pyridin-2-yl)-1H-indol-3-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-5-34
CAS: 1049787-82-7
Molecule Weight: 308.21
Formula: C15H15Cl2N3
![2-[5-Bromo-2-(pyridin-2-yl)-1H-indol-3-yl]ethylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA7mAAAO5gF4/ewGAAAC0npUWHRtb2xTb3VyY2UAAHicjZbZbpwwFIZfxeK6MT5eWKKZidJElSoluWhSqXcVASdBGiACZnv7HjMzHRYDQVxYxt9Zf468uNlna7LVZZUW+dIByhyi87hI0vx96fx++XEVODerRYyH8GBeLZ2Puv68dt3dbkfjD51F+yKncZE5x+/X+yrtnNkJWpTvLmcM3D+PD88Nc5XmVR3lsUaqSq+rZvOhiKO6iWLEhZtF5TbN3eNxNyu3R2t/OTMvo/sqcS653OG3W0TJW7rW5K0os6gmW84ovuwbede5LqNaJ+T1gNuCSsx9tXi8L+JNpvMal8ZCGkfr57rcxLiRFWsdb9AYLn7eL50MEIjqIrsty+hwXJI0WToRYBXX2ph5OXxqjGWNmfKlg57xccjhsl4tXMO1ad6jn45wSIGL8AhfSeqBsNKi7/tMqzAMTrSgIANpo6WdDqjyQnGiOUaOgVhoNeabScVPNKNKoCkL7Y35Bnkpms88zwb7w6J9HJKywD7fFZu8RnEPgwEaKq5s5gJ7LIDRs3MZgUrfHkw4QgMNpFBHmlMu7TSwERzb5vt8zjkM1GfBsQ3ME1YJQF9/38uTAUkVsPC/gUCMGBiRYCf9KX5EhJ3iTyUwIkOPemxeSDAiQ4Xxnml07nEfrHhfiCdcUh5+BR8RnqCKfyH2EeG1nePfK5n1/+N93T0NM+/Tbmv+vRZ50lo2Rl9RjObIL/1WceODmAFVlIkuzR+JBszRNsC7gCBmJk0BogtIYsbQFCC7gCJm8pyAWxuguoBHzLSZArwu4BMzT6YAvwsExIyQKSDoAiFppsYUEXYJYKSZFFOIMdlhgDTTYaq4ABZGzPjp9Ryw6SBnGDHo4iwiB1WeRYathxl1Qa/5YCKbERj0+g/Gz4zGoCcBQJXBjMygLwJTghml8b4IUGt8Rmu8LwI1xritoeGeL1i4HFy+3NbNzMX76OofntwrnvVheqEAAC2RSURBVHhe7d0LvFVz/v9xt1HuuU2Tu8EgxChEP1QuE6rBlKEUJmkYt4zLaAhJCH/DoESFomlSiUzJJJU7oXJrXEYXqVQU3VS+v/P+/h/r/E7fc/bae3/Oba29X8/H4zxof9fee+1z1l7vtb7XjRwAAAYbhQ8AAJALAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBEDBmz9/fvgQqgABgsRp3Phh17nzaLd+/U9hkS8DcqXgOOuss9xGG23kmjRp4j766KNwE1QCAYLEUUjccMNEN3Jk+S87AYJcrFmzxvXp08dts802brPNNnNNmzZ1W221lf//yy67zC1dujR8CgwIECSOQmLx4hWuTZun3LffripXVqziPnvZsmK/gxs1apT75S9/6e86WrZs6WbOnOkfnzdvnjv33HPdxhtv7HbccUf34IMPunXr1gXPRj4IECROdJIbNmym69VrcoVlxSjus4cBUox3cDNmzPCBoeDYZ5993OjRo8NNvNdff90deeSRfruDDz7YTZw4MdwEOSJAUGrOnDnuv//9r/ln9uz57quvviv5WZ7Xz4IF32+wH9FJTlfQHTqMLDkxLCxXVoziPnsYIMV0B