Intoduction. The recent progress in the studies of Pluto is related to the New Horizons flyby, and the solar and stellar occultations at 52-187 nm revealed vertical profiles of N2, CH4, C2H2, C2H4, and C2H6 (Gladstone et al. 2016, Young et al. 2018, Kammer et al. 2020). The ALMA submillimeter spectroscopy (Lellouch et al. 2017) gave a CO profile, abundance of HC14N, and restrictive upper limits to HC15N and HC3N. The photochemical model of Pluto’s atmosphere and ionosphere (Krasnopolsky 2020) reproduces fairly well these data. Recently methylacetylene and atomic hydrogen were detected using UV spectroscopy from New Horizons (Steffl et al. 2020).
Metylacetylene C3H4abundance of 5×1015 cm-2 observed from New Horizons is close to 7.7×1015 cm-2 in our early model (Krasnopolsky and Cruikshank 1999) but exceeds 9×1014 cm-2 in Krasnopolsky (2020). To bring the model into agreement with the observation, rate coefficients of the three key reactions of C3H4 production and removal are changed to the values calculated by Vuitton et al. (2019). The calculated C3H4 abundance is 4.3×1015 cm-2 (Figure 1).
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0rudl67QjpyW+4+26oqxQQV5Wo2IjGsKuE2t9WDnbJKDzyGOerLdr9wP27pscfcXbK6fpwDVrMdGyDGFUof3ouZxtLKefHVL/C2raiIqo7m7UnEwlsRwpQmJdXABdcW84GFwR4IHPTOXsju6Vo2k7g0JnRUAdtNssxKSrKGJNokneqn+mPHUdjsHuixF6c2tdvMgWQAfquyCC8wmLAi1kMJFVgR42jHS1u3NUexFaHd3a3rCb0xIKs5LTBZEwSbnLYlk9v5+OmFilr9aLS6U3d/aMB0xgYFehKrgpGV5za5wpb/AP31UXs/W2gq1v8AE3bTpPVhgrL9BOC6RN6kTIRayWVjuDDnplJ2P3Y8pkOvaCJG9Es36utHe0UnqoxzbOSH5z8+PHVSftDuLS4fXt9y9tQQIYmaSfTp1XMc5nQkm0B/6jE/nnHVde1tXNK3pi9zdsGqkZ9at9JZKxwtn2lfrMKmCcD4zxjAxp6EneN4OKPc3Z9gRnDelpUz7T9ji3x1wLndprGwO6uzPpw/pGX9VzbQ+cbc/V4znjHWn7fi12JJv8Q3dMtsSPSNGnJXCjnO7fLJn48Y/r026qaxbrUNLtWr0sMVWGNnkeZwiBQOdzHgD8z18PXvXtupLRhr90VIdMLwxOi6rCZ4YxHNmH1EfLRqSuGJyC3DH49Xv2NRMr96aU9qGuxquNXqiORTEQEm9+PVD87guMke7GR1a1L9I2krHWk0juikEMMxeC1rFdnAM0B259TG/wBMThSWOMjLDPFrTP0gaLX1fRi3eVCakq4mFrVa42gmb3MyyHcQDGCpB/gIbIfO5/aV2N/rHt3/AJKH+7o/aV2N/rHt3/kof7uj9pXY3+se3f8Akof7uj9pXY3+se3f+Sh/u6P2ldjf6x7d/wCSh/u6P2ldjf6x7d/5KH+7o/aV2N/rHt3/AJKH+7o/aV2N/rHt3/kof7uj9pXY3+se3f8Akof7uj9pXY3+se3v+Rh/u6V90d+dm6n29fp1e8+21nmhZF3anEA2R+EndwD4J/P56rt+kLt29XsWe3tR0SbVqtOT0ozahkc+D6SqkmSCQozkDOOT1n+9u7NFaz3dXs9w0qN2fRIqgqtbrxl58T5jZZDuXHqp52+T9utxD33ppuzT2rVWr2+tSKxHqM8myKQu2BiQ+wjwBg8nqT9pXY3+se3f+Sh/u6zncf6QO0LOvaHJW7v0dIoGmaWaG/XOwFMD8RPk/l1L2R+kLs6p27DBc7s0OKZZZiRLqMAYhpWYHhscgg9Pv2ldjf6x7d/5KH+7o/aV2N/rHt3/AJKH+7o/aX2N/rHt3/kof7uvn2od8dsSS6xLH3XppSXXaVqOBb9bbJFGa29/O7j0n+R4HHPW/XvjSKdzUv1zrmi1aMEqQwyyWFi95DEoxZsE4Hxj544yev2ldjf6x7d/5KH+7o/aV2N/rHt3/kof7ulXdHfnZupaDbqVe8e2zLIBhG1OECQBgShO7gMAVP8AP56ik/SJ25