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)
| Product Number | 4H56-1-WR |
| Purity | 95 % |
| CAS | 906352-71-4 |
| MDL Number | MFCD09064962 |
| Molecular Formula | C13H19NO2 |
| Molecular Weight | 221.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-WR
CAS: 906352-71-4
Molecule Weight: 221.3
Formula: C13H19NO2
![1-[2-[(Tetrahydropyran-4-yl)oxy]phenyl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACFDAAAhQwHouGxfAAACIHpUWHRtb2xTb3VyY2UAAHichZRZj5swEID/ysjPjQ8gkEQhq2hXlSrttlJ3K/WtcsDJIgW8MuT69x1zpDibQgIaMzOfjzm8fDjnezgqU2a6iImgnIAqEp1mxS4mv96+TmbkYbVM0AkdizIm71X1sWDsdDrR5F3l8qwLmuicNPbFucwcn5NPtdkxj3PBfr88v9bMJCvKShaJQqrMFmWtfNaJrOpd/GcJlktzzArWuLPcHJvZ/njcPpyey5T8O8sj2taIwjbbK9hqk8sKjh6n+PAvsFOFMrJSKWwuqPZpgGdfLV+edHLIVVHh0M6QJXL/WplDgopc71VywMlw8O0pJrlAQFY6XxsjL2BHVi0FSA+kDzIAOQUZgoxAzkDOQQqOL9oFOgj0EOgiphjzvbKLvl0+VEy+w6Pz/9GXGDIvJlPq+0EEuGeOU7aiVbo2j4ZhFHRCoM2POoGBwF8nWqUDELjgaq3DhNMostKjvrDSp3xmZUBDz0pced7/7uydf8tf15sG3G6wNrZfjQ3jyq6BXS03ukh7Q8jSmGwEqSP+U21Lrw06AW1SZbCO7QTWtQ94LmBTNAz4LmATegXW94DABWz6h4GpC9hiGQZCF7ClNQxELmALcRiYfTr0CDB3AVvnw2EV3CXqthhBbpNdt9EIc5Pvpu1GmJuUN206wtxkvWnrEeYm8d01MMiEd2Jwl2G9fmHdpYXDTxca6912DO/41V/oWsMLmcrfJQAAQC1JREFUeF7t3QecFOX9x/G/IljADiogEQEVxF4ANRZAwV7REBW7WGKJGI0CFgTEGHuwoIKgoFFEYxc1KnYUC6KAiiiiWOhFAUF///vuZe/2ntm7W2Znp+x+3q/X84ph55mbnbl7vrsz8/zm/wwAAB/+z/0HAAByQYAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ESJxMmWJ23XVmnTqZbbmlWf365U3/3bGj2aBBZpMnu70AIBIESBzMnGnWo4fZaquVHZH/q7lpmRNOMPvmG3ctABAqAiRq48ebbbKJNyhqa40alfcFgIgQIFGaMMFsnXWqBsP++5vdd5/ZtGlmixeb/fyz2Zdfmo0YYda1a9Vl1VfrAIAIECBRWbjQrGXLyjBYf32zZ55xl/J67jmzDTao7Kd1aF0AEDICJCqXXVYZAg0amE2c6C5RPS2ri+vp/pdf7i4BAAVHgERh0aKq3yLuvdddonZ3313ZX+vS6S4ACBEBEoVRoyoH/xYtzH77zV2iduqj23vT69E6ASBEBEgUevasHPivucZ9NXf9+lWu56yz3FcBoKAIkCjsvHPlwP/KK+6rufvvfyvXo3UCQIgIkCg0aVI58M+a5b6au+++q1xP06buqwBQUARIFNZaq3LgX7rUfTV3v/xSuZ6113ZfBYCCIkCiEFSAqC8BAiAiBEgUOIUFoAgQIFHgIjqAIkCARIHbeAEUAQIkCpkTCVXLyu9EQk1CTK+HiYQAQkaAREGlTFQ8MT34Dx3qLlE7lT9J91cpE60TAEJEgETl0ksrA2Dddc0mTXKXqJ6WVQHGdH8VZgSAkBEgUVmwoGotqw03NHv+eXcpr7Fjy5dN99NpLK0LAEJGgETp3XfL52+kw0CtS5fyh0fpIVJLlpQ/UGr6dLMHHjA78MCqy2o+idYBABEgQII2ebLZUUeZtW5t9thj7qteb71l1rBh1WDIpamP+tZG29O+vdmee5o9+6z7KgD4RoAEZd48swsuMKtbt3KQ33RTd6nsZswwO/54s9VW8waF27RM9+5mX3/triW7446r2v+gg8ymTnWXAoBVRoDka+VKszvuMNt4Y+9gv8su7tI107eFa681228/s+bNy595rrbFFuX/NnCg2aefur1qdtFF3u1SyOnf5893lwaAnBEg+dBM8O239w7QaocfbjZzptsjfMuWmV18sVm9et5tbNTIbMiQ8hAEgFVEgPihC9y6zuEOyGrbbmv24otuj+h99pnZIYd4t1dtxx3NXn3V7QEANSJAVoWeO3755WZrrukdhDfayOxf/zJbscLtFS+6VVgX+N3tV+vWzeyrr9weAJAVAZKL3383Gz7crHFj76C7xhpmf/mL2dy5bq/4+vVXs1tuqTqfJN10a3DfvuW3EANADQiQ2uhW2XbtvAOtWufOZp984vZIjtmzy4sw1qnjfW8qD6+5JwBQDQKkOt9+a3biidlvrVUBxMcfd3sk18SJ5Xd5ue9TrUMHs/Hj3R4AQIB46Cl//fub1a/vHUxVs2rQILPly91exeHRR6uWV0k3hejJJ+f38CsARYcAyfTII+XzL9wBdPXVzU45xez7790exUe3/Q4YULVYY2aAai6KlgFQ8ggQ+egjs3339Q6YaioB8t57bo/