7d48WJ38cUX++opVVndfvvtvgorzk8//eQee+wx16BBAx8kZ5xxhvv888/DzZAFAQLv3Xff9V+kyvxsv30Td8ghd/iTVL4/zz03q3Rfyp7kpk9f4Dp2HFlaHVOIJ8BcxX32smXR/xf6HdzatWvdfffdV3Lcbe+rpc4//3z39ddfh5vF+v77712PHj1cnTp1/M/111/vli9fHm6GDAgQeCeddJKrW7euu/fee/2VmeXnqaeec2PGzPRhkM/P2LGz3LJlq0v3JTzJ3XLLy2748A8qLCsmYeiGP2W3k0K+g3vhhRfcgQce6C9cjj76aPfWW2+Fm+RFdx+6C9Hr6a5Ex7PuUhCPAEHJSX+M/+L07t07LKoV4Ulu6dJVvjpmyZKV5cqKSdxnryhApNDu4P7zn/+41q1b++N1t912c0OHDg03qZSXXnqp5C76EP/6RxxxhHvttdfCTVAGAVLkVFe87777ur333tutWrVhfXltqegk9/TTH7qePSdVWFYs4j57pgCRQriDW7Zsmbv66qvd5ptv7u+Ub7zxRvfDDz+Em1UJ9cx66KGHfE8tBYl6bs2dOzfcDI4AKXp33nmn/5I8/fTTYVGtqegkpyvoTp1GVVhWLOI+e1yApPkObv369e7RRx91P//5z/1xqkGBX375ZbhZtdBYkcsvv9z97Gc/82NIevXqlZiLrKQgQIrYggUL3LbbbuuaN28eFiGB4k7+cQEime7g7rzzFXfHHVPd229/VeG4kdo0ZcoUd/jhh/vgOOyww9zkyRt2CKgpGr1+8skn+/3Ya6+93D//+c9wk6JFgBSxP/zhD27TTTd177//fliEBApP/mVlC5BMd3C33jrZHXXUI/7xE0983Pfaeu21uW7t2vUbbFeTZs+e7c4++2x/wt55553dgAED/J1IbXvuuefcfvvt5/fr+OOPd++99164SdEhQIrUO++84zbZZBPXrVu3sMhs4cKF7sMPP3STJk0q/dG/9TiSa/nyNb43XPfu493RRz/qw6R588H+jmXy5C/dmjU1M1p7xYoV7qabbnJbbLGFrza66qqr3HfffRdulrPqOB5//PFHd9ddd7ntttvOX3x17drVLVq0KNysaBAgRapZs2auXr167ptvvgmLcqL64REjRvh5hVTNoKqwcFxI2R994TSZ3ZVXXumeeeaZSjWA9u492Z/YUPVWrPjRjRv3qbv22hdLjpGBPkyOPXaQ69Fjonvxxc/dqlVrw6dUiSeffNLtvvvu/lg59dRT3axZs8JNYuV7PKpc22l7PS/fubEUQl26dPEXYfoe3XPPPT5cig0BUoSeeuop/yXSmI98aODW8OHDfTdK9YbRa+i/6u544YUXujvuuMP3n9c2utrTf/VvPa7qssaNG/vRwnrelltu6c455xw3YcKE8G2y0jxPJ530REkIrQmLUIVWr17rJk78wt1440s+RBQmxxwz0F199QtuzJj3Su5cNpxBwEJ3wrqY0TFxwAEHlITXuHCTjCpzPKpc25V9nl5H2+h1czVt2rSS382x/jV+9atfueeffz7cpKARIEVG1QS60tOXNdcrJnX11YjfPffc039RVC/9xz/+0f373//2r5cPjfzVl6xz585u66239q+nK8FM8xZVZNq0+SV3Mw+7v/3t9bAI1UTVWFOnznY33zzJtWjxmNtjj46uTp26/m5h0KBBfjqRfKgDxwUXXFB6Ba+Lmdo4HrW9nqfn63X0enpdvX626VDKGjZsWMnvZA///FatWrlPPvkk3KQgESBFRnXMOsj/9a9/hUUVUnWTJqaLTvT6ouRzhRZHX96//e1vpVUXJ554Ys5VF9dd96Jr2vQRN3u2vY487TTfVW00dq9bt95NnvyOu+iii