cr3bWgaroT6pBVOwy2onPkbUIR87dxUE5CjcDk89Z3u/u7QTb7thk7l0+vYlqxQLW+srr6kihgykOdy43Afw9bir31pH1N6zc1vRY9FjhgkjsmwqANJuOGYttIK+mQRjOSBnHUn7Suxv8AWPbv/JQ/3dItT/SD2dH3HT1Je69As1krSQFI9RhLRMzIQwBbkHbg45HHkE4t1O+NCh9CSjqeiJopgnszelYRihD53blbbyS2R98+7wDl+yO7dEjudpQQa9V1K5BoUtVqkVqvI6zf9ORGqx+5ifRf/u4A+/W1o/pC0CDTKL9y61pOkajPF6rVrVlYGAJIBCuQ2ODzjqX9pXY3+se3f+Sh/u6zWkd89nRCXTrOv6Bcll1GSzHJ+sIGRy0xkjbO7O5cqMYzlBjjB6513vXTGsaFLquvaVTji1eYpYjsRx/ulrSIWxIxBO+VQcZ4IOB8HZ/e1Vo61LR7UGpLPqdpp7EUkc+1XsjYMRsBuYTBvyVHODjHWn/aV2OPPePbuf8A/Iw/3dKO6+/OzdR0SWvV7w7ceT1IpDG2pwgTKkis0ZO7w6qV5493Udj9IOhXK1+72tf0e5q8NYkRLYjllmC5IjCo+Tyfv/FwCT1n+6e7u347/ddeTuWhXnNqBPpTdrLvaPYrhgx3AgqwIyPHWyrd+UYr9+TV7unUdFjEZrXpphGkm9Qy+8nByCSPGR+HcMkWf2ldjf6x7d/5KH+7pFf/AEhdnQ9yRakO6tBs1/pTXxHqMJaFt24kDdyG4Bx42L5zxLP3tpUWnp9C9GPt6SjZla7HKpgVwyqFEgPpjlyDz546R9pd36CdW0WOv3Pp1qeLRZIWVrcD+k6+mxG2MgkBY3J88L5619L9IXblfTqh7g7k0ClfliEjRtdjjyCTggM2cHH3P8z56l/aV2N/rHt3/kof7uvn0XfHbAevIe69N2DXZLRgN+ttERZyH87v4h8/06b6F392ZQ0bTaN7X9Bns0Bkz/rCBg7gENMp3Z3Plj9/eQfk9Ve1u8u1dKm0qBO6u3xpSwF9j6lCGqSbArRgb+UJyRj8OCPBUDaftK7G/wBY9u/8lD/d0i74/SF2dc7V1CtT7r0KWxKmxFj1GAnOR92x/wCes/Z7z7Yl7gt2R3ZpFqBHpzYn1CsvriP1NyDBAypdXGRyVxn5Goh750e+7We1Lmk3bMtmtDOkUySyyI0ioWwj5G1SxBOT7TxgdIbPd/bNTUppqncmiQyvqSrfqTahChYLOpEoBbh1UYPyVGPKqOvpegdx6J3CkzaDq+n6msJAlNOwkwQnON20nGcH/wAdNeq2p246Gm2rcys0VeJpXVRkkKCTj/x1nJprSRafqOqRaXJTYoxiWAmSOVyBGsblsMS7KucL5zx8V7XdkdfVk3V3WpHWstarmNfWjljkrqOd23G2bdweQQfy6nvd6adSuPXkoXXZJHjdo40IUK8aMx92cZmj8AnB8cHHB7209Y4pJNMvoCJGlzEh9ARzGGTfhj+Fx/DnI5GemWr67U0/UK9GWN0msFESTYNgZ2KqOSC3I5C5xwTgEHpL2r3nFqFHRIb9KxHqd6vDJ/6ahHLwPJvX3HCn0pAAeQQMgAgmet33pEscMz1rcFSREkNiWJfTQPB667sEn8APgHBHPkZrz95R6bc1eTVak0dKukcsYEaBkT02dmY7sfw8D8R8AHnq/wD4x00WHhkp242DyxRs8a7ZpI5ViKKd3kvIgGcA7vPBxZh7lpSanWofQ3VsyttcGvkQH349THgH0zgjIOVOcEHrmfWY49TuR7A0NaeOmIkQepLO6LJgEkDAR1P/AJ545qz95VIrcdb9Uam88gXaghQHc0byKhDMCGIjcc8AryRkE8XEva4mj3tNRG0+d4bUciyNDJFEVVvcMkOTnxgcZHznq3o9ddUvxajPPMlqiZqcsEbFYXcNgts58gAjk4yB5HTbW5XqaPds1YoXsQwPJGsrBEZgpIDN8DI5Px1khqMevdm6hdu6dBcWCYiOBoDuGAuTJFklWUl8qCSQoI/EOrWk9wVoKtmusCTR1LcdKOSnWcxOhWMgrtDY2+ptxk8qfHgGdPo923rlitRrwrpy3HtPCY5VG5g29ifGFHGARjnq/wBna2uvJqbkVCK1swoIHD+z00cbiDjd7jnHHGOcZJ3tZ1DTtGluaQ9COWJCQlms0vrOcBEG10wSxAzz5HHUeu6xPpwaKOKtJPBQlvSllIV/T2javPG4k8nOMDg56uU9Zr3rrVYa86Ewxyq71pAPdv8AJK4x7fOec9ZzVO8W0vsWbUrLaaNX9O00Mch9KNzCzAnBYnHC8A+WAyM5G5iEUkSugR0YZDDBBH3HWch1aaPvkaPaet6M1SSzEgqyIw2Mi4EhJSThiSBgrx5znpbRnp6N31boCrUjFms1sCvQmWVtrqPx8rL+PJ2gFMjOd2emN3XZH0HTtRpQrGZrNOOVLFdwCs0scbBSdvIEmQeRx469p68tzXjW9Na9P15KkTvCSbEsakuFbPtxtfypzsbB460FyOQ1ZBUEKzkYRpFJUH7kDk4+2Rnxkees0ZYJ+3LUnd0WnyV4JmUyKmyKYBsIwVmO0knbgsefB5HVXtbuWrJodM/Sw83LFQJRieaKNY5ZVUBlBBO1FPxnOcAEdc2LFHRu4Nf1B