ip8flnnRS9lN4KuA4ZozbA0CJKe0A0UXkM8/MfhF5883NRo50e5Sed94pr6Xl7h+1jh3NPv7Y7QGgRJRmgOg21ptuKn8QkzsoqjrulVeWV8FFOd3GfP/9Zk2aePeXbmM+5xyzOXPcXgCKXMkFyCJVpN1mG+9AqKbCg7kWKSxFmkjZp0/2iZSaU3LrrfGfSAkgMCUTIDOmTrVhBx1kT5QNdnPcwW/nnc3GjXO7oDp6Pskxx3hDRK1Nm/KHXgEoekUfIPPnz7eLLrrI/lC3rh1bNsDdXNbeTQ92KiZ4zz1mv/3mdkMuXnnFbIcdvCFS1mYceqgt+PxztweAIlK0AbJy5UobMmSINWzYsGw8+79U27WsXVDWHqlXzxaoQi2Pgs2fKvnedVeVh2LpG96TZa132X6+/W9/s4ULF7q9ABSBogyQV1991XbccceK4Ei3Dctav0MOsbmqTItg6dkif/1r6lkj+oZ3S1nTN74mZW2TTTaxe++9t+yLHt/0gGJSVAHy1VdfWbdu3TzBoda6dWt7XpVoUVArpkyxcQcemPqmp298mcdgl112sddee83tAiChiiJAlixZYn379rW11lrLExwbbrih3XLLLbaCu4NC9d4zz9huW2/tOR5q3bt3txl6jC+AREt8gNx///3WtGlTzyBVp04dO/vss20O8xMi8+uvv9oNN9xg66+/vuf4rL322nbVVVfZz8y3ARIrsQEyfvx469Chg2dgUuvYsaNNVIVZxMJPP/1kZ5xxRirU3WPVrFkzGzVqlNsFQAIkLkBmzZplJ598sq222mqewWjLLbe0R1VRFrH04Ycf2j777OM5bmp77bWXvVeKNceABEtMgCxbtswGDhxoDRo08Aw++rcBAwaklkH8Pfzww7bFFlt4juPqq69up556qv3www9uFwAxlIgAGTNmjLVo0cIz4OhbyEknnWTfqXIsEmXp0qV2zTXXWP369T3Hdb311rPrrrvOlhfrc1eAIhHrAPn4449T1zPcAUZN1z/eUaVYJNrMmTPthBNO8BxftVatWtkTTzzhdgEQE7EMEN05pTuo1lhjDc+gojuudOcVisubb75pu+++u+d4q+2///726aeful0ARCxWAaK5Grfeemtq7oY7iGiOR58+fWyxKsKiKP3+++9233332WabbeY5/vowcd5559ncuXPdbgAiEpsAGTt2rLVp08YzcKgdc8wxNl0VYFESFi1aZJdddpmtueaant+FjTbayAYPHszEUCAGIg+Qzz//3A499FDPQKG2ww472Cuq+IqSNG3aNDvyyCM9vxdqbdu2tZdeesntAiBEkQWIKrTqAnm2yWWqoHvXXXelKuoCCortttvO83uits0229j777/vdgEQgsgCpH379p7BoG7duvbXv/419QwPIJM+TNx+++228cYbe35vNA8IQPgiC5AmTZpUGQQOPPBAmzJlirsYUMW8efPs/PPPT006TP/uaD4QgPBFFiB77713xQCw0047uS8DNVKIpH9/6tWr574MIASRBUjXrl0rBoDOnTu7LwM10iz29O+PbvEGED4CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgADRI0CQSAQIED0CBIlEgKA2u+46pEobMmSCu0i1MvvVJNflssmnb1wQIEgkAgS1cQNk772H2dy5v7iLZZXr4J7rctnk0zcuCBAkEgGC2rgBonbdda+7i2WV6+Ce63LZ5NM3LggQJBIBgtq44aHWvv099s03C91FPXId3HNdLpt8+sYFAYJEIkBQm8wB+uyzn6r478sue9Fd1CPXwT3X5bLJp29cECBIJAIEtckcoD/99Cfbbbfy/9b/6v/XJNfBPdflssmnb1wQIEgkAgS1cQfov//9xYr/r28kNXH7VifX5bLJp29cECBIJAIEtXEHaF37aNfunop/e+utmU6PSm7f6uS6XDb59I0LAgSJRICgNtkG6EGDXq/4tz//+VH7/feMDhmy9c0m1+WyyadvXBAgSCQCBLXJNkBrHsgf/zi04t+feebzjB6VsvXNJtflssmnb1wQIEgkAgS1qW6AvvPO9yr+/bDDHrRff/2tyutSXV9X5nL5tKSKLEC22267igFg4403ts8++8xdBMhq3rx51qFDh4rfnzp16riLANUO0D///Kvtv/+IitdGjfq4yutSXV+XGwR+W1JFFiBNmjSpGADU6tata7169bIFCxa4iwIpK1euLPv0eGfqA0fm785qq63mLgrUOEA/9NCkitc6dx5hS5Ysr/J6TX0zuUHgtyVVZAFy9dVXVxkE0q1Ro0Z2991322+/eb9WonS9/PLLtv3223t+X9T23ntvd3GgxgFap610+ir9+u23v1vl9Zr6Zsp1uWzy6RsXkQWIvP/++9alSxfPgKC200472auvvup2QYn58ssv7eijj/b8fqi1adPGHnnkEbcLkFLbAP3ss19UvL7XXkNt9uyfK16rrW9arstlk0/fuIg0QNKee+45a926tWeAUDv22GPtq6++crugyC1evNh69+5ta665pud3YqONNrLbbrvNVqxY4XYDKtQ2QOsWXt3Km15m4MDXKl6rrW9arstlk63vd98tsieemGpXXPGyHX/8mLIP2A+k6nd17DjcTjvtCRs69ANbsGBpxlqiFYsAkV9//dVuvvlm22CDDTwDhu6yueKKK2zJkiVuNxSZ38v+qocPH+65Rqa2xhpr2Lnnnmtz5851uwEe2QZolyYTppfRJMOvv56f+vdc+kquy2WTrW/mv1XXdM3mnXeqnwQZptgESNrs2bPtrLPOSt1Z4w4gTZs2tQceeMDtgiLx9