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)
| Product Number | 3H30-3-0U |
| Purity | 98 % |
| CAS | 1427195-04-7 |
| MDL Number | MFCD24368632 |
| Molecular Formula | C7H9F2N3 |
| Molecular Weight | 173.167 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H30-3-0U
CAS: 1427195-04-7
Molecule Weight: 173.167
Formula: C7H9F2N3
![[4-(1,1-Difluoroethyl)pyrimidin-5-yl]methanamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABeGAAAXhgH0RckZAAAB/3pUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRYeP2A3iFEGKAgPaPqwdsLdBsZXUgC0VsnP9+1G2czjevMgGGZEfJVGk54/HsoC9slVudEIE5QSUTk2W621Cfn48T2LyuJin6ISOukrIZ11/zRg7HA40/VSlPBpNU1OS1j47VnnP5+BTY7fM41ywX68v7w0zyXVVS50qpKp8VjWTLyaVdbOLfyzBSmn3uWatOyvtvo322+Pu4fRYZeR6lhXalojCJi8UbIwtZQ17j1N8+DfYKq2srFUG6xNO+zTAsy/mr08m3ZVK16i6CHkqi/fa7lKcKE2h0h0GQ+X7U0JKgYCsTbm0Vp7AaW5aCpAeSB9kADIEOQUZgYxBPoAUHF+0C3QQPua6UG6xj9OXwh0XsMLxjGMFb93rxhvmyUsI7ht/EFE+jYKzCGnooYjplF8nYxpwXKoTF8/I96OzCNCGwVpB4HSN71MeoxA0DAaic5lwGkVOetQXTnbM5X9n79xbGJPFLtlazNdGZzcq5FlC1oI0afyhNhVuqEkjAWMzZbE4XQDnegt4fcAlfRzwB0A4DgQDYDoOhH3AXf8FWP4NmPYBVyzjQNQHXGmNA3EfaApxnHjoE23djiMu5N3B/4vc3XfbGuPpFXdXfm6lIcNuSoydmxfVQWOzm65n+K1b/AE6i36HQAngigAAKhpJREFUeF7t3Qm0E+X98HEQUCxqBUvFhbpXxAWsoMKLf6lIVWqVTdR/qUdcoFWh7q8WsbR1KbUerLghUkARBMQFioIWgQoiglWqCIgKgnDZ9317Xn/DO9PkSXLN/O48N5PJ93POHCV5bpKZe87zvclkZqoYAAAUqtg3AACQDwICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAS64MPPjA9evQwjRs3NocddpipUaOGqVu3rrngggtM3759zcaNG+0fMVWqVPGWfIQZm0Slu+YAEmv9+vWmQ4cOwQSfa6ldu7YZNmxY2s+GiUKYsUlUumsOIJEkHg0bNvQm9jp16pj777/fzJgxw6xdu9bs3LnTLF++3IwfP97cfPPNplatWhkBCBOFMGOTqHTXHEAitW/f3pvUmzZt6sWiPKtWrTJXXnll2m1hohBmbBKV7poDSJyZM2cG7zzKysrsu/MSJgphxiZR6a45gMTp3r27N6H37NnTvitvYaIQZmwSle6aA0icRo0aeRP69OnT7bvyFiYKYcYmUemuOYDEkY+uZEKXHeZafhTCLKWqdNccQOJUr17dm9B37dpl35U3Ow75LKWqdNccQOJE+Q4kH2HGJlHprjmAxGEfSOUq3TUHkDhx+BbWJ598Yu69917TpEkT7x3RwQcfbBo0aGBuuOEGM3v27LSxxS6/rQQARUDOfSUTeiGPA/Fvy7ZUq1bNDB8+PG18MctvKwFAkWjbtq03WZ999tnfeST66tWrzVVXXZV2W7Yo5JJtrBwB/8QTT5iPP/7YbN682WzYsME7wLFTp07e2GOOOSZtfDHLbysBQJFYt26d95GRTNZyBl45F5a8M5FzZMm3s1asWGEmTJhgbrnllko9F5acNkXGHnroofZdRSu/NQeAIiIR8d+JlLdIYOyPlMJEIZ+x8i5E9n107tzZGysncUyK8tccAIqYnIVX3mmcccYZ3n6R1OuBPPbYY2bTpk32j+QVBV95Y+1YHX/88aZPnz4VOkYlbrKvOQCgQuyAHHTQQebWW281O3bssIcWLQICAA6tWbPG2+dy5plneiG5/fbb7SFFi4AAQCVYuHChF5B69erZdxUtAgIAlWD+/PleQOSbX0lBQAAgQs2bNzcjR440X375pbe/Y+XKlWbs2LHmtNNO8wJy0UUX2T9StAgIAETI3nmeusjXhufMmWP/SNEiIAAQoVmzZpmuXbt6BzPWrFnT+8jq9NNPN3feeadZtmyZPbyoERAAibZ3717z/PPPm2nTptl3oYIICIBEGzdunPfxkbwb2Lp1q303KoCAAEg0effh74OQHdqIDgEBkGgExB0CAiDRCIg7BARAohEQdwgIgEQjIO4QEACJRkDcISAAEo2AuENAACQaAXGHgABINALiDgEBkGgExB0CAiDRCIg7BARAohEQdwgIgEQjIO4QEACJRkDcISAAEo2AuENAACQaAXGHgABINALiDgEBkGgExB0CAiDRCIg7BARAohEQdwgIgEQjIO4QEACJRkDcISAAEo2AuENAACQaAXGHgABINALiDgEBkGgExB0CAiDRCIg7BARAohEQdwgIgEQjIO4QEACJRkDcISAAEo2AuENAACQaAXGHgABINALiDgEBlM46q7+3NGnS38yZU/7E5I+15bo9mzBjs+nftUpeS9IkPSD27y/X4oKbRwVKgD+hy3LjjWPsu9Pkmvxz3Z5NmLHZ2BNKriVpCIi736ubRwVKgD+hX3jhEO+/kycvtIcEck3+uW7PJszYbFxOJHFWKgEphMI8K5AA/oQ+YsSn3n/btx9hdu/eYw/z5Jr8c92eTZix2RRyoikkAuJOYZ4VSAB/QpdoSDz8mGSTa/LPdXs2YcZmU8iJppAIiDuFeVYgAVIndPn4Sv5fPs7avHmHNTL35J/r9mzCjM2mkBNNIREQdwrzrEAC2BO67EiXf/frNyNl1D722O+6PZswY7Mp5ERTSATEncI8K5AA9oQuX+WVr/Q2a/acWb58U8rIzLH27WEWLX+iKW9JolIJSHmLK+4eGUi4bBN6z54Tvdt69Xon7fZsY1NvD7No2ZNKtsW2ee0S8+K9x2SMi2p58voqpkvLKua0H+2b4It5OaBGFfN/GlQxt7bJXM+oljefuNT+FWWMyba44u6RgYTLNqGXlW3y3oHIO5G5c1cFt2cbW97t2YQZm41mMlk6f1LGZBTlQkDCLX/vfpDZu2d32u/Iv68QCvOsQALkmtAff3yGd3u3bmOD23KNzXV7NmHGZqOdaL6cNdLMGtvbyfLB673Na4N7m6f69ja9e7tZ2rVrF0zyd911V8b9US1/+mNvM/CJ3mb8i5nrGcXy4bg/mZWLZtq/HvXvNQqFeVYgAXJN6PItrFat9h1cOGXKIu+2XGNz3Z6NPXbevFWmT5+p5oorRprmzQeaNm1eNHfcMSHnaVUKOdEUUqnsAymEwjwrkAD2hJ7KP7iwY8d9BxfmGpvr9mzssf6/7aVp02fNxIlfpfzkPoWcaAqJgLhTmGcFEsCe0FNJNNq1e8m7f9SoOTnH5ro9G3ts586jzSuvzDWLFq0z27fvMvPnrzZdurzmjenQYUTKT+5TyImmkAiIO4V5ViAB7AndNmnSQu/+1q2fzzk21+3Z5DN26dKN3hjZkW8r5ERTSATEncI8K5AA+Uzo/sGFucbmuj2bfMauXbvNG9Op0yj7roJONIVEQNwpzLMCCZDPhO4fXJhrbK7bs8lnrP8NsIED/23fVdCJppAIiDuFeVYAkXvzzQVerGTfi+wTwT5JD0ghERAgASQe8u2rFi0GmgUL1th3lzQC4g4BAYqcfBNL4iFLeRe1KlUExB0CAhSxF1/8j7fPQz66ev31efbdMATEJQICFCnZUe7HY/Toz+y78f8REHcICFCk/G9l5VrWrdtm/0hJIiDuEBAgQjJpb91aOd+AsoNhLwRkHwLiDgEBIiKnEjn33AGmbdvhZs+evfbdKBAC4g4BASIybtzn/PUfQwTEHQICRISAxBMBcYeAABEhIPFEQNwhIEBECEg8ERB3CAgQEQISTwTEHQICRISAxBMBcYeAABEhIPFEQNwhIEBECEg8ERB3CAgQEQISTwTEHQICRISAxBMBcYeAABEhIPFEQNwhIEBECEg8ERB3CAgQEQISTwTEHQICRISAxBMBcYeAABEhIPFEQNwhIEBECEg8ERB3CAgQEQISTwTEHQICRISAxBMBcYeAABEhIPFEQNwhIEBECEg8ERB3CAgQkddf/9A0aPB/vWXt2s323SgQAuIOAQEiMmLEePODH7TwljVr1tt3o0AIiDsEBIjIvomqqresWrXKvhsFQkDcISBARFInKgISHwTEHQICRISAxBMBcYeAABEhIPFEQNwhIEBECEg8ERB3CAgQEQISTwTEHQICRISAxBMBcYeAABEhIPFEQNwhIEBECEg8ERB3CAgQEQISTwTEHQICRISAxBMBcYeAABEhIPFEQNxxFpAq/at4Sz7yGfvByg9Mj2k9TOOXG5vDhhxmagyoYeoOqWsuGHuB6fufvmbjzo32j+T1uEBUCEg8ERB3nM2uYSbv8sau37HedHirQzAm11J7cG0zbMGwtJ8t73GBqBGQeCIg7jibXcNM3rnGSjwajmzo3VdncB1z/8z7zYwVM8za7WvNzj07zfKty834JePNzVNvNrUG1sp4jFyPC7hAQOKJgLjjbHYNM3nnGtv+rfbe7U1faerFojyrtq0yV/7zyrTbcj0u4AIBiScC4o6z2TXM5J1t7MyVM4N3HmVbytLuy1e2xwVcISDxREDccTa7hpm8s43tPq27d1vPD3qm3R5GtscFXCEg8URA3HE2u4aZvLONbfRyI++26Sump90eRrbHBVwhIPFEQNxxNrv6k3eYJZV8dCW3yQ5zrWyPC7hCQOKJgLjjbHa145DPkqr6gOrebbv27Eq7PYxsjwu48vDDDwcT1bPPPmvfjQLYsmWLadWqVfB7eeaZZ+whqABns2uYyTvbWN6BoNj07ds3mKhkadGihfnwww/tYagkQ4cONUcffXTa78T/vcyaNcseDgVns2uYyTvbWPaBoBg9+OCDpn79+sFktd9++5nrr7/erFixwh4KRz744APTvHnztGgcf/zxpl69emm/l+uuu84sX17+4QEon7PZNczknW0s38JCsdq+fbt54IEHzEEHHRRMWIcccoj5y1/+Ynbs2GEPR0TKysrMtdde68XB3+4nnHCCefXVV737+b1Ez9nsGmbyzjZWzn0lt3EcCIrV0qVLza9+9StTtWrVYMI66aSTzJgxY+yhqACZ/GX/08EHHxxsZ/n/hx56KGsY5PdyzTXX8HuJgLPZNczknWts2wltvdvPfvXs7zwSffW21eaqf16VdluuxwUq0/Tp080555wTTFaytG7d2nz22Wf2UIQk7y7kXYa/XSUK8i5k2bJl9tAM77//Pr+XCnI2u4aZvHONXbdjnWkwooF3n5yBV86FJe9M5BxZ8u2sFVtXmAlLJphbpt7CubAQa3v37jVDhgwxRx55ZDBZ1ahRw3Tv3t2sXav/okip+vTTT9O+XSVLs2bNvP0fYWT7vVSvXp3fS56cza5hJu/yxkpE/Hci5S0SmOFfDE/72fIeFyiETZs2mZ49e5oDDjggmLAOO+ww89RTT5ndu3fbw2FZs2aNuemmm7xJ3t9+8k2rF154wR4aSq7fy5NPPsnvpRzOZtcwk3c+Y+UsvPJO44xRZ3j7RVKvB/LYJ4+ZTTs32T+S1+MChfDVV1+ZDh06pP0Ffdppp5mJEyfaQ/GtXbt2mX79+pk6deoE26tmzZqmV69eZvPmzfZwNX4v4TC7AgX0zjvvmDPOOCNtwmrXrp358ssv7aEl6+233zYNGzZM20adOnUyixYtsodGZtKkSRm/l7Zt2/J7sRAQoMDkI5Knn37a/OAHPwgmK/ko5d577zUbN2ZeabNULFiwwFx22WVpk3jjxo3NlClT7KFOyO9Fjlzn95IbAQFiYt26dea3v/2tt3Pdn7COOOIIM3jwYG9nb6nYsGGDufvuu83+++8fbIe6det6p4fZs2ePPdw5+b3ceuutGb+XQYMGldTvJRsCAsTM3LlzzUUXXZT2l/fZZ59t3nvvPXtookgcBg4caA4//PBgvWXSvv3228369evt4ZVOfi8XX3xx8Nq+9736pk2b281HHy22h5YMAgLE1D/+8Q/z4x//OJiw5BiHzp07m2+++cYeWvSmTp1qzjrrrLRotmnTxsyfP98eWnDyeznllNPNYYeda0444Tffvu7+plevd8yKFdHtzC8WBASIsZ07d5q//vWv5vvf/34wsdaqVcv88Y9/NNu2bbOHF53Fixebq6++Oi0cDRo0MG+++aY9NFZ27txl+vcfY849969eQGRp0WKgGTDgQ7NjR+l87ZeAAEVArmNxww03mGrVqgUT7bHHHmtGjhxpDy0KW7duNb179zbf+973gvU59NBDvTMaSzSLxdq128yf/jTFNG36bBCSX/ximHnrrdL4thYBAYrIv//9b/M///M/aX+xn3/++eajjz6yh8bW8OHDzY9+9KPg9UsUu3XrVtQX4Zo3b5W58cYxQURkkX/Pn7/aHpooBAQoQi+99JI55phj0ibhG2+8MdaTsFwbRa7FkRq/li1bmtmzZ9tDi5a887j00heDiMg7kwcemOK9U0kiAgIUKdkH8oc//MHbJ5L6MdCjjz4aq4+B5Foock2U1NOsH3fccWbUqFH20ESQfSCyL0T2ifghadlykBk6dLbZtavyv4bsEgEBitySJUvML3/5y7S/7E8++WQzbtw4e2ilklOpy7U25Job/uuSa3HINTnk2hxJJ9/Kuu++iWkfa7Vr95KZOvVre2jRIiBAQkybNs00bdo0LSSXXHKJmTdvnj3UObm2hlxjw38d8hVkuTaKXIvDFTl7rpyiXQ7wkx30ctJFObW7fMtLPiqT/8q/5Xa5X8bJeNdn3Z09e/m36/5KWki6d3/DLFq0zh5adAgIkCByZLRMjKmXb5WD8W677TbviGrX5Foack2N1IjJNTfkmihRk2NE5BQwV1xxRdrBh5pFfl4eRx7PxbEncsD6mDHzzc9+9kIQkXPOGWAeffQ9s3Fj5kWvigUBARJIztV0zz33pJ2eXM7p1L9/fyenJ5e/4nv06JF2ug+5xoZcayPK033I5C6nXZevMNsRSF3kuBkZI8eUyLsPf5F/y+2px9VkW2SMPE/UMdmyZafp12+GadbsuSAkrVoNMaNHf2b27EnfTv79TZr0N3PmrEy7z+aPrWwEBEiwL774wlx++eVpk2OjRo28s81GQWIk1zKRa2f4jy/RkslXrrERBTmVu4To3HPPzZjoZTnxxBNN165dvXcPkydPNsuXl3/1Up+Mk/Hyc/Lz8jj2Y8sizyvPL68jKkuWbDB33DEh7WOtwYPTv4qdep98Jbg8BASAM//85z/NqaeemjYxduzY0SxcuNAemje5RoZcKyP1MeVaGnJNjSjITng5G658Yyv1OeQry3KuMPmo7uuvo90hLY8njyuPn3rQpizyOuT1ZLvOutaMGd+YTp1GeZP/qFFz0u7zo3DhhUO8/06evDDt/lQEBIBT8hf0E088kfZuQS7KdN9994W6KJNcE0OuWZI6ucq1M+TaJlGRr/jWr18/7TnkvGCPPPJIXtc7j4I8jzxf6vnIZJHXFeVXkOUTvpUrt9g3B1EYMeJT77/t24/49h1f9q8BExAAlUIuC3vLLbekXRb2qKOOMs8//7w9NI3sV5FrYdj7VeQjoKj2q8g1QOwzEZ9++unegZOFOJW7kOeV55fXkfq65HXK63XFj4JEQ+LhxyQbAgKgUs2ZM8dceOGFaZOifN4/Y8aMtHGyE1yuSSLXwPDHyc5yuXZJlN/sevzxx9PiJEfaR/mXfhTk9aSeAUBer7xuF1KjIB9f+R9nbd6c+REaAQFQEK+//nraDmQ5ZuOaa67xPsKRa5DItUjsv7zl2hhRkWt9tG/fPnh8uZCUfINsy5bMj3XiQF6XvL7UC17J64/6miV2FPxzbcm3uGz22MpCQAB4O4b79OmTdtS4nHpEYuL/W/YFyLUwovTJJ5+k7SSXa5/LbcVAXmfqtdplPaJ87XYU5Ku88pVe+Qrw8uXp33Czx1YWAgIgIF9tve6669LCIVGRa5JEfX6td99919SuXTt4HjlKPK7vOnKR1yuv218HWR9Zryhki0LPnvtOjSIXsEqVbWxlICAAMvzud78LJsUoP67yycdmBx54oPf4sjN/wIAB9pCiIq/f/1KCrJesX0Vli0JZ2SbvHYi8E5k7979nXs42tjIQEAAZ5BtZfkDkYlZRksnVn2zlglJjx461hxQlWQ//AlmyfhWNSK4oPP74DO/2bt3+u91yjXWNgADI4Cog8vGO/85DPu6Ra6EniayP/7GcrGdFPs7KFQX5Fpac/kTumzJlkXdbrrGuERAAGVwE5D//+U8wucpf6nL24CSS9fLficj6ynprlBcF/+DCjh33HVxY3liXCAiADFEHRL7ievzxxwcf7yTlY6tcZP38j+lkvTVf8S0vChINubaI3C+nQClvrEsEBECGqAOSepxHse8wz5esp7/Osv5hfVcUJk1a6N3fuvXz3znWFQICIEOUAZEjtf3Hkq+8lpLUr/iGPWI9nyj4BxfmM9YFAgIgQ1QBkXNFyQkb5XHkoLtiO86jomR9/YMNZTuEOXdWPlHwDy7MZ6wLBARAhqgC4p8YUU77EeVR2sVE1ts/7YlsjyQhIAAyRBEQOfGg/xhy7qhSJuvvb4u4nSCyIggIgAwVDcj27duD63nI2WtL7aMrm6y/fxZf2S6yfZKAgADIUNGAyJX7