9Pr4r6dBbV4q5WxI0jyqUYk85MSY4GM8/loO3bjXo7SWhELdeX05YliKekSoYKckhvayncODnwDkCp3lqdrSK0E9aBVqK+63aMAmWvGPLFBIjY+7DdgAkjHIod6Rw0L2n6ounViI3AsahJWE/0yA8ZUSIwHJ9w3bcZK4yQ1a3U1S1a0p6kjIYVyZasgRt24ENlQMe37856zMGpz6T2Lp1+lRqVoCGluzQVd8VdBnc/peorY4+CxHPB6+hemn/av/jrNJZ1Re8BQkl0+WgYJLDpHWdZYhvVYwXMhB3e8/hH4D0s0qB9D7onp16+mrpzVzYljp6fIJY8vthBYO27IEuTsH4fz671qapq+maHqL6dWk32q8bLbqvlRKyhthO3B5HOCOPHV/TtdW7rfoBBDUM01WAyQkmxJESJNrZwuCrcEchSQfIDTuK0+naTLZrwCR0ZAfYWCKXCs5A5IUEsQPIU9Zy3fq6poFv6+rSvCDUYqMbhMwytI8aLIBk8KZcEZPKtyPi1puuQVgmnvSZWr2mon6etI0YVYyylcA/AX25458jkwRSadpPc+u2bNejWhipV7RsCL05D6rzBldicHJiXHA5OOemnZesDXtJmtSCmZI7U8BFZw6gJIQOfk4wc8ZznA6g721WbQ69O3G9aOsbEUU3q1ZJcq7qpO5DiIAEncwI+OOqHck1Ojqt/UU02nLZ0mgt+aWRMyNGfUAVD8HEUnJz5H5npubdPWWvaa9Nyown76pJsbKg+7Kgf0zz1mF7nq6D+j/RrEUelVr1upHZ9An0olDbTIyqTnGW4GfnzwevoaohQHapyPOOlGlWpp9b1mpYFcxVXiERSMq21kDENknJznkY/l0sg1DUq3dFireenYoR1vXZa1GT1YmdyIlLB23cJLk7V8A8Zx1LNrcktPQrdSFI47lmKKZJ4HBw6FvaTt8HHOCDz1zS7mrXe8/wBUVZKMkArzsxWQNJ6sbxqVwDwBvYc85U+Mcv8AUkdaE7VfSScKSrPEZAPz2qQW/kCCesvpvcUtzs2tqyJBJM9j6eV1ryIkYE5id2jb3ptAJZSfbggngnqBdR0zW6tVNY06O9i5NXWSOpJJE2z1P3iYDDnZ4ycc8nHTaK3bfVNZoxiqq1oIJa7GBiV37wdwDZbGzIA258fn1L2Nq7a3oCXJGiaYTSwuY4XhGUkZOY39yHABKnkE4yfPT/rxgGUhgCD5B6zApduW1OkLajkyCsVZbhzFtPmMBsqVI4K4K44x11a0DQp9QFSyWa5NVnBQ2H3yRO0YkYnOSciIbvIwuMY68/wTo26Rilpnk3bme5K5O5kYnJY8kxJ//X+fU0vaOkyJOjRzbZllRwJ3GRLL6z/PGX5/+PHHUuq9v6bcuJqFwS+tEIves7oMROXTIBAOGJPP356qaf21oNrSaD0llasscL1J47UgZI1U+mEcNuC7XYYB5DEHz17B2TokFSOqleRqyFCI5J3dTsj9JQdxORsyuDweqKdmdtWpLVIfUyyxRiCdWvTM6o0bKFJL5AKMR/LH5dMJuy9HnhEU8M0iD1iN1iQnMrh3bOc7tyqwPkEAjHVmn2xplS/HcgjmFhECMxsSES4ZmBkBbDsCzEFskE9VtR0XTrupWa9h1JtNHbeJJGSVZY9qrMrKQynCquf/AG4+4My9q6YtqOwkcqyxtG6kTvwUR0U+f+2R8/fOTz1w1+poVOnpemx+ulYxU/SjlDvXXaAm4E7j7Rn77QTz83+360NfTUaCeOz9QzWHnj/DKzksWHJ4545OAAM8dXLtWC9TnqW4xLXnRopEbwysMEH+YPSmCnpkVa7LBZKoGcWplsnO8BQxds/iCooyeQBjjqxo50q1pcL6ZJXsUt+5JIpBIrOG5O7J3NuBySck5zz14INMm7hsP6scmpCqscsJlziIsSCUz4Jzzj79c9uLo7RXLGhPVkinnLzPXcOpkCqp8cA4VeOu+4ZNMiqwSa1YggrpOjo00vpqZFO5OSRk5GQPy6pa3DokZhGtTwRtYZoI/qZ9plEhG6IZPKthfZ4OBx07KRRu8oCrJsAZvnaM4/pyekC6d27N2jYhd60+hvFMXmkn3oEcsZD6hPAyW5zx/TrRxgLGoUAADAA+OlJ06gup7XnlN2WOR41eyxZULLvKDPABKDjxkDjPUenfqhtcsxwXEsanAG9SJrRkeFXYEjaSdoJA+PgAcdS6zBpbafSrX5Y4Kv1EHoL63phpFdWiUHIydyrgfOOufotJg1pCDGt12awkHqn8RBVpFjzgEgkFgPk/c9XtXStJpVpL0rQ1TE3qyLKYiq45O8EFePnI6T6PDosOkfVUr31WmYcmaW61iIjgHLMxGBsA/Lnxk9XNAr6P+rIZNH+mkpSTSWI3hcOjSO7M5BB/7mb+Xj46jkpaTd1fUlkeOe7JVjgtwerkiHLlMpn25JkwcAnn7dWNCjopFYOnTCcNJ+9k9UylnAC8sSeQFA/p1Hrx02IQzavbWvCx9ELLY9OOUt/CVyA2ceD8ZHgnqprtnQtKeFte1SKpGwdglq76aSDdubKs2GAyP5Djxx08KwxmWX2oxQb2zg7RnGf/ACes4sXb1LQKMh1GNNH2mOF3un0pg5zgkth84OM54yPGetT1n4rehT69brQajWOrzBUlhjsj1cRkkDaDkAbmz/M56Y14qUGr2Sjp9fYjV3Uvlyi8DAzwoJPjjJPyeq2rV9Lavp9a7NHBCs8Rqr63p7pFOUVefdyBx8465hpaXX1obGRbrl7CwGU8FuGdY84BPOSB5Lfc5Y6isTUpfqJWhhCkvIshj2gck7h4/n0tkg0Y6GtgywDSfSEolM37oqSHEu7OCc4bf5zznnqfRo9Mko15tNeCes7maKaNw4dmzlwwPJOW5/n1xHDpUmt6lMJYpb3oRR2ozLu2Rgu0e5M4XlpCDjnnr3tpNJGnNJoL15Kcs0kpeu4dGdmJY5HHknj46h186QLdSPV7yQvYIiiryWjGs53D27MgMckDwc5x846j1SHRI7dWLVJ4EsWXMcSWJ8NPlt3p4J943HheQPAHTiRYYVnkysZIzI+cYwPJPxx0jXTO3pO0qsDGtNoiQRrBM825fS42YkJ5B9uDnnjrRjhRj7dKKVbTptS1OSpZ323ki+rWOckoygFQQD7eMZHGR5znqLSr+gy61fr0L9ObVJCXsQx2A8g2YQ5XOQBwMeAT9z1NqkGlt+qobcscISdGpp63p7pFU7Qoz7uM8c9dilpa6/HOI66amIJAmCA5jLIXOPkbgnPx/XqfWTWXTZnvWTVrJh3mExi2gEHlgRgcc88jjpZGmjrobWob4TS3RpDZjuMqEMxZn9QN5JJ92c8+emOnDT56FKWga8lXAeu8RBQgg8qRweCefz6XTRaQ1vV7DXvTsenELrJbKGFUyyZwfZ5Y/GQTnPTDQTp76bHLpEsc9SUtIJo5fUEhJJZt2TnnPTDqtqleS3ptutDM0Es0TRrKvlCQQGH8vPWYtV9RHb9aCpo5iuUljA2SRgbFKiRIW3ZBZAyqTt8gkjHSbUdJ7gay8tSG6RHUuLVZrS+rGXkrOkbOXySTFJjkgAqCR1XvUe6Ld6eeOtrNeMSSyxINQQcmWuUBAlIPtE/B4wcfbruXSO5EgYQ/rgyVo7Rr/wD1AHe31hMAYmT3fufO7yOGyeOnfckWuN3FSl0yG21NDWLlJ1VMeq3qgqXXnZjJIfPAUKQdyLt/RO4dHp6GUh1J61SKtHapfWqxdxBLHIUzJjZuMLbcgewlRnzHp+m94R0Ksv8A9Rj1RFgj/wCourJED9IVkd13kMPWwTwTxkDk5g1DT+6Xj1GfTNM1WpZsVxs334mYTLC4XJEvI34x7tvIJU+Bflo90ozT1YdTZpXtGWCW8uPS+ojaNE95CMYhKqsPBYZIAGGWm09cbuGk9hdXh0+MepEpuxOq5aXdHYGSW9rJt27vAG4Y3GTVV1OPUdXWtFLYlku151himEUklMRorLGxIAIkEhIJHB8+4dLJdG1yXVa+79drSBhjk26lgmM15Q5OHGWD+jkgZyCR8k6jSNKjs6Foc3cVWOXVKdeJ3efa7RzBF3tu5Gdw8g/HUvaIc0LMpbNea3NLW5z+6ZyQf5Hlh+TDx4DLVIrU2n2I9PmjgtMhEcsiF1RvuQCM/wDnrL9p0dT0TTdTr3qazl7cs8Ipqigr7McPIfcTk8n+E55xnnRu3tUj0t4rGo2lJ1BrKF0gEhQyh8vtQqW/FjHxtzznq9Zp2F7jtzPUsWqh0sQeororSuHYlB7lwxB88D8x1b7UoT6dTswyyWDW9fdVisSepJBFsUbC2SW9wcjJPBA+OoO8tPm1GtFHSW5FfRXatcgmCLXlxgFxuG9eeVwwIB48Zqd51NQ1bSJqOnRW4LL8pOFgaMlWBCyBySUY+cDOAfBwC2g0yxFrU9t71h4HijQRsI8EgucHCA49wxz1jdY7e17UP0eWdOqR14ZmjvFqlpA5lZ2cxYZZAo/FnnIyVPG3r6NAHECeqVMm0biowCfnA+3WOXStar9+RavN9LaqCpaizDFslVWkhMceWkweEY5wBkN43DqcaZqNvu8agklynSSrNWKSJXOGMkZDxEbmAcKxYN59vCkdGo6Reh7W06khnvWYrVBnXMa7FinidyDhRgBGPyT1zpmmarU7ikmzNtmuSzWZWkVopYChEaKucqykRjOBwrcnI602pO0dCaSOo9yRF3pXQqGkYcgAsQoOcckjpBpDWIdPsu+iXq9ieZ55E3VyxclPcMSFR5458RknkgGpoXb2pwaXVisajaV4r08/KQByjvIwL7UKlzv5xgflno1vStRtX+4FqLKgtaTBWis71XfIrzl1GDlTiQe7AHPHjpz2xBarx3FsLLFWMoNWGZlZ4o/TXKkgnPv3kcng48YArd3afPqAhFFbkOoRKzVrkEoVIH4x6i7hvU/K7WGAfBx1J3FVsatRiqR1ysdiykdksV4gVizZ55DhduPOJOQOcWKmm2YNXsW5L1iWJo0URkR4JBfg4UH+IY56zCaLfl7R02mK16nrEEUhgsRTqBVlyQpcB8OpzkrhhgHODjrfdZ96s/8AieW+9Zmr1qogrBCuXaR90pxkeNkXn/3dKaeha2O85b9m3X+mkrSJ69aHZIMyKUQ72YHCj/tx58E9Wbuk3oNA0aovrXp4LdR5OYxsRGUsR+EEAKfueudF03VKmuySO0+yW5YmsyvIrRTRNn0Qq5yrIPTXwOFbz7etbI2xC20sQMhR5P5dZbQhe0rsTR6kukT2btTT4EasrxZ9VFUbclwucjOc4485wDzpek2p4Kcqrc0opblsSwN6BYs4kLPxvAy0nA3Hjzz1JZozNr2uSWKNizRsabWrApIitMyvYLqPcpBxKvJwOTg9Mu16dmjphgtTTyqJWMIsP6kqRk+1XfJ3Ec8kk4xkk89U+7xPLGtSLQ7OpQWFxO8LQrhVOQh3up5OeRnHPzjqt3VU1DVY6sFGG3WkjtQzmUiBonEcwOHBJbGF3Dbg8jnOR00o6bYqX7liW7ZnikIZY2EfuwoHOFB8j79Y2/273Ba/R/o1CstWGepSijlqWY97equ0ZDLIF4Ab7+evpKZCDdjOOcdINPjtV+4NdsPUl9Gd6/pOGT3gIFYgbsgL85weOM9cpplqxr9247PViihjq1Gj2E7fxyMAQcAkovIz+76q2tJvQaZ29WX1rsla3A8zExj00VCCf4cgH+Z56io6PrMPfq6lbkpT1Gq2YzJHEUdQ0kRjQ5c5wqnkADIY8FutLrEssGnTS16L35kwyV0KBnYEYwXIUY85J+Pv0j0sT19GeNdHv1pZJJJSitX9RXkkLM4G8qOWLYyeMeTx1W0Ht3U6+j6RDZ1KwstWeV3ISFSUPqhWYBCN5DruxwTuI6tiG1X1/W7QpWJYJa9WOFo2i3SMpk3EBmAG3ep92PHGerHZOnXNL0M1tQleWX6ieVXkVFkKvKzgvs9u73ZJHknp91zKrNE6o21iCA2M4P36+faH3pqLU9Fnt6fZvpqdSJ81q/o7LDJv2AysqupAfkHjaMn3Dp9J3fRSxBCYLJNl3jrMAmLDpIEZV93BBOfdgYyRnB6X6D3huqzR6lXsNahtrCxVUA2y3Za0Xhvgx+7/AMjPVtO7fqLOkLV0u29fUXxFOxRVZDE8iuvu5yE8HBHyOR0UO76k2m0J0huTxzR1Q0pWMFHnVfTDjdwzFkHtyAXHxkgod60rmjXtS+kuV4qtCPUtk6qGeB0ZlYbWbzscYODlfGCCbD66+n7q9utYuW4ohPZarGu2INvKjBbOPYRnnxkkZ6p0O8otVsRVKtC9UmncwxT2Y42jWT0BOu4LJkgod2BjwQSp6uaHUv0tQ1e1qMUQSUoYzBM8gk2g5b0yPYxz4BbjA/hBK+xct926OZ9CdYoVmi9kp9NyySRu2XRjgbdylCud3BxjHTzS7jyapqFCyVeerslVwuMxSbtufzBRgf5A4GcdNsdBAIIIBB+Ojqhr2pJo+j29QkjeUQRlxGn4nPwo/MnA/r1Q0q7av0L8Jlji1OGQxOrwnbAxVWUYDHeNrKchhn/2nIGbr91anFHYjtvHOI3sTG5BVIWKtAyo7GPeSzF/Uxgn2gHB4B00esfV256VRZVmECvHNJWl2bm3jJ4Ax7QfIznz1F2lb1K2dTOpWK9iKC21eCWGAxBwqqHJBZvEm9f/AOP59VO/9euaDBWkqLDskWUM8g3CNgAUZxkbYs5Dv/DlT4yRP3jqt3SqENmtGRVjYvcsrEJfQiA5YoXUkfJIyQAeD1E2oapV7sFaxZgn0/6d7EkUNRzJEC4WIZDHO73nO3+A9UO4u7rNXQtP1CnD6aWEJlMsLj029PcrYO3MYI9zj8I58ZI2tdi0EbNt3FQTtOR/Q/brO6b3Cb2t+mytXptNPVrl48/USREh/dn24KvgEchCc/A6ln1pNanhWek9SSCSRNsDl6xDKE3Yb37gWOMLymBn4pdvd3fV6TSltrJLYktTVpDFRmTbsaQDKEEq2EGVJ4yfjB67odw25+9ZdKkWJIF3Mm5SN6emjDa2eZAW9yEDClT/AD1F0TtVkWo0aTkYRpAWVT9yARnH2yM/cees7Hq9+noEs+oCvPZ+rSpBNEpRJfUmWJJCpJIAL88nO3I8jpba7wmgvalp0ke06WTJduLHvRIdkbhtmQeVc5xnGw8HI6cah3Ayw6qlOFhYrVTNE1mGSOIvtcgOxUBVyo5z89ddl6tNrOnWLEw27ZzGqOnpyoAq5WVMna4Ytxnldp+erHcF2zSsaT9M0Xp2LqwSq6EkqVY+05GDkD79Ku9tft6NaoJVEAinVwZJBkI4ZAu/kbIzuIL84JX79RUu86lzu2fTa1qrYrQ13YrXYzTeokgRsquSAMkePjPjqr3F3faq6NQv0oljWxCzOZ4nAifYrKzA4IhySGkGduV+MkbzrI6Pr9y33dd0uwIUjgEzDA/9RQ6BGjbPuwGIcYG1sDwQTJb1m3ol+1PrNqh+qVh37wPSNdy6rHGzMxDb9xwfbgr+fEHbneC6hplOeYJYknuWa7PSjkmiCxvKF2soIJxGv/nOB1bS3qo7wr1DaqyUZIZLLxCsyvEgKqgLl/JLE/h/gbp9qAsNUkWm8cdgjCPIpZVP3IBGcfbIz9x0q0ubVbWgSGaWot/1HSOwIz6boHIWTZuzyvON3P3wekS9z3oIxBdVFarGbFy9DCWjWAyukcgTdkB1jZyQW2gfIOQ0vd1Q1KuoyipalesypGhgkT1XYLtXcygDLMB/89MO3bz3YLAsSZt15jDPH6Xp+m21WC43Nn2spyCchh0v7o7gbTbn08askUNY3Ldn0/UWCINjO3IJzhzkZwFPBz1W7t1+5pGp6dXgEIhs4HqSDIVvURcOcjYpDEBufdgfIB6qdwTw90anpuoSeokVeOxCkVGZWGWYMA3IkAwuWGME8+eo9e1jU5O2odT0aaGrMyIqxWqbt6s0hVY1GWTC7mA3c+fy516Z9MbiCcckcdZTt7X7d7ui/p1oQIlf1sDGN6rIFRo2z7xjIfxscAfI6X1u82r6hqi6xLTrQVDIo9RxGHPrbIijk4YHwx42uMdXO3e71v6PplmbFiS1NLE704ZJYxtMn4WUEH8A+fnPVuC1q/8AjAUntVZaP072ZI1rMrxAuFiBcuc7v3h8D8B6fag0qULDV3VJljYozruAIHGRkZ/89K6d61e7SpX0aOK3PTjnZhC0iqzIGOEBy3k4Ges1pXe8t3TqbP7RHCk960tZwIw00kIX02IZDuifdnOzHyPcNLHqsmpfX1qAkr2InEccs9STaPYjZIIXn3HjI+OvOzbl6/pUljUZoJi1iVYZIYjGGiViqtgs3naWHPgjp71Ha2itLvLBNp3FSQQPnBHOf5dJNI0vRrOj6MNO3yafS2S0WWeQgAKVUgk5YbSQM5GD0Wu0dFsiQS1WIeQzDE8i+k5cOWjw37sllDZTHP8APqra7T7eqQ/UzxPFHC3qs5uTKMiYzAt7/diQlhnOCxxjJ6sU+0tFrRVhVrSQrBIJYQtiVfSwrAKvu9qAO4CD2jJ46ifQNB0iCt7PRRFhqwo1t1DlD+5X3NhnB/CTk8DB4HXHbmjaZY0ZytB68U1X9VvC87yKa8LOiAEnlSCxDcEh8nqhfg0U6tViv/8AW3mjepZswTspAjQyKJkRuWAYsMjILErjPTrS+3dHhatcoxk7WSeFxYkdciH0VYZYg/u+Pz8+eenc0azRPG+drAqcHHHVTS9Kq6Yk4pxlDO4kkZnZ2dgqqCSxJPtVR/To0+h9NZt2pnEtmyw3OFwAi5CIOTwMk/mSx4zjq90dHUNyCC1VlgtoskEilXVvBB856UaQdIWlLqGn2N9YbvUmad3DHCglixO4gKoyc4AwPJ6pQxdsWtO0uOCWu1Vw1KsUsMPUHhoshsv+E5BzyOeetFK9aqJrEhij2RgyOSBtQZIz+Q93/wA9L+2buj2KbwaFYhmhgc7xG5bazHcck85JJPP36i7oXRNtc69JBEr7oIzLKY9wfAZCQRlTgZB4PGeptRrafDGs9+aRItxG17LhGLEe0puw2SAApB+w89SwfQLrExjdDqE8SeqNxLbFztyPge5sePJ6qa9Bohp1hqbQx10RhERIUwm3DAFSPbt8jxgc+OnUIURIEACYG3HjH5dIK8Wg2NbtVq08Z1FN0skMdlg0ZbAZ1UN7ScjJAB9xz5OVkv8AhWPWLwk1WZLxLyTodUnAUjBYhd+1cAAe0DAyPBI60OjDSptOry6bJDPVZ2kjkWTfucltx3Ekls7s/PnqNauk19e3oEGoyZl2BySMqFL7M4BIUDdjnGOrurx1ZtLtR35DHUaNhK4maLauOTvUgrx8gjpVpOlaRJQkipvNYrEujrNalmOfaCG3sTkbFxnlfjGT1Wlr9tPHGZJYNsjSxFhYYeqd+yRXIPvG8bSGyM8dO9TjoNQvi+IfpngK2d5ABjwc7vywW/8Anqp2xZ0izBafQ7MdhPV/fushkb1Ni/iJJOduzz8Y6k1pNOln05NSlCSCyr1VMpQtKAcYwRu4zwcjqrrVXRVkh/WzoHKyBfVmbJR2UuDzym7ZwfaPaOOB1cWPT/14r5jGpiuRgN7vSLDJx9twHPVPXoNBNaAap6CQrC6JmQoPRIAccEZTG3OePGen/SX9W6TDqrLHtjvTJJMESZlbaXUyMoB9oLbNxGMnz0vp/wCG6GqanZS+TagBe0k2oSyJFuPn03cqvIwMAY8D7dNdDTSm0+vLpRgkqySyWInRtwLuzM5Bz5JZ/wCWSOoK2paH/iWeCK1XOsTKIWjEmXKx7mCgeONzHj789M9SpQ6jRmqWfU9GZSr+nK0bEfYMpBH9D0kh0rRpNCsRx2bMmnsXjlk/WM7MSrbWBk37sgpt88YI8ZHVcUu266V1lmLCXKgz3JXaUFgNshZiXXdhcPkDOOM460FqrSsVrMdiOIxSD99nj4HJPwQAOfjjqDt46dJRM2kyCWCVyzS72cuwwCSzEknAA5PwB8dV+4otHLwPq7IjS5rpmRl9UN/AQD7gfscjrzUdO0lrNZr+GmZiI/UlbLZcNtPPK7guAeBwB9updPrabX1GaKCVpbix/vPVneZkUnOMsTtBJ8ceB9uoNfvaDp0NE6xZq1oIm9aD1H2qNg84HBADfPA4P26eqwZAynKkZHSWDT9ITVpY62FujdKypM2UDuHbgH2hmUEjgNjnPPUGljQV1G8NPlrtag3GdBLu9Le5ZuCcKGYEnGASPy6vaNDpqUK404RGqHaSEg5BZtxJUnznLc/Y/bqvT1PQ27htQ1rddtWlUJLGJMuRHnjGf4dx4H3PTe0iSVpY5SRGylWIYrwRzyOR/PpHDDo66LB9PZkj02BI4YnjtyoNqkBAGDZOTgZyd3jkHqoR2uJ6MZsV1lseyFPqCDORIWwwz7zv3fiydxb5J60kn08MVhyUReXlYHGMKOSf5Af0x1W7ffT20eqmjlDQiQRQ7CSNq+3AJ5OMY6Y9cysUjZgjOQCQq4yfyGeOsLp0Gu1u1e3tMGl2I/oq1eO2Fsxo8m1VRkjKv9/cSSuQuOd3FNtJ7mSRVWbUXiKyxg/VruijPqemVJf3OAyK28HJXcHGOWwr6lDoGlvqYYNWv+raG