1z9+vX93053lieccILr379/7HQiOimr67iqkNSGoDa4fKpRq/N41Ovo9aKeX3ofvV+uVq5cWRKwN/u7a7XhqLr222+/DTcrKARIEVHvFh3cumrMRo2XqmLSF0lTY48cOTLcpMpEazeor73275FHHgk3KWf+/O99dcqVV+Ze5VFINMJcvac0DUy+NJZBV8hlG5f1b8sYB/WOevnll31bgkaG63jRXcVxxx3nr+LLDsDTjAcatKpt1HV8+vTpZV4pXk0ej6LXj6aE1/vm05ivSUk7dOjgn7vTTjv5UC3UaeMJkCLy+9//3tf1Zru91hdbt/E6EVx77bV53cpXhgaIaV4jffE0MV62K8t+/d729fLqdlpM1GtKAwNPOWVoudl2K6IrY9Xtqx1K9fT6/Wb6Ubm20/Z6Xr5effVVd8011/iZDaLXPPTQQ92uu+7q/1+P5ztotbaOR72P3k/vq/fPJ/DklVde8R1HotDLp5o2LQiQIjF16lQ/Y6m6RsZRI6amxNbIX12Z1jSFhm799aXTnVJcnfbKlWv9SbRdu+G+WqVYqPruiCMG+MF/cXTHeemll5b2SFI1U4sWLdyf/vQnd+utt/oG5fHjx/v/6t96XOVRRwc9T8/X61iogfmGG27wx5Ner2fPnm716v+bNDMXtX08it5X76/9yKeRXzQho9qIVF2nObYKDQFSBFTNoHpdfQnibsXVuK07FDWw1/baCHfffbcPvFNOOSX2TkRdTnUXoqnLi8Ho0R/7z/vgg5lnn1VHhT//+c++Hl6/w9NPP9098cQTOXdV1XbaXs/T8/U6ej29roXCSQGSb3tAko5Hvb/2Q/tj6WmlOzANjiw0BEgR0FxC+gI//HD5EcoRTROhAVwNGzZMzMAohYj2W711MtGM2xdc8IzvGZRLdU6affHFt35shj5vpjsurbYX9U5SpwTdBVSGnq/X0evpdfX6+bIESBKPR+2H9kf7le+0KgQIUkmzmKqnjOYSyjQdhBr9dHeieX7mz58fFteq7t27+5NPXMP6hx8u8lU6t98+NSwqGOpGe845T7vjjx/sV3GsiC4UdLeg7qi59rLLlV5Pr6vX1/vkI98ASfLxqP3Rfmn/tJ+5IkCQSpoCW1/eTFdM6h1y1FFH+auqJM7to+qrY445xvfOimv81/gEhcinny4JiwpC376v+qqrF174LCzyNL2G/s6NGjXyywtXB72uXl/vo/fLVT4BkvTjUbRf2j/tZ669qwgQpI4W31Gdbfv27cOiUn379s16hV/bdOJSF1+tmpjJN9+s8KOl//jH58Ki1NO0LRo4qXU9KhJVUWoAm7WdIld6fb2P3i/XO5F8AiQNx6No/7Sf2t9cECBInTZt2vgrpUzrJ+hxXdm3bNkyLEocjRPRFzauK+Rjj73nDjmkjxs3LnMDc9osWrTCnXDC4+53v1O32vKdCbRinqqVdGdQ3eER0fvo/fS+uazYl2uApOl4FO2n9jfT96ssAgSpojWj9aXVym2ZaD4gddnMdfR3bVKffE0Vod5kmaxZs9Y1bnym22+/A/PuLppEmoL9ooue9TPkzppVfqoQncjVsK22ieqqtspE76f31ftnC65cAyRNx6NoP7W/2u9sCBCkhtoN1FtEI4MzzXqrE4CuIDVgLy007YlORHETMOoORdvojiXt+vS509Wvf6IbMuSNsMhT11p91qpuMM+V3lfvr/2Ik0uApPF4FO2v9jtbgBMgSA1NIaEv7NChQ8OiUj169PB9/NNytScKQw3myvZF1JxMmqgxaT148qGqIV3dnnbaaX4wWkjVJjpxqYttbdL7az/iqnFyCZA0Ho+i/dV+a//jECBIBc2Kuv322/spQSo68Yh6jujuRKuqpY1m8VW9c1y1ycyZM/3J97zzzguLUkGDPTXlxy677JJxDIRGjWuKjcqO86gsvb/2Q/uTSbYASfPxKNpv7X9cjywCBKlwySWX+C/0W29lbkjWHD36Qg8cODAsSryxY8f6fc82S2p0gn3zzTfDosTTnGXad00zXhHNUaVpRn7729+GRbVC+6H9yTR3VrYASfPxKNpv7b8+RyYECBJvxowZ/so7Wz2yppzWbfe8efPCosRbvny5/4yaLyuO7sR22GEH17Rp04x3YkkUnYz+8pe/hEWlNNGhthkyZEhYVCu0H9of7VdFsgVImo9H0X5r//U5MiFAkHjqVqg2gmx1/5pK+8ADDwwfTg2tJHfkkUeGD5dz//33J+pEm40GSmq8iwaoxS2upNlyFaJLliRj0KT2Q/uj/apItgBJ+/Eo2n99jkwIECTaqFGj/Jf09ttvD4vK0TQMWuMgrTQ3ltZYz0a90Q466CD/5c3UGy0p1O1Y083oc2WbOFBramjW3CTR/mi/KpItQNJ+PIr2X58jEwIEiaWTj9Yb0E+28Q+q2tGX+ZZbbgmLUiMaVKhlUbNRl19tq2nFk+yKK67w+6n16uNo0Se1j2ia9STR/mi/KlqUKi5ACuF4FO2/PkempX0JECSW7jp08MaN0o588MEHftvBgweHRanx+OOP+8+gNp9ctG3b1o/Iz9ZXv7aoY4Dq0LO1XclHH33kP3vSxrlEoa79C8UFSCEcj6L91+fQ56kIAYJEUnuH2j009iEXmo5bB3q+q8IliZYb1WfQ6ne5+PTTT/2cYO3atQuLap3+fhrRrZUA47omRzQ+RJ9di0AlifZH+1XR1CZxAVIIx6No//U5Mk13T4AgkTRTraoOcr0aV9dQHei1NXq5KkQjoDN1c61I165d/XN0stZ03En50SC8fMZzRH+/555L1qSR2p9Mf5O4ACmE41GyHZMECBJJEyaq+mPKlClhUYWiK9g0X/HlewciHTt29M/R+tzqLZOUH42f0N9Pc5flotDuQArheJToDqSizy8ECBJJo5bV++PXv/51xgWjyiqEOueoDWT69OlhUYXeeecdf5XfrVu3sKjWacEvdX74xS9+4RYuXBgWl0MbSDLRBoLUGjBggD94c1lDIer10qtXr7AoNaJOA7n0wpJmzZq5evXquW+++SYsSgSNlldVltZ/zzbosVB7YaX5eBTtvz4HvbCQOrrz0B2I7kR0RZuN2gE6dOgQPpwaXbp08VU/uVC3WH2x77333rAoUe644w6/n/fcc09YVE6hjQNJ+/Eo2n99jkwIECSalqxVXbqWsM3muOOOcwcffHD4cGpoepImTZqED5ezYsUKt/vuu7sDDjggdmR3EugiQDPb1qlTJ2uDeqGNRE/78Sjaf32OTAgQJN5ZZ53lu6tqKds4GlSnsMm1CihJFAr6jJdddllYVM5NN93kT1zjxo0LixIp1y69hTYXVpqPR9F+a//jBqsSIEg8rcmgAXOtW7cOizYwadIk/4WOWy8kqaJunyNGjAiLNjB79mw/7bvW00iT559/3p+M4qaiL7TZeNN8PIr2W/uvz5EJAYJU0BK2OpjHjx8fFpVSdc5OO+3kTj311LAo8S6++GJ/B7J06dKwaAOaEl3baYLCtNFMw/obPvnkk2FRqUJaDyTNx6Nov7X/cdWkBAhSQVU8WtxGs4NqMsFMLr/8cl9vnW3m3iTR51EVT7Y7LI2J0VX8VVddFRalguYzU6cIXdVnmlix0FYkTOPxKNpf7bf2Pw4BgtTQlau+sFpDPJP333/fn2Tj1p1ImqhHVaa6dlFj9OGHH+57pGmMTFrlMrV7Ia2JnsbjUbS/2m/tfxwCBKmhsQSa4kRL28aNfdCVvObRSkpvnmwUDJr+I+7O6tFHH/UnK42NSbtBgwb5z3LdddeFRZ4a2vfcc09/V1bTE0Xq/fS+ev+4Bn/JJUAkbcej9lP7m+2OWAiQarbRw4nZlYKgJW1VN602g0w0gE1XT0kblFaRaPqS++67LywqpTEw9evX9+tq5DIqPw100tHf8cUXXwyLPE2doSqkRo0aZT2RVxW9j95P75tp6o6ycg2QNB2Pov3U/uaybDIBEog74Ydlq9atcr2m9XIN/9nQ1X20rmswpIE7ddypbtJXk0q3CZ+DytP04JtuumnsRIvRNpruI6mi9U722Wcft2bNmrC4lMbA6ESlMTGFQtVwe++9t2vQoIFbtGhRWOxFd12tWrWq9hDR6+t99H5631zkGiCShuNRtH/az1ym4BcCJBB3wi9btnrdanfMM8e4C16+wH249EO3Zv0aN+f7OW7Ml2PcsWOOrfA5qBpff/21v8WOG7Wsk9KOO+7oG92Tumrftdde609AzzzzTFhUSmNf1Ouqffv2YVHqaYpwXe2rS3KmqU7uuusu/zvSnUF1VWfpdfX6eh+9X67yCZA0HI/aL+2f9jNTqIcIkEDcCb9sWZ/3+rjTXzi9TGnF4l4PdtEUGaoCymTMmDH+VrxTp05hUa1T33pV4WSb6kKzEmsMTFxvoDSLJiuMm5JFdwQKGrVNVHXDul5Pr6vXz/XOI5JPgEiSj0fRfmn/tJ+5IkACcSf8smWHjDjEvbYgez1p3OvBTtU/qvrJttxt1KMnSUuLqgtr1FAbd/LRVOjad42BKVRq02nZsqWf6uTdd98Ni0vpbkW/L/0+1MW2suNE9Hy9jl5Pr5tpwaQ4+QaIJPF4lGjp2mw9z0IESEAn/LifiNo8lq6OH/QlBEj10VK3OujjpgDXCerMM8/02/39738Pi2ucqgY0h5Wq4OKmbVePrIYNG/qxL0mt8qgqX331lR+wtv/++8d+VrVT6ASnuwVdKZ9++unuiSeeyDr4MqLttL2ep+frdfR61vYVS4Ak7XgU7Yf2R/uVbycNAiQQd8InQJJHS95uvfXWsQO1dIei7Wr7yk/7qDpmtWlkm8dKvbK0v2mdBiNfWvlPJ/VMExeWpelc1FNIAxL1O9KAN7WHadS4TupaBEozFui/+rceV7m20/Z6np6v16mMaE6yfAJEknI8SnTnof2Ju5PPROu9/O53vwsfTj3zWTvuhE8VVvLMnDnTnxg6d+4cFm1AX47oyk91vXFXutXhvffe82M91J6heaHiaO0FjXXRmJdMjcuFSKOe9fcZNmxYWFQhzVGlwZcKHU3UqOdm+lG5ttP2mea2yoVmRNB8ZWq7igJJx16+EybW9vGo99P76v21H/mGh56vSRb1fP0etPBUIR2r5rN23Am/bNlt795GI3pCRPMnZeu3vm7dOt8lVle6qh6qqS6VGvynCRA1ijyXrrga46LPozEvxUQnMS3Nu91227kvvvgiLM5Kiz5ppLs6KEQ/+ndFi0HlY/ny5f5OUFfa+jvqpKm7Xv1bIa9ur7qr6du3b2x37FBtHY96H72f3lfvr/3Ih2YpVtWVfg8aBLvffvv5/9dSBPksx5xk5rN23Am/bJnGgDQd3dR1mdzFd+P9cf2Pbu4Pc3033uOe/b/58+NeD1VDV+w77LCDX08jl6ugZ5991m+vL76qMqprhPCsWbN8A7G+XEceeaSbM2dOuEk5GtuiK7pc++EXmo8//thPdaK/ZdzI/OqmY0JX1epirAZ+/Q11V6i/i6rbyl6xa7qP448/3m+jk6mOr3zU1PGo19Xr6330fvnupy7Qjj76aP85FUATJkzwjyuA+vXr59uxVNaxY0c3d+7c4NnpYj5rx53ww7KVa1e6m9+52R0w/ABX59E67hdDfsFAwlpy//33+4M317UkNBWKTgZ6jhq0NfePxpdUBQWHXltBoCtWjS3I9SpPgaP9iWvTKXTRAMIePXqERdVK1VC6W4wmUtQ+6K6xa9eu/mSZae6uiKq2VE2p55100kkVrqOeSXUej3odvZ5eV6+v94mbCiikY1HT8OuORcGj71pF4a62oCuuuML/7nQRoPaVylQX1ibO2kVGB/RBBx3kb63zqU9WNZHm/InqcjWFtaorFi5cGG4aa968eX6OJ63eptfSl+jCCy/Ma/zGqFGj/HO1Nnqx0yJiqsabOHFiWFSldKWsE6LuIPR++v3rGNKVuqrA8u2VpOoyNdzrBKrjSQuE5dpLTKrqeNT2ep6eH7XV6HXzqRbVXdZtt93mg0evcckll+R0d6S7yN/85jf+PdVF+h//+Ee4SeIRIEVIV4k6aP/617+GRVmpS60acaPbcP0ccsghvoti7969fY8eNe7qpKL/6t+9evXy63OoZ1X0HJ18dOWc76jpstOa5NugWYg01Ymu5nfZZZe8rpZzob+N7grVfhH93fRe6tL7yiuvhJub6IIiGpinkd0PPvhgznehYjke9bjKtV30HD1frxPXZbwiupjR8ajXUA8tdVbJ19ixY0s7N+jCKm6cT9IQIEWqbdu2rm7dunmfwCOqptCXUj1MdFVa9gtc0Y8GBKqL6M033+xPPvmcJMqKRmRrbAv+P01oqCvfXGaFzUbVijrBqtE3+tupvUIXG9XZeK0Bimr/0vtpffF876jyPR5Vru20vZ6XrdotpDa4qN1OFzOVPR71/nfffbfvGKG2F92VL6niC4LqQIAUqU8//dQ3erZr1y4sMlMjveak0hcy+tG/c7mdz4XqmFVNoCs9bEgnfZ3M4mYrzkQnQ43VUNVmdILVSVxhb7mitlLHDt0haOJI7YMGMmZaUCsXmY5HPW6l56r3nwJbx6KqUfPpUZaNBtAqPLYu+W62adTITRgyxK2roB0lKQiQInbNNdf4L6q+WGmgBkp9cWvypJYWaoNo3ry5v6vMtriRqI7/+uuvd/vuu29paKh7qerydXFRmzTiXdWbusDRjxq21UW4NqntUOGsHmZqA1IDe1U13lfko5JQv6NLF3dR48buxjPOcDOmTg03SQQCpIjpS6n1MzSmIN9G0JqmrpH64qqBEhVTe4LaETQFjAbyhaaWnIS0zK8abKPQaNasma86sVZlVifdfUSDCHVXUluD8DTXWtR+p/agfBrYK+vtCRPc9a1b+yC579JL3dcJ+zsRIEVu4MCB/ovRv3//sCgxdNJQv3p1jaxM9UMxiGayVTWI2pleeuklH7pqZNffWfXrulN54IEHfOCkgT5D1OB9xBFH5LSIVVVQdVfU00tzrdXWdDk/rlnjnhswwF32P//jLj7qKDe8JPBX1PIdWYQAKXK682hccnWjRu585yqqKRqzoi+xupEiO3Wt1e9LXWT1X3WV1niLRx55JO9urkmhMHzooYf8HZY+07nnnlttg/C0sqVGnmsuNk2po1me8+nyXl2WlvztBt5wg78bueqEE9zkp5+u9ZoDAgS+V5SuWrt37x4W1Tp9cXX1pxG9FQ3KQnmalkQnWd11qFE6n/EVSafPou620SA8dRGv7BQsEZ2MNThTgyL1+9MYm3zGJ9WUz6ZPd306dfJB0uvss92sSk7ZXxkECLxzzjnHV29oQJd63yTlJ5r6QvXQyM0999zjf2f5jmlIE41eP/nkk/3n1NgUTf5YGVOmTCntunzYYYflNBdbbVK17qvPPuuuLvkdXKLpbKqwJ1g+CBB4n332mQ8QfYGS9qMGTORODb0au1EMNN9WNEmhBuFpNud8aKp6DSrU81WNq2q+2q4WyseqFSvc3FmzNnhMdyZlf/509NGuR9u27h933eV+WLZsg20riwABCogaxtVbTV1fi4UG4WnEfDQIT3NyZVurXL3UNPZFbRxq69Doeo3qLwQKjbLUCK/eW0N693b3XnzxBmWVRYAABSRaNe/tt98OiwqeOgh06dLFB2i9evV8VV5FI8yffPJJt/vuu/vfk+bA0uj7QhIGSER3H5c2a1b6b203dfRod90pp7huTZqU2TJ3BAhQQNRFV20CxUzruB977LE+IDTHVLQwmUJV4170uMbKZFvtMq3CANEdyILZs93QPn02uAPRdvd06+aWVGJAJAECFAhdgasKR4MF4fzstnvssYcPDN1xRHcm9957b4V3JoUibAOJfnSnsbTMipB6bO5//lPmmfkjQIACoTU6dLKsqplyC4HW2bjuuut8eGhUe1XPWJxE4R3I2pKwnP/55+6BK690g3r2LH1c26msMggQoEBobQmN/aiN6T6QHGGARJYtXuyubN689N+ZtssHAQIUAA2w0+A6rXuP4pYpGL4rufvq3rJl6b8zbZcPAgQoABpxruorzRuF4hYGQ9kqrCduvbX08XA7CwIEKABt2rTxA+GsC3WhcISN55qAUQMJR/39725NmWlfCBAAflp+rQOiAXRATSJAgJR76qmnfPXV+PHjwyKgWhEgQMppWWKtlFfIYxuQTAQIkGKa00nTmnfu3DksAqodAQKk2MiRI331lVYiBGoaAQKkWIcOHdw222xTZYsqAfkgQICUWr16tdt22239ehZAbSBAgJTSYkqqvhoxYkRYBNQIAgRIqfPPP99tueWWft14oDYQIEAKrV271u2www7ujDPOCIuAGkOAACk0YcIEX301dOjQsAioMQQIkELdunVzderUKZh1vJFOBAiQMpowsX79+u60004Li4AaRYAAKfPyyy/76qtBgwaFRUCNIkCAlLnsssvcZptt5hYvXhwWATWKAAFSRMvV7rbbbu7EE08Mi4AaR4AAKfL666/76qt+/fqFRUCNI0CAFLn66qvdpptu6hYsWBAWATWOAAFSZO+993bHHXdc+DBQKwgQICWmTZvmq6/uu+++sAioFQQIkBI9evRwG2+8sZs7d25YBNQKAgRIif333981bdo0fBioNQQIkAIzZszw1Vd9+/YNi4BaQ4AAKXDeeecx+hyJQ4AAKTBv3jzfA2urrbZyb775ZlgM1AoCBEiJ2bNnu1133dXttNNObtasWWExUOMIECBF1BZSr149t9dee7n58+eHxUCNIkCAlJk8ebKrW7euO/TQQ92yZcvCYqDGECBACo0cOdJPadKiRQu3evXqsBioEQQIkFIPPfSQ75l11llnufXr14fFQLUjQIAUu/HGG32IaI0QoKYRIEDKdenSxYdInz59wiKgWhEgQMppjfQ2bdr4ebIGDx4cFgPVhgABCsDKlSvdMccc45e6ff7558NioFoQIECBWLJkiTvwwAP9aPU33ngjLAaqHAECFBCNVtea6Rqt/sknn4TFQJUiQIACM3PmTLf99tszWh3VjgABCtCUKVNKR6t/9913YTFQJQgQoECNGjXKj1Zv3rw5o9VRLQgQoID169fPjxFp3749o9VR5QgQoMD17NnTh8ill14aFgGVQoAAReDCCy/0IXLbbbeFRYAZAQIUAY1Wb9u2rR+tzrK4qCoECFAkNFq9WbNmfrT62LFjw2IgbwQIUEQ0Wr1hw4Zuyy23dK+//npYDOSFAAGKzJw5cxitjipBgABF6IMPPvCj1ffcc0/31VdfhcVATggQoEhptPoWW2zhGjVqxGh1mBAgQBEbPXo0o9VhRoAARa5///5+jEi7du0YrY68ECAA3E033eRDpHXr1mERkBEBAsDbf//93SabbBI+DGREgABwa9ascfXq1fPVWECuCBAAbty4cb4Ka9iwYWERkBEBAsBPtqgFqJYvXx4WARkRIECR00SLO++8s59sEcgHAQIUuYkTJ/rqq8cffzwsAmIRIECRu+SSS9zmm2/uli5dGhYBsQgQoIhp4GCDBg1cq1atwiIgKwIEKGJTp0711VcDBgwIi4CsCBCgiHXv3t3PhbVo0aKwCMiKAAGK1E8//eSnc2/RokVYBOSEAAGK1FtvveWrrx544IGwCMgJAQIUqRtv7Os222wLFpSCGQECFKnf/Ob/uXbteocPAzkjQIAiNGvWYte48cNu6NDpYRGQMwIEKEL9+7/tmjR52M2f/31YBOSMAAGKUPv2/3SdOo0KHwbyQoAARea///3WV18NHvxeWATkhQABiszAge/6AJk9+7uwCMgLAQIUmQ4dRrqzzx4RPgzkjQABisi8ecv83cfDD78TFgF5I0CAIvL44+/7APnssyVhEZA3AgQoIuefP9qdeebw8GHAhAABisTChT/4sR8PPvhWWASYECBAkRg2bKavvvr442/CIsCEAAGKRNeuz7o2bZ4KHwbMCBCgSBx//GCqr1ClCBCgSCxatMKtXbs+fBgwI0AAACYECADAhAABEkY9pTKJK4tom86dR7v1638Ki3J6PpArAgRImLiTfFxZRNvccMNEN3LkR2FRTs8HckWAAAkTd5KPK4tom8WLV/guu99+u6pcGVBVCBAgYeJO8nFlkWgbDRzs1WtyhWVAVSBAgITRST7uJ5toG7WBaOr2GTMWlisDqgIBAiRM3Ek+rixSdpvp0xe4jh1Hljao5/J8IFcECJAwcSf5uLJIuM0tt7zshg//oMIyoDIIECBh4k7ycWWRcJulS1f5BvUlS1aWKwMqgwABEibuJF+2bPLkL30bR7NmA12nTqPctGnzy20TefrpD13PnpMqLAOsCBAgYeJO8mXLuncf7z766Bu3atVaN3r0x65VqyHltomoDUQhU1EZYEWAAAVg7txl7owz/hE+DFQrAgRIOQ0aPPfcke7VV+eERUC1IkCAFPvgg4W+gfxf//o0LAKqHQECpNSoUR+7k056wr3xxtywCKgRBAiQUmoQD39WrPgx3AyoNgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+F9+9px5l8n3RAAAAAElFTkSuQmCC)
PN: 3H30-D-09
CAS: 1049783-45-0
Molecule Weight: 352.66
Formula: C15H15BrClN3
![2-[5-Fluoro-2-(pyridin-2-yl)-1H-indol-3-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-48
CAS: 1049787-50-9
Molecule Weight: 291.75
Formula: C15H15ClFN3
![2-[7-Bromo-2-(pyridin-2-yl)-1H-indol-3-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-D-11
CAS: 1052405-41-0
Molecule Weight: 352.66
Formula: C15H15BrClN3
PN: 4H15-1-44
CAS: 5691-08-7
Molecule Weight: 222.247
Formula: C14H10N2O
PN: 3H30-5-56
CAS: 374064-07-0
Molecule Weight: 273.76
Formula: C15H16ClN3
PN: 3H30-5-57
CAS: 374064-06-9
Molecule Weight: 273.76
Formula: C15H16ClN3
TSCA: Not listed on TSCA inventory