/J9/+eWX7btLkmwHf5vI9kkCAgIgQ0UCIlc+9M+wK1cqlOuJYN91VWR7yHaR7RPlNdYLhYAAyFCRgAwZMiT4WbmSH/5Ltoe/bWQ7FTsCAiBDRQIiVzWUn5PrhxTqMrRxJdvDv8a6bKew1q7dZrp2HWseflh/jq0oERAAGbQBmT9/fnAtkUceecS+G9+S7SLbR7aTbK8wxo9fEBzzsWFD4XfEExAAGbQB6dmzp/cz1apV8y6Ji0yyXWT7yHaS7RXGuHGfBwGRdyOFRkAAZNAG5Nhjj/V+5uKLL7bvQgrZPrKdZHuFQUAAxJ4mIPJxjP8zgwYNsu9GCtk+/rYK8zEWAQEQe5qAPP3008HPLF682L4bKWT7+NtKtlu+CAiA2NME5IorrvDGn3jiifZdyEK2k2wv2W75IiAAYk8TkHr16nnju3btat+FLGQ7yfaS7ZYvAgIg9sIGZM2aNcH4pJymw7XU073I9ssHAQEQe2ED8t577wXjJ0+ebN+NLGQ7+dtMtl8+CAiA2AsbkNRvFZWVldl3IwvZTv42y/dbawQEQOyFDUivXr28sQcffLB9F8oh20u2m2y/fBAQALEXNiA9evTwxoY9MK7U+QdeyvbLBwEBEHthA9KlSxdv7Omnn27fhXLI9pLtJtsvHwQEQOyFDUjHjh29sc2bN7fvQjlke8l2k+2XDwICIPbCBqRNmzbe2FatWtl3oRyyvWS7yfbLBwEBEHthA8I7EB3egQBInLABYR+IDvtAACRO2IDwLSwdvoUFIHHCBoTjQHQ4DgRA4oQNyODBg4PxXIkwP7Kd/G0m2y8fBARA7IUNyPTp04Px77zzjn03spDt5G8z2X75ICAAYi9sQNatWxeMD3OBpFKWegEu2X75ICAAYi9sQMSRRx7pjb/++uvtu5CFbCfZXrLd8jVmzEfmlFN+5y1r1my27650BARABk1Arr76am8838TKj/8NLNlu+Ro16i1Tt25Lb1m9Or93LS4REAAZNAEZMGBA8DNffPGFfTdSyPbxt5Vst3y98MJQU7VqdW/J9/fiEgEBkEETkK+++ir4GfaDlC91/4dst3y98MILoX8vLhEQABk0ARENGjTwfua8886z70IK2T6ynWR7hUFAAMSeNiAPPfSQ9zNVq1blY6wcZLvI9pHtJNsrDAICIPa0AVmyZInZb7/9vJ/L9+jqUuMftS/bSbZXGAQEQOxpAyJat27t/Vy9evXM1q1b7btLmmwP2S6yfWQ7hUVAAMReRQIybty44Gcfe+wx++6SJtvD3zayncIiIABiryIBEU2aNPF+Vg6S27at8EdMx4FsB/9gS9k+GgQEQOxVNCBjxowJfr5Pnz723SVJtoO/TWT7aBAQALFX0YDs3bvXnHPOOd7P16pVyyxcuNAeUlJk/WU7yPaQ7SLbR4OAAIi9igZEfPTRR6Z69ereY+R7ze+k8q8ZL9tDtosWAQEQe1EERNxxxx3B4wwaNMi+uyTIevvbQLZHRRAQALEXVUA2b95sjjvuOO9xDjzwQDN79mx7SKLJ+sp6y/rLdpDtUREEBEDsRRUQMXPmTFOzZk3vsU466SSzfv16e0giyXrK+sp6y/rLdqgoAgIg9qIMiOjfv3/weHIA3fbt2+0hiSLr5x9QKYusfxQICIDYizogokuXLsFjtm3b1uzevdsekgiyXrJ+/rrKekeFgACIPRcB2bVrl/nFL34RPG7nzp0TFxFZH1kvfx1lfWW9o0JAAMSei4AIORr7ggsuCB770ksvrfCO5biQ9ZD18ddN1jPqo/AJCIDYe+aZZ4KJav78+fbdFbJp0yZz/vnnB48vp/VYvny5PayoyOv3T98ii6yfrGfU/NPlExAAsXXnnXcGE9Whhx5q/va3v0X6UcyOHTuCa6jLctRRR5mJEyfaw4qCvG55/f66yHrJ+kVp1apVplu3bsGp8mVZt45rogOIoTVr1piTTz45mKxkOeWUU8xbb71lD1WT03ncc889wePL5Cj/3rlzpz00luR1yutNndTl39rTlGQjz9G3b18v4v5zyNHs7du3t4cWBAEBkNO//vUvc+aZZ6aFRHYMf/755/ZQtVdeecXUqVMnePxGjRqZKVOm2MNiRV6fvE7/Ncvrl/WI0ptvvhlcIthf5N3N4sWL7aEFQ0AAlGvPnj1mwIAB5oc//GEwke2///7mrrvuMhs2bLCHq8iV+Vq2bJk2WV555ZXm66+/tocWlLweeV2pr1Ned9grC5ZH9jn5587yl7POOstMnTrVHlpwBARAXuTIajmXk8TDn9gOP/xw89xzz3mRqSh5jCeffDLt3Yg813XXXWc+++wze3ilkueX15G67vI65fVGse5Ctu/tt99uatSokbZ9Bw4cGNlzRI2AAAhF/kL++c9/nvYX8k9+8hPz7rvv2kNVZP/LTTfdFJzJV5aqVauayy+/3Lz22muR76DORZ5Hnk+eV57ffy3yuuT1yeuMgsTh2WefNXXr1k0L59133x3ZOzxXCAgAlfHjx2d8Rn/VVVdF9rHTvHnzzPXXX28OOOCAtOeQHcrybuCNN94wGzdutH+sQuTx5HHl8VN3XMsir0Nej7yuqMi+lMaNG6c9z2WXXWYWLFhgD40lAgJATb7aK9f5rl27djABytlnf//735stW7bYw1XKysq8v8bl45zUiVaWatWqecdf3HbbbWbo0KHm/fffz/udgYyT8fJz8vPyOPJ49nPI88rzy+uIyqJFi0ynTp3Snqdhw4bm7bfftofGGgEBUGGrV682v/71r9Mm4Pr165thw4bZQ9XkNCETJkww1157rTnkkEMyJvrURfZPHHvssebUU0/1dnL7i/xbbk/dz5JtkceX55Hni/J0K3K0eq9evYKzE/uvtV+/fpEeZ1NZCAiAyMj1L37605+mTcYtWrQws2bNsodWiOyfmDZtmndk9sUXX2wOOuigjAiEWeTn5XHk8eRxXexnkdOQHH300cFzRr0vpRAICIDIjR49OriQlCxysN3NN99vVq1ydy2QZcuWmcmTJ3unTu/du7e54YYbvHcRsl9G3n3If+XfcrvcL+NkvPycSx9++Ilp1qxZWrBatWplPv30U3to0SEgAJyQa2I8+OCD3l/3NWseYerVu8Q0bfoHM2TIx2bnznh+LTVKq1ZtMffeO8occcQl367/vv03J5xwgnn11VftoUWLgABwaunSZeY3v/n9t5NnV/OTnzxlzjqrv2nbdriZMmWRPTQRJI5///tH5rzz/v7t+j757TuxG0z9+ueZhx/+s5OPxgqJgACoFLNnf2OuvfZVLyD+8pvf/MN8+eVae2jRmjRpobn88uHB+jVt+qzp2fM1s3Jl4U986AIBAVCpxo373FxyydBgkj377AHmL3+ZZjZsKN7L3H7xxRrz61+PTYtjly6vmTlzCn/KdZcICIBKt3XrLvPUUzNNs2bPBRPuBRcMMSNHzjF79kR3NlvX1q/fZv7853e9CPrrIXF8443iOBCwoggIgIJZunSjufvut9P+cu/UaZSZMeMbe2is7N69x7z00ifmpz8dHLzu5s0HmmeemWm2bSu+4zm0CAiAgps1a6m5+uqX00Jyxx0TzJIl8TsX1PvvLzEdO45Ie6333PO2WbYs+isQxh0BARAL8tHV6NGfmVathgQTs3zE1a/fDLNlS+EvMrV48QZz223j08Lxv/872nz4odvjSOKMgACIlY0bd5hHH33PnHPOf/cr/OxnL5gxY+abCC/2l7fNm3eYv/3tfXPuuf99PRdeOMS8+urcotpf4wIBARBLixatM927v5H2F/+vfvWKmT17uT3UCYnD66/PM61bPx88v0Skb9/pZtOmZB3PoUVAAMTa1Klfm3btXkoLyX33TTQrVmy2hwb3N2nS/zu/QuuPzebjj8tM586j057zt79903z9tbtTsRQjAgIg9nbt2mOGDp1tWrYcFEzoLVoMNNOnp19KNnXCv/HGMWn32XIFZO7cVd4BgP79HTqMMO+9F90la5OEgAAoGmvXbjMPPDAlmOBl30Qqf9KXfRTy38mTF6bdnypXQOSjM9n/Il/RHTbsEy9eyI6AACg6n3++xjspo+xwT+VHYcSIT73/tm8/wjtmI5tcARHr1m0riRM+VhQBAZAYfhQkGhIPPybZlBcQ5IeAAEiM1CjIx1f+x1nyVVwbAak4AgIgMewoyI50+bccjGizxyI8AgIgMewoyFd55Su9ckT78uXppxqxxyI8AgIgMbJFoWfPid5tvXq9k3Z7trEIh4AASIxsUSgr2+S9A5F3InKMhy/bWIRDQAAkRq4oPP74DO/2bt3GBrflGov8ERAAiZErCvItLP8sv/612HONRf4ICIDEKC8K/sGFci0POU6kvLHIDwEBkBjlRUGi4Z+UcdSoOeWORX4ICIDE+K4oTJq00Ls/9RTt0CMgABIjnyj4BxfmMxblIyAAEiOfKPgHF+YzFuUjIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFAhIAAAFQICAFD5f8F92Wt1EwNJAAAAAElFTkSuQmCC)
PN: 3H30-7-46
CAS: 1427195-39-8
Molecule Weight: 209.62
Formula: C7H10ClF2N3
![[4-(2-Fluoropropan-2-yl)pyrimidin-5-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-0T
CAS: 1427195-33-2
Molecule Weight: 169.203
Formula: C8H12FN3
![[4-(2-Fluoropropan-2-yl)pyrimidin-5-yl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-44
CAS: 1427195-20-7
Molecule Weight: 205.66
Formula: C8H13ClFN3
PN: 4H15-3-38
CAS: 1427195-32-1
Molecule Weight: 172.135
Formula: C7H6F2N2O
![[4-(Trifluoromethyl)pyrimidin-5-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-0Q
CAS: 1368841-13-7
Molecule Weight: 177.13
Formula: C6H6F3N3
![[4-(Trifluoromethyl)pyrimidin-5-yl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-43
CAS: 1427195-09-2
Molecule Weight: 213.59
Formula: C6H7ClF3N3
PN: 3H37-3-40
CAS: 1427195-16-1
Molecule Weight: 169.135
Formula: C7H5F2N3
TSCA: Not listed on TSCA inventory