8uWi3vtY5ZiAMxuRuO0LjJx0um07XbNedZIdRE7Xoi00Gp7Y5YPqg5MYDgqPRypHtOeAG4bq92NpGp1JraawLsleWlBGVuWzYBkV5g/BdsZQw5P8Xk5Oemes6R9J26tDtuv9CqyKyR0VSJVGcn2gpwTwQGU8+erVGpGuk6ba1qvXW9TrqzSSsJDA2wB8SNz9wW+fnrntCKaLRQZww9SexLGGGCInmdoxj4wjKMfHTro6Ojo6OquqKr6dZR672VaNlMKEBpAR+EEkDJ/Mj+fSTRq1vSdOsQejftQF2krRPKkksKYQCMu7+47t7AkkAcE8DKqloeqVaNCKUTW8aybmZPSWSOFixJkK4ViCx8ZOMfbrRwaXOmsz25L08kDxIgiYR4JBc4OEBx7hjnrntilNWr3LF1Nly5aksSDIOBwkY44yI0jH8x1T79o3dV0OfTtNFmOxPE2yxGITGjDGFlEnJRieQAcgEcZGafc+najevR2qaWlkiqzwV9kyp6U7FdkxG7DL7SOcnBxtwT1Homi6tX1Bg9m1Dvnsy2bAkV0nDvmLYrbtpVcL4GAuOeCK3cnbOozaDpdWvLLYtVo2X1QyKVPpFdnhQ0THhgeSMY5GRuq6lK8akIpCgEIMKP5fl1nBJabuP1X0G0sVVZEgsepBtcNgswHqbskgAAheMknkDrrUK1oa5Y1IUGtpUp+nTgjdFaWR33SfiIA/wDTiwSRj3dV9N0q5Zhry7belOtt55YW9As5YNl/bvAJLYA3HgD5640nSNUpa+0oknIkuSzWZ3lBjsQshEaBM+11IjGQo4Q8846fdy1ZL3b2pVYYYp5Zq7xrFKcK5KkAHpFo+larV0Kzp8czwWpZHeO9YQSvt3Lj1trgtIVyAynwoJweChodn6p+prGnTNHDLc+tqyy141SBK0liR1whdiH2uSuOBuAbxnrbVdLsQ6pYtTXp5onRAI2EeCRu84QHjIxz152tSnqUZpbyBbtyeSzMMgkFjhFJHB2oETj/ALeuO5q9izJpH00DSiG/HNLtKjYgVgW5Iz5HAyekveekXtZtUZqlYq0CTRksy4fLpiOUZ90LqrEgc8KcAjHXlLQNaj7ymv2dQrtWlrSJ61er6cgJkUqhLO4OFGM7R4+Ceqncna2p2NE02tA5s2K1d4/UYoPcUVfScYUNA2DvXzwpHIGPoPWMi0fWane41axNVuVGr2Y/3Nb0pVDyRGNCzSkHCqeQAPaxxluietqcXcFnWYaNyxCtQwLp8pr5aQSqUaJt3tBAZm3Nz7OMjHVjTNItz16Uo+r0rZalsSwN6JYs/qFn4DgEtITjcePz6YJQnl7pW3Kv/S1KnpwMSMvJI+ZCQPsI48H/ANzdXtZr27WmzQ6fajq2XACzPGZAoyM+0Mp5GRkEYzn46yGk6HqtbtL9VzpB60epPdT6eMRRmJb3rCMDe2CyA4HgAgHxzTvdr6lPqsVyKBUMlp52TepUK0kR9OYZ9ykIz+3OHPzzu00mkzRJqbWpreoQWeDVX0lMilApBOF+x/iHVvtejPp+mmCxNYkQSs0K2JDJJHGTwjOSSxHPJJ4wMnGeqndWmy6jNUNRLcN2H3QXYZgiQncMq67wXUgcrtIOPg4PVDuLSb2ptqwhiIXUaH6vQyMo+mZXk/e+TkESBuOfYuQP4Y+39E1WrMIWs268Qjn+pkMiSCxM0gZZEDbtowZMjC/iHnGert7Rbb9uVNJ9RrPqtDDakcqAIBj1F4AyGVSvjPv60+Pbj5x1j9A03VNK1Dc62XiL2GslpldbDSTKY3UFvbtUtkcccANheqGr6Dqmp6pZuotyOk6wJJSlaFWdY5g22JkOQpXdkM3OQOOem9LRtUljpva1G1H6VqWRUJjZkiIkCKWKtlgGUEkn+ZPJvw0JX7qluzpivXqCCscjJZ23SnA//ZEP6Hr3u+hNqWgy1a+9i0sLuiPsMkayozxg5H4kDLyQOeeOk1zTdRudt3dPsQzzNLPviMkq+pFF6oIAcNn1VALK3wQvJIz1Wr09RraZQ0uzok90Gb1prUbQLllsGSMyZcHdnEjlVYZLYHPDmTR5Y62qi5Jc1KC02DWUxKZFKIhycJg8H+IcdXe2aVjT9LEFqaeYiR2j9eT1JEjLEojOSSxAIGST48nyWvXMql4nVWKEjAYYyPz56+e6N3Dqd3QtF1E2pt1iSithJKoRWMwQtsJAJX3EZ55Hnz04Pe1QLUf6K0IbSwyQykx7WilYKsn4uBuZAR5968ecSVO74LnbF3WoqdhK1at9QVkKglghYxnBOGHAP2J+eeuj3D+rtQraVahnt3XaJJJYUREUyByDtLZ2exhxnGPkg9Sa13TFpf6wb6G3ajoRmSy8Gz93+7aTGGYH8Kj8ssv54rVe6pNS1GXSoNPtUbv71FmtLHJEsiKjYKpJk5WRGGCODgkHjqShT1DTaXcFmwteCSZ2niMEzSg7UABKsg2k7QSPdyTyek9LvCelVSzqCT2KrUIrju0IhdSWRZCobbujQOGY49oxy2eHTdwT3b/6t0+jPHYkjeRLUqxyQoquUDlRIrMCQCAPIIPHVeEX+3kexckiavPqe301Yv7Z5FSM5IG0h2GRyME9a0eOjo6OordmCnWksW5ooK8a7nllYKqj7kngDrEd0d2to1undhsx2tKsV