ttvl/0Rt/McdzXd6j1p0iS3C1CtbAN0Nuec83TFcpdc8kLq33Ltm+ty2WTrq//WNw59A3njjRk2f/5S++WXFanaXZdeWlmKZY897rUvv5yXsbZoxC5A0iZOnGj77befZyBR22OPPWz8+PFuFyTUt99+az169EjdTeUe65YtW9rjjz/udgFqlW2Aziaz0KLapEk/5tw31+Wyydb3ooueT53Gqo5Os6X7XH75S+7LoYttgKQ9+uijtuWWW3oGFg02J598ss2aNcvtgoRYunSp9e/f3+rXr+85vuuuu64NGjTIli9f7nYDKqxYUf3dmtkG6OqoxHt62TPPfDLnvrkul42fvt9+u7CizwEH3O++HLrYB4gsW7bMBgwYYA0aNMg60Fx77bUMNAkzevRoa968ued4rr766nbKKafY999/73YBKuhbQ3qgv/jisfbbb96iVqsyQKvQok4dZfbJpW+uy2Xjp+/y5Ssr+nTocI/7cugSESBp3333XbWnOlq0aGGPPfaY2wUx89FHH1V7anLPPfe0d9+tej8+kGnOnJ+tX79Xbffd764yAE+b5r2xYlUHaD3uNrNPLn1zXS4bP30/+2xORZ9DDx3lvhy6RAVImi62tm/f3jMAqXXq1ImLrTGkmyN69uyZ9eaIzTff3EaOHOl2ASpo4t/w4R/aPvvc5xngDzpoZOpCs2tVB2gVWtx772Ge9dck1+Wy8dM38xpI//7j3JdDl8gAEd3uOWLEiGpv9zznnHPKPq3McbshZLo9+6abbsp6e/baa6/N7dmo1auvfmVHHPGQZ2BX091KP/1UOQEwk58B+q67Kgst5tI31+WyWdW+H374fcU3L/0vd2EFQBPO+vTpk3XC2YYbbmi33norE84i8uyzz9o222zjOS5qxx13nH399dduF6CCBsjMW2wzW48ej9nEiT+4XYqWQlKTCtPv/8Yb33IXiUTiAyRt+vTpdswxx3gGKjWVvBg7dqzbBQUydepUO+iggzzHQU0lasaNi/6rN+Jr4cJl9o9/vFHl6YHp1rXrA/bUU59V+yCoYrRo0XLr3n10xT7QDPVly+LxobhoAiRNRfd22GEHz8Cldthhh9nnn2d/gAzyN3/+/FRFZVVWdve9imTec889FMlEtVau/M0efviTVNkONzg0cW7w4PGpUuylZOnSFXbqqf+pEqA//hifU75FFyCSLvvdsGFDz0BWr149u+SSS8o+5Sx0u8EnhYIqKCsksu1vyvSjNuPHf2vHHvuIJzjU/va3san5D6VGt+yee+4zFftBBR91+3KcFGWApOkT8YUXXpj1E/Emm2xi9957L5+I86SKyTot5e5ftYMPPpgHhaFGM2cuLPuAMdYTGmrHHTfa3n33O7dLSdC3scz9oovmr702w10sckUdIGlTpkyp8gjdzLbLLrvY66+/7nZBLVQhWZWS3f2ppsrKqrAMVEenom67bXxqMpwbHJ06jbBHHvk06+TAUqD33bfvf6vsk//8Z4q7WCyURICkPf3007b11lt7Bjy17t2724wZ8Uv4uNEtt7r1VhWS3X2oW3VVUVm37gLZ6OK3ypVn3lGUbrpofv31b6Yuopeya6+tOqFR81/iqqQCRDS43XDDDbb++ut7BkDNS7jqqqvKPh1lv6+81KkSsioiu/tNkwNVQVmTBYHqfPTR96nbb93gUNO5/unTy0uplzJ9K8vcL7fe+o67SKyUXICk/fTTT3bGGWdknRndrFkze/DBB90uJUuVj1UB2d1PaipLosrJQHV++EFztaqekkm3o476t40bx3ygNHf/1NaiviOrZAMk7YMPPrB99tnHMzCq7bXXXjZhwgS3S8lQpWNVPM5We0wVklUpGaiO5ircfff7qbuH3IFPJUlGjPgoVaIEldz9VFsjQGLi4Ycfti222MIzUKo67GmnnVb2Kap0Zr2qsrEqHKvSsbs/VBFZlZFVIRmoztix0+yQQ0Z5BjzdTaRiiKo7heQjQDLo+RT9+vXL+nyK9dZbz/7xj38Ufdl4VTRWZWP3/etbyEknnZSqiAxUZ8qU2XbGGU94gkPt9NOfSL2O4kGAZDFz5kw74YQTPIOoWqtWreyJJ55wuyTexx9/nKpk7L5fNVU+fuedeF/MQ7Rmz15gffo8YrvtdqcnOPRNRN9IUHwIkBq8+eabZV+5d/cMqGr777+/ffrpp26XxFHFYlUuVgVj9z2q0rEqHqvyMZCN7mq8+ea7rGXLg6x581OsbdtrKoJD1z6GDJkQm7pNCB4BUgsNnvfdd59tttlmngFWg+55551nc+d6H2YTd6pQrErFqljsvi9VNlaFY1U6Bqrz1FNP2VZbbWV16qxl663X1ho3PrTs/19gO+10q/Xu/d/U3VcobgRIjhYtWmSXXXZZ1rLxG2+8sQ0ePDgxZeNVmVgVit33oaaKxqpsDFRn8uTJ1qVLlyq/N2uttWnZ38Eedsghfe3997ktt1QQIKto2rRpduSRR3oGXrW2bdvaSy+95HaJDVUiPvTQQz3braYKxq+88orbBagwb948u+CCC7LWlttssyZ2//2jS7b8SKkiQHxSUCgw3D8kNQWMgiYuVHlYFYhVGdfdVlUsvuuuu1IVjIFs9Ltxxx13pL5pu78/+p269NJLqW5dogiQPOiUlU5dZfvD0qkunfLSqa+oqNKwKg6r8rC7ffoUqUrFqlgMVEfP19l+++09vz9qhx9+uH3xxRduF5QQAiQAuoiui+nZ7mTSxXddhA/7TiZVGFalYXd71FSZWBWKgep8+eWXdvTRR3t+d9S23XZbe+GFF9wuKEEESIB0W69u73X/4NR0O7BuCy40VRRWZWH356upErEqEgPV0Z13vXv3znqzyEYbbWS33XZbYm4WQeERIAWgiYaacOj+AappgqImKgZNFYRVSVgVhd2fqcrDqkBMmXVUR9+Qhw8fbo0bN/b8/uib9bnnnpvI29VRWARIgajkiUqfqASK+wepUikqmaLSKUEYNWpUqoKw+3NUaVgVh1V5GKjO22+/be3atfP8/qh17tzZJk2a5HYBUgiQAlMRRhVjVFFG949TxRtVxNEvVQpWxWB3vWqqMKxKw0B1vv32W+vRo0fWasstW7a0xx9/3O0CVEGAhCTIwb6QoYTip2++/fv3z1o0VBWYBw0aVPRFQxEMAiRk+ZxuCvO0GIrT6NGjrXnz5p7fH30YOeWUU+z77793uwDVIkAi4OeCdxQX5lE8PvroI9t33309vztqe+65p7377rtuF6BWBEiEcrnlNg63BiO59Jz6nj17Zn108+abb24jR450uwA5I0BioKZJf9laVJMTkSx6AFi28jX65nvFFVekvgkD+SBAYqKmsiPpFofyKEiGO++80/P7o3bcccfZ119TLRfBIEBiJl340L21Mm4FGhFvF198cZXfH9WzGjdunLsYkBcCJKaOOuqoij/+TTfd1H0ZqNGwYcOqBIhu/QaCRoDE1Jlnnlnxx6+nvgGrQtfIMgOkptvDAb8IkJgiQJAPAgRhIEBiigBBPggQhIEAiSkCBPkgQBAGAiSmCBDkgwBBGAiQmCJAkA8CBGEgQGKKAEE+CBCEgQCJKQIE+SBAEAYCJKYIEOSDAEEYCJCYIkCQDwIEYSBAYooAQT4IEISBAIkpAgT5IEAQBgIkpggQ5IMAQRgIkJgiQJAPAgRhIEBiigBBPggQhIEAiSkCBPkgQBAGAiSmCBDkgwBBGAiQmCJAkA8CBGEgQGKKAEE+CBCEgQCJKQIE+SBAEAYCJKYIEOSDAEEYCJCYIkCQDwIEYSBAYooAQT4IEISBAIkpAgT5IEAQBgIkpggQ5IMAQRgIkJgiQJAPAgRhIEBiqndZgLQs+8NX60yAYBURIAgDARJTI8sC5JyyP3y1qwgQrCICBGEgQGLqw7IAebzsD1/tRQIEq4gAQRgIkJhaVhYgS8r+8NV+IUCwiggQhIEAiauyACn7yy9vBAhWEQGCMBAgcUWAIA8ECMJAgMQVAYI8ECAIAwESVwQI8kCAIAwESFwRIMgDAYIwECBxRYAgDwQIwkCAxBUBgjwQIAgDARJXBAjyQIAgDARIXBEgyAMBgjAQIHFFgCAPBAjCQIDEFQGCPBAgCAMBElcECPJAgCAMBEhcESDIAwGCMBAgcUWAIA8ECMJAgMQVAYI8ECAIAwESVwQI8kCAIAwESFwRIMgDAYIwECBxRYAgDwQIwkCAxBUBgjwQIAgDARJXBAjyQIAgDARIXBEgyAMBgjAQIHFFgCAPBAjCQIDEFQGCPBAgCAMBElcECPJAgCAMBEhcESDIAwGCMBAgcUWAIA8ECMJAgMQVAYI8ECAIAwESVwQI8kCAIAwESFwRIMgDAYIwECBx1a9fZYB06uS+CtSIAEEYCJC4WrTI7KyzzI4+2mzqVPdVoEYECMJAgABFiABBGAgQoAgRIAgDAQIUIQIEYSBAgCJEgCAMBAhQhAgQhIEAAYoQAYIwECBAESJAEAYCBChCBAjCQIDEyZQpZtddVz7zfMstzerXL2/6744dzQYNMps82e0FeBAgCAMBEgczZ5r16GG22mplR+R/5Uuqa1rmhBPMvvnGXQtQgQBBGAiQqI0fb7bJJt6gqK01alTeF8iCAEEYCJAoTZhgts46VYNh//311282bZrZ4sVmP/9s9uWXZiNGmHXtWnVZ9dU6AAcBgjAQIFFZuNCsZcvKMFh/fbNnnnGX8nruObMNNqjsp3VoXUAGAgRhIECictlllSHQoIHZxInuEtXTsrq4nu5/+eXuEihxBAjCQIBEQaXaM79F3Huvu0Tt7r67sr/WpdNdwP8QIAgDARKFUaMqB/8WLcx++81donbqo9t70+vROoH/IUAQBgIkCj17Vg7811zjvpq7zKcW6uFTwP8QIAgDARKFnXeuHPhfecV9NXf//W/lerRO4H8IEISBAIlCkyaVA/+sWe6rufvuu8r1NG3qvooSRoAgDARIFNZaq3LgX7rUfTV3v/xSuZ6113ZfRYmaPXu2tW/fvkqADBo0yFasWOEuCuSFAIlCUAGivgQI/ufXX3+1m2++2TbYYIMq4ZFu2267rb344otuN8A3AiQKnMJCwJ577jlr3bq1JzSytcMPP9y++OILdxXAKiNAosBFdATks88+s4MPPtgTEmo77rijXXTRRbbxxht7XqtXr55deumltpAqBsgDARIFbuNFnhYsWGC9evWyunXresKhUaNGdvfdd9tv/5tfNG/ePLvggguyLrvpppvasGHDKpYFVgUBEoXMiYSqZeXnj1d9NAkxvR4mEpYEDfQKB4WEGwYKCIWKwiWbyZMn2wEHHODpp7bbbrvZG2+84XYBakSAREGlTFQ8MT34Dx3qLlE7lT9J91cpE60TRW3cuHG20047eQZ/NZ3G0umsXDz55JO21VZbedahdvzxx9s3PGsGOSJAonLppZUBsO66ZpMmuUtUT8uqAGO6vwozomh9/fXXduyxx3oGe7VtttkmdQF9VS1fvtyuv/76ss8x63vWuc4669jVV19tv+g2caAGBEhUdJohs5bVhhuaPf+8u5TX2LHly6b76TRWNacskGxLliyxK664wtZaay3PIK9bdXXLrm7dzcePP/5op59+uq2++uqen/GHP/zBHnroIbcLUIEAidK775bP30iHgVqXLuUPj9JDpMoGkNQDpaZPN3vgAbMDD6y6rOaTaB25yHOgQbgeKDvem2++uWdQr1OnjvXs2TM1WTBI77//vv3xj3/0/Dy1vffeO/U64CJAovbWW2YNG1YNhlya+qhvbTRxTNdb1AYMMFu2zF0CMfJu2QeCPfbYwzOIq+2333720UcfuV0CpW8c+ubh/mx9Q9E3FX1jAdIIkDiYMcPs+OPNVlvNGxRu0zLdu+vEuLuW7I44omp/nTZ79FF3KURs1qxZdsopp5Qd3tU8g/eWZcds9OjRbpeC0bUPXQPRtRB3W3TN5J///Gfep85QHAiQOJk82ezaa63so6ZZ8+blzzxX22KL8n8bONDs00/dXjUr+2P3hJBax46r9hREFIQuZl9bdszXXXddz2DdoEED69+/f9mXxmi+NepurD//+c+e7VLTXVxPPfWU2wUlhgApBbp+olInbojUqWN29tlmc+a4PRCCxx57zFq0aOEZnPUtpEePHvbtt9+6XSKh+SG77rqrZzvVunTpkppfgtJEgJQKXZDv27dqIcd0011dt9xiRrXWUEyaNMk6derkGYzVVEX37bffdrtEThMYhw4dmpq57m6zJjBqprtmvKO0ECCl5quvzLp184aIWuvWud1KDF/mlH3TO/fcc22NNdbwDMJNmjSxESNG2O+//+52ixXVzlINLdXSct+Dam7dcccdtnLlSrcbihQBUqpefdVsxx29IaJ2yCGq0uf2gE96Dsdtt91mG220kWfQXXPNNa137962ePFit1usqZqvqvq670dt++23t/+q0CeKHgFSyvRJcciQ7LcRl33CtIsvZpJinl544QVr06aNZ5BVO/roo2265vgkmJ4voueMuO9N7aijjrIvNZ8JRYsAgdn8+WYXXWRWt643SBo1MrvnHn8FH0uYPqEfdthhnkFVbYcddrCXX37Z7ZJY+ob1r3/9q9pvWJdffnnivmEhNwQIKk2danbQQd4QUdPzRsaNc3vAoWsEl1xySdZrBA3LvundeeedRXuNYO7cufaXv/wl6zWexo0b2/Dhw2N/jQerhgCB17PPmm2zjTdE1P70p9wnMZaQ2u5SuvDCC0vmLqVPPvnEOnfu7NkPau3atbO3cqmggEQgQJCdZhrfeGN5qXg3RFS/68ory+t0wV5//fVq50l07drVpkyZ4nYpCY8//ri1bNnSs080z+XEE0+MzTwX+EeAoGYq2nfmmeWTDt0g2Xxzs5Ej3R4lY8aMGdXO1N56663t6aefdruUHM20HzRoUNaZ9vXr10/NtF+6dKnbDQlBgCA3H35otu++3hBR23NPs/fec3sULdWKuuqqq6gVtQq+//77VK2vbGXjmzdvbo888ojbBQlAgGDV6A9ddbrcECkbGMpGCFtZNlAUswcffLDaarVnnHEG1WproWrDe5Z94HD3n9q+ZR9QCl1tGMEiQLDqdMqhf3+z+vWrhMiSsvbyuuva64MG2Yrly91eiTZhwoQan5fxwQcfuF1Qg5EjR4b6vBMUBgEC/3QR9MQTK8rQf1zW7iprPcrafi1bpi6iJt0PP/xgp512WtZTL1tssYX9+9//drsgRz///LNdeeWVtvbaa3v2rZ64eNNNN3EqMOYIEOTvrbdsfrt29p+yP/xLy9peGQOBbufUbZ1Jo4u///jHP2y99dbzDG669tGvX7/YPjP8u+++s6+++iq131955ZXU/+r/69/jSM98P+644zz7WU3PfH9Wt5UjlggQBOP33+3T4cPtzMaNrbEzCGhimSaYaaJZEjzxxBPWqlUrz2CmdsIJJ9jMmTPdLqH6/PPPU8/i0Cf0s88+O3XtINv8k5qallc/9dd6tD6tN0rjxo2znXfe2bOtagcddJBN1URXxAoBgkD9vHhxqnSFSli4g4BKXajkhUpfxNGnn35qBxxwgGe71XbbbTd788033S6h0DwSVbnt1q1bquKtu21BNq1fP0c/L4r5K5qQec8991ijRo0826YJmRdddJHNV+kdxAIBgoJQET0V03MHATUV31MRvrjQDPHzzz8/awmOzTbbzIYNGxZqCQ79LFWz1W2vKvPublOYTT9f26HtCXMfLFiwwC6++OJqS8IMGTKkaEvCJAkBgoLSwKPy3u4goKZy4Co6GBUNQLfffnvWT/UauP7+97/bokWL3G4Foyf76dtbs2bNPNtTXVONKV1n0nNG9BxzfcNTzSnd5aTrH+mm/69/1+taTsurn/q766yuabu0fWE+gfCzzz6zQw45xLMtajvuuKO9qscSIDIECApOA7VOiVQ3UOsBRSpCGKaXXnrJtttuO8/2qB1xxBE2bdo0t0tB6FO9Hm2rGlHudrhN3wZUAkTfiHRbcVDhpvVofVqv1p/Ltx5tr7Y7rG8lzz//vLVu3dqzHWo65aabBBA+AgSh0akiPfpU57LdQUAXdTWA6Rx4ISkYjjzySM/PV2vbtm0qWMKgUNW3Av1MdzvSTeGqkvAK37AvIOvn6efq52c7jZS5z/Q+wjidpGtnt9xyi2244Yae7VhrrbWsb9++tkSPbkZoCBCETqdAunTp4hkE1FSU8I033nC75E2fsi+77LJqL+4PHjw4lIv7+sSuoKzuLi81PRdd26NH4MaBtkPbo+1ytzXd9H7CulakSYZnnXVWatKhux1Nmza1Bx54wO2CAiFAEJknn3zSttpqK88goHb88cfbN99843ZZZRrQ7rvvvtTFcPdn6KL5eeedF9rtxZqt3qFDB892qKmwYK9evUL/prGqtH3aTm2v+x7U9P7CmpU/ceJE22+//TzbkN6O8ePHu10QMAIEkdKEveuvvz5VhNAdBDRhTxd8/U7Y0223u+++u2e9avvvv3/qtt0w6I4i3eWV7ROzZlzr1EvSSndoe7Xd2n73Pel96v3qfYfh0UcftS233NKzHSobf/LJJ9usWbPcLggIAYJYUBHC008/PWvJEBUvfOihh9wu1dJEP034c9ejplMtmigYFpVzyfbtR4E5cODA0AbZQtH2631k+wCg9x1WOZtly5bZgAEDrEGDBp7tUCl5baOWQbAIEMTK+++/nypO6A4Cavp3vV4dPVfimmuuyXp6RSVJrrvuutQ3njDo5+iGAXc71HR6TuXNi4nej96X+17VtB/C2u8q13LSSSelvn2429GiRQsbM2aM2wV5IEAQS/rGUV3ZdH1TccumP/zww6nihtmWP/XUU1NFEcMyffr01Mx1d1t0G+rLL7/sLl5U9P6y3W6r/aH9EpZ33nmn2ov+HTt2tI8//tjtAh8IEMSWrn3oGkhND27S8yX22Wcfz+tqe+21l70X8oOuNDfCPZ2jawJXXHFFyVSW1fvU+3Wv+Wi/aP+ERTdQ3H///VnntegGinPOOSc2d7olFQGC2NPdWNU9OjZb04zpUaNGuaspuNtuu81zDUfXATQbvxTpfbvXf7R/tJ/CtHjxYuvTp0/WW7g1J0lBAn8IECSG5odonog7CKSbniuhR83qORNh6927t2d7VCqk2K51rCq9f+0Hd99of4VNp9COOeYYz7ao6ZZgrDoCBImimepDhw5NzTzOHAC6d+9uM2bMcBcvOM3A1qNs3QFJNaMKPas+KbQftD/cfaT9FsYMdpdqg+mCeua2hFWBoNgQIEikzE/8Og0RBQ1+7idanaJRwUJ4ab+4p/i0/6IIEVWDztyOmu7uQ/UIECSSbtdN//Hr20gU3G8eqhnFI25rpv3j1tbSfgybrs8QIPkjQJBIUQeILspmDkCawMZpkNxoP7kT/rQ/w0SABIMAQSJFGSC6iyhz8NHdPXF6QFYSaH+5d0WFeXcWARIMAgSJFFWAaB5D5nl8/TenrfzRfnP3ZVjzRAiQYBAgSKQoAkSP6XWLB3LBPD/af5n7U/tX+7nQCJBgECBIpLADRLWc3PIkujUV+XNv8dV+LnTtLAIkGAQIEinsAHELI2pyHPM8gqH96E421P4uJAIkGAQIEinMAFFJ8szqrirPUeozzIOm/ZlZ9kT7u5Cl4AmQYBAgSKSwAkTPu8gc2FQgsFRrWxWa9mtmAUbt90I9L4UACQYBgkQKK0D0ZL3MgUZVZlE42r+Z+1v7vxAIkGAQIEikMAJEz/bO/ETcpk2bgl/cLXXav9rP6X2u/V+IZ6wTIMEgQJBIhQ4QPUuiQ4cOFT9D5+SL/WFQcaH9nHnNScdBxyNIBEgwCBAkUqEDZNiwYVUGGD2uFeFxH4+r4xEkAiQYBAgSqZABouqwrVq1qli/nqTHXVfh0v7OfLKjjkeQVXsJkGAQIEikQgbIyJEjqwwuAwYMcBdBCLTfM4+DjktQCJBgECBIpEIFiM61t23btmLdKq1RqFtJUTPt98zSMTouQV0LIUCCQYAgkQoVIGPGjKkysPTt29ddBCHS/s88Hjo+QSBAgkGAIJEKFSDt27evWG/9+vVt9uzZ7iIIkfa/jkP6mOj4BIEACQYBgkQqRIBMnjy5yqDSq1cvdxFEQMch87joOOWLAAkGAYJEKkSAuFVhp06d6i6CCOg4ZB6XIKogEyDBIECQSEEHiCrCNmvWrGKd7dq1cxdBhHQ80sdGxynfSsgESDAIECRS0AHiDiiDBw92F0GEdDwyj4+OVz7c402A+EOAIJGCDpBTTz21Yn316tWzOXPmuIsgQjoeOi7pY6TjlQ8CJBgECBIp6ABp0qRJxfoOP/xw92XEgI5L+hjpeOWDAAkGAYJECjJApkyZUmUwueOOO9xFEAM6LpnHScfNLwIkGAQIEinIAHEHJu6+iif3bqx8gp4ACQYBgkQKMkC6detWsa6mTZu6LyNGdHzSx0rHzS8CJBgECBIpqABRbaWGDRtWrOvEE090F0GM6Pikj5WOm9/aWARIMAgQJFJQAfLFF19UGUiGDh3qLoIY0fHJPF46fn4QIMEgQJBIQQXI008/XWUgmTBhgrsIYkTHJ/N46fj5QYAEgwBBIgUVIDfeeGPFevQY1UWLFrmLIEZ0fDIfd6vj5wcBEgwCBIkUVID07NmzYj1cQE+GzAvpOn5+ECDBIECQSEEFyL777luxnk6dOrkvI4Z0nNLHTMfPDwIkGAQIEimoAGncuHHFes455xz3ZcSQjlP6mOn4+UGABIMAQSIFFSCZ9ZV49nkyZD4rXcfPDwIkGAQIEimIAFm2bFmVQeTWW291F0EM6ThlHjcdx1VFgASDAEEiBREgelxq5iAybNgwdxHEkI5T5nHz89hhAiQYBAgSKYgAmT59epVBZPTo0e4iiCEdp8zjpuO4qgiQYBAgSKQgAmTixIlVBpHnn3/eXQQxpOOUedx0HFcVARIMAgSJFESAvPPOO1UGkXHjxrmLIIZ0nDKPm47jqiJAgkGAIJGCCBC+gSQT30DigwBBIgURIFwDSSaugcQHAYJECiJAuAsrmbgLKz4IECRSEAHCPJBkYh5IfBAgSKQgAkSYiZ48zESPDwIEiRRUgFALK3mohRUfBAgSKagAoRpv8lCNNz4IECRSUAHC80CSh+eBxAcBgkQKKkB4ImGy8ETCeCFAkEhBBQjPRE8WnokeLwQIEimoAPniiy+qDCRDhw51F0GM6PhkHi8dPz8IkGAQIEikoALk999/t4YNG1as68QTT3QXQYzo+KSPlY6bjp8fBEgwCBAkUlABIt26datYFxfS4y3zArqOm18ESDAIECRSkAFyxx13VBlMpk6d6i6CGNBxyTxOOm5+ESDBIECQSEEGyJQpUwIbmFA4btDruPlFgASDAEEiBRkg0qRJk4r1HX744e7LiAEdl/Qx0vHKBwESDAIEiRR0gJx66qkV61N9pTlz5riLIEI6Hpl1y3S88kGABIMAQSIFHSDugDJ48GB3EURIxyPz+Oh45cM93gSIPwQIEinoAPntt9+sWbNmFets166duwgipOORPjY6Tjpe+SBAgkGAIJGCDhC5/PLLqwwq3I0VD+7dVzpO+SJAgkGAIJEKESCTJ0+uMqj06tXLXQQR0HHIPC46TvkiQIJBgCCRChEg0r59+4r11q9f39fjUhEc7X8dh/Qx0fEJAgESDAIEiVSoABkzZkyVgaVv377uIgiR9n/m8dDxCQIBEgwCBIlUqABRbaW2bdtWrHuDDTawBQsWuIshBNrv2v/pY6Hj4rf2lYsACQYBgkQqVIDIyJEjqwwuPCs9GpnPPlfTcQkKARIMAgSJVMgAWblypbVq1api/euvv759//337mIoIO1v7ff0MdDx0HEJCgESDAIEiVTIAJFhw4ZVGWCOP/54dxEUkPZ35v7X8QgSARIMAgSJVOgA0bn2Dh06VPwMPUb15ZdfdhdDAWg/Zz62VschqGsfaQRIMAgQJFKhA0Q++OADq1OnTsXPadOmjS1fvtxdDAHS/tV+Tu9z7X8dh6ARIMEgQJBIYQSInH/++VUGmiuuuMJdBAHS/s3c39r/hUCABIMAQSKFFSC6lXSzzTar+Fn6RJxvIT9kp/2a+Y1P+71Qt1ATIMEgQJBIYQWIPP7441XOyWtg466sYGl/Zga19rf2e6EQIMEgQJBIYQaIXHDBBVUGnM6dO+ddERbltB+1PzP3r/Z3IREgwSBAkEhhB4gu7u62225VBp0gqsLCWwVZ+7nQNysQIMEgQJBIYQeIfPnll1VKa6j961//chfDKtD+y9yf2r/az4VGgASDAEEiRREg8thjj9nqq69e8bP13//+97/dxZAD7Td3X2r/hoEACQYBgkSKKkDktttuqzL4rLnmmvbiiy+6i6EG2l/ab5n7Ufs1LARIMAgQJFKUASJ9+vSpMgA1aNDAXnrpJXcxZKH9pP2Vuf+0P8NEgASDAEEiRR0gcsYZZ1QZhOrVq8fprFpo/2g/Ze437cewESDBIECQSJkBolMhUVB12GOOOabKQKTz+FxYz077JfOah5r2X5BVdnNFgASDAEEinXzyyVUGgH/+85/266+/uosVnAY/95uImm5NZZ5IOe0H91ZdNe23KMJDkxa7du1aZVveeOMNdzHkgABBInXr1s0zIG211Vb21FNPuYuGonfv3p7t0eS4Up+xrvfvThJU0/4Km+aWDBo0yNZdd13P9rz66qvu4sgBAYJE+uqrr2y99dbzDARqXbp0sSlTprhdCk53EbmnaFSeo1RrZ+l9Z5YnUdP+CfNuqzSVRWnZsqXnd0Vt1113dRdHjggQJJZOjQwdOtQ23XRTz6BQt25du/DCC23evHlut4LSPIbMJ+mpqUCgqsxGcYotCnqfer+ZhRHVtF/CmueRNmnSpKzfgNTatWtnb7/9ttsFq4AAQeItXLjQLrnkEs/dPWobb7yx3XnnnaGea58+fbqn7Ila69ati/6hVHp/ep/ue9f+0H4Jy9y5c+3cc8+1NdZYw7MtjRs3tuHDhwf+kKpSRICgaHzxxRd22GGHeQYMte233z7UwVvn290CjOmmx7UW27URvR/3MbTppv1Q6NpWaStWrEidIttoo40826G79XTtZfHixW43+ESAoOi88MILtu2223oGELWjjz461E/COvfuXgdQ0+mcgQMHFux5F2HR9ut9uKft1PS+C1mS3VXbcQ+jxlapIUBQlOL0SVSDrJ6s514TUFPxwL59+9rs2bPdbrGm7dV2u8Ul1fQ+9X7DCkd98zz88MM926EW9jfPUkOAoKjNmTOn2nPhTZo0sREjRoR2LlzP9u7QoYNnO9Tq169vvXr1sqlTp7rdYkXbp+3U9rrvQU3vrxDPMM9G174uvfTSaq993XHHHaFe+ypFBAhKgu7G6dSpk2egUQvzbhyF1bBhw6xVq1ae7Ui39u3b2+DBg1PhFwfaDm2Ptsvd1nTT+9H7CiOMa7v7Ttdcwr77rlQRICgp1c0H0CNUe/ToYd9++63bpSD0yXjkyJHWtm1bz7akmz5Z66YAfZIO+5uJfp5+rn5+tk/46abt1/sI65P+66+/npq34W6Hmub/TJ482e2CAiJAUHJqmpGsKrH9+/e3pUuXut0KQp/YNTdC34LcbXGbTrmdeOKJqU/6EyZMsEWLFrmr80Xr0fq0Xq1fP8f92W7T9mq7w/jGId988439+c9/9myHWpQVCEodAYKSpVtPTznlFM/scbXmzZvb6NGj3S4FpU/PqhnVrFkzz/ZU1zSnQRPldJ3n6quvThUs1BwHfSt45ZVXKpr+v/5dr2s5La9+6u+us7qm7dL2hfkp/5dffklt7zrrrOPZHt35FVUNNJQjQFDy3n33Xdtzzz09A5TafvvtZx999JHbpaD0qV5lQBRuuXwbKGTTz9d2aHvC+raR9tBDD9kf/vAHzzYp8E8//XT78ccf3S4IGQEC/I8+pW+++eaeAUu3pfbs2TOyW21V10vXI1RAUncXudsXZNP69XP086KoJyYqrf7HP/7Rs21qe++9N6XXY4QAATIsWbIkVcdJD6lyBy/NebjpppsiP2Xy+eefp875a1vOPvts23fffbPekVRT0/Lqp/5aj9an9UZJ3yhOO+20rKcU9U2Eh3XFDwECZPH111/bcccd5xnI1LbZZht79tln3S6x8d1336WqFX/yySep6x/6X/1//Xsc6aaG66+/Pmt1ZV376NevX+paCOKHAAFqMG7cONtpp508A5vawQcfHPrttcXmySefTN1F5e5bNdXW0t1XiC8CBKiFJq7dfffd1qhRI88gp4lrmpkdVtmOYqE7uQ444ADP/lRT5V6eEJgMBAiQI4WEwkKh4Q56CheFDI+xrZlmiKtOVrbSMiq+GNZsdgSDAAFW0WeffZY6feUOgGo63cXjUb00U/3222/PeheZZrr//e9/D2xiJMJDgAA+Pffcc1kfnqR27LHHpi5co/zRttttt51nH6kdccQRNm3aNLcLEoIAAfKgW3pvvvnmrGXNdSuwbgnWrcGlSM/fOOqoozz7RU01tF588UW3CxKGAAECoEmGZ511VtZnfjRt2tQeeOABt0vR0qkolTzRc1fcfaHns6icip7XguQjQIAATZw4MVX+xB041fbYYw8bP36826Vo6OK36m1lq6+li+Z/+ctfUs8qR/EgQIACePTRR23LLbf0DKQqG3/yySfbrFmz3C6J9tZbb9nuu+/ueb9qKtqoyYwoPgQIUCDLli2zAQMGpErEu4OqSslfe+21qVnYSTZz5sxUCXj3/anpuSv/+c9/3C4oIgQIUGAqIaKHVenbhzvItmjRIvVcjaTR81KuueaarI+2VUmS6667LvHhiNoRIEBI9Njc6h4Lq8ft6rG7SfDII4+knpfivgcVQTz11FNTz1lBaSBAgBDpQvOIESOyPudDF5rPOeec2DwL3fXhhx+mKvi6262211572Xvvved2QZEjQIAILF682Pr06ZP1VtcNN9zQbr311tjc6vrTTz/ZmWeemfUWZT2lcNSoUW4XlAgCBIjQ9OnT7ZhjjvEMzGpt2rSxsWPHul1Co0mSN954Y9ZJkmuvvbZdeeWV9vPPP7vdUEIIECAG9NyOHXbYwTNQqx122GGhP+zpmWeeST33xN0WtT/96U+p56UABAgQEyo4eOedd1rDhg09g7YKDl5yySW2cOFCt1ug9HyTAw880PPz1XbeeWd77bXX3C4oYQQIEDPz58+3Cy+8MGvZ+E022cTuvffewMvG62f+9a9/rfZn3nPPPYH/TCQfAQLE1JQpU6xr166eAV1tl112sddff93tssr0rWfIkCHVfuv529/+xsOyUC0CBIi5p59+2rbeemvPAK/WvXt3mzFjhtslJ7rusuOOO3rWqXbooYeGft0FyUOAAAmgO6JuuOEGW3/99T2Dve6Iuuqqq3K+I0rPKenWrZtnPWp6vsnzzz/vdgGyIkCABNGcjDPOOKPaORkPPvig26WCnkvSt2/f1HNK3L6ae3LLLbfEZu4JkoEAARLogw8+sH322ccTBGqaFT5hwoQqy99///2p55K4yyqIzj777NjOfke8ESBAgj388MO2xRZbeIJBdalOO+00e/bZZ61Dhw6e19U6duxoH3/8sbtKIGcECJBwqozbr1+/rJVxszVVAB4zZoy7GmCVESBAkdCzOU444QRPYKSbnksycODA1HNKgCAQIECRefPNN23bbbetEh56HomeSwIEiQABipDKxl988cWp8iN6fgdQCAQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDw5f8BHdTc0rwgw5sAAAAASUVORK5CYII=)
PN: 4H56-1-0H7
CAS: 898289-33-3
Molecule Weight: 207.273
Formula: C12H17NO2
![N-Methyl-4-[tetrahydro-2H-(pyran-4-yl)oxy]benzylamine](data:image/png;base64,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)
PN: 4H56-1-YB
CAS: 898289-40-2
Molecule Weight: 221.3
Formula: C13H19NO2
![2-[3-(Dimethylamino)propoxy]-N-methylbenzylamine](data:image/png;base64,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)
PN: 4756-1-70
CAS: 910037-06-8
Molecule Weight: 222.332
Formula: C13H22N2O
![[4-(Tetrahydropyran-4-yloxy)phenyl]methylamine](data:image/png;base64,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)
PN: 4H56-1-WW
CAS: 864266-61-5
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 2H15-1-Y2
CAS: 898289-31-1
Molecule Weight: 206.241
Formula: C12H14O3
![3-[2-(Aminomethyl)phenoxy]-N,N-dimethylpropylamine](data:image/png;base64,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)
PN: 4656-1-Y8
CAS: 916766-87-5
Molecule Weight: 208.305
Formula: C12H20N2O
![4-[2-(Bromomethyl)phenoxy]tetrahydro-2H-pyran](data:image/png;base64,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)
PN: 2H08-9-X2
CAS: 906352-69-0
Molecule Weight: 271.154
Formula: C12H15BrO2
TSCA: Not listed on TSCA inventory