55UWKBmST04HlG2dSV3nYcA8FQTnIGdBpd622pahpth43sQV4Z0mA9p9T1BjH5NGf6EfPPVbsrVrGpLqsFyYyz0bhr5as1d9uxGBZG++7gjgrtPByBpekndj6pDQM2jz1o54gWWKaIv67/wx8EbQx4zyfHVatqN4d4SULyyQVZIWkp4RGSULs3EsDuDAt+EgAjkE4IFTQ9duW+8LemWTGsUKzFcD2yqroEaNv4iAzLID+FtuODzr+jrHp3HatXZxXgaNGezVoo6qFszQ7gwZ8kr7kfAwOFJyc4HtHX7KdrNZsCVtQW3HRkSeNUMUrzJGMhWIIG8NkE5HTnQL8lt9RrTgGSjZ+nMg/8AxB6aSBsfBxIAfzB6bdQ3LVelVks3Z4q9eMZeWVwiKPuSeB1mtR7k+gvXLQkjtaRFpDakvoAFnCkklWzhgV8fH59UG7mvrb/VgrzHWCjzzwpEhFaFVUkp7/3hJdVHu5OTgY29bHTbENzT61mtN68E8ayRy4xvVgCDjjyDnqz0l7p7io6BptqazYri1HWlsQ1nlVXm9NCxCqTk+PjqCtrQpS6xHq00aw6dElh7J4ARlJOR+RVv6Y+c9Rdj9wjuKPVZVnpzLXuGFPpZVkVU9NGALAkE5YgkfbrTdHWW1nueJrkenaFJHfvH1TOKzpK1dY8B8ruHv3MihSc8k4OMHvTr1+zqOnT1bda5pNyD1dvolXSMqCku7PJY/wAO0eePwnOm6OoL1ytp9WSzfsQ1q0Yy8szhEXnHJPA5PWVj7zpW+9KGk0NQ06WKWOXeqTq0ruqq42gH8O05zznn7c2m1W1X77raZPODVtVpZI0NV1AdCmAsv4ScFiR+Qx89afo6W6vr2laRkanqNStJ6TzCOWVVdkUEswUnJAAPj7dYqh31LqTWoqZgsusthzJSZJxDXiSEn+IB3zMoGOPJwcYP0CjNHYpwTwyerFKgdHxjcCMg/wBep+jrH94dyLW0C/qWh6jWm/V5b1xDEbQVl5KuEOUA5LHGQB4+Dbranc/xh9HaV4qE8JemQqsk20KWy2dysNx9pGCOQfIGl6Oq9+7V06o9rULMFWsmN808gRFycDLHgckD+vWXs63di7rSlXlisw26M1iqhgZUd12bAs3KnIYk/wBCPnpl2dfsX9NkN8zC9DK0ViOaNUaNxg7cKWUjBUggnIP9On3R0dR2tv00u/ft2nPp53Y/LHOf5c9IaNLRrHbulJSSaTSoWhkp7GlOACPTI/iKjg88Y58DqPTtM7fsx3dOq1/UhUbJEYSFFAkb2Ix4AV1b2ocKR4HHTBdM036K1pkUAFa6Z5JhGG2sXY+plh4Ylj8g+ceOEkvaFubuOHVZdZYlFjU7BLE7BDnB2SrGQfndGc5PxgBjr2g6JO1q/qkC/vIDDO/qugdMMPcFIBOGYA4yNxAPPVqloenQXRehhcWCzPveVySWRUJIJ/7UQf06tl6up17VfcXQM0EyqxVgccg4wRwQf5EHweldntqBKTw6aY4ZWh+lD2g9oJCcbkVWfjIA+ccDIOAOr9LR6VOxDPXiKSQ1xUT3thYgchcZx/XGeutQoC9PV9aT/poZBKYtv43U5Qk58A84x5A54wb3R0dHUdmaKtBJNYdUijBZmY4CgfJ6T6emkauH1SrL9WhdgS8zukbBdjAIx2ocZBwB5OfJz7ptHTLNKT9XmUQMSpkhmkTf7dvDggkAcAg4GOMEcMqNKCkjrXUgyNvdmcuznAGSxJJ4AHJ8AdWeknc1LS7Yrtq0tmP09xQwW5oCAR7ifTYcAeSeBn4z17NW03T8mWSSMzAgEzyHYuQTt5/doPbnGAOPy6j0s6J+v7UdJ4v1nGGaSMMcqGILkDxywXcR84zz0+6Os3Gmg3NatU4ZgNRw0jxx2HRlzgMyAEbTyASuDzz55uehprz/AKtOZHEbb4d7NgMQdz8+SRkM3PnB89MadSGnD6VdNq5LHkksSckknkk/c9T9HSYwaTfls6lujnCxSU5X9QsmxWO9CudvBBB4zx1Dp2l6PqNCOeqkrxsxImMkqyNgbCCxO4jAxgnHHT2GNIYkjiRUjQBVVRgADwAOuuqeo2qURhrX2iH1begkcgyJSQcrj54B6qNDp2jBJGZoi78D1HZpWIAAxklzgAAc4A46v1KkFV7DwRhGsSetJjPubaFz/wCFA/p1Y6Okdqxo2q3pKUlhGt08yMqStG6DGCcgjI+Dzj79R6VpGkS3E1TT/qCQf3ZFmX0OF2ApGW9PG3gELjHjrQdHUN2zDTqyWLUixwxjczseAOkz3dE1RtOnWzHI9ky16jxyFWY7T6iqQQQwCHPyNvwemMGl1obptgSvOSxBlmdwm7GQoYkKOBwMdXujqtcu1qjxrYkVWfwD9uOT9hkgZPGSPuOlN6hoq3YYrSLHZvTSFFEjI0zGP3jg8jYgyvj2jjjprBbqtaenXdDJCoLIg4jHwDjgH8vPVroPjpRZi07V7JglkeQxq6NEszojgkBgVBCyAEYOc4yRxk9RRWtIqS6jb+ry9WT0rBeZ5PSZgrbFBJ25yvtX8umtC5W1CnFapTxz15V3JJG2VYdT9cTyxwQvLMypGg3MzHAA+/SZaulyw2brSz7WDhpHsyhosn3BctmPwOFxjHUkOp6VQgiRbCoshJ95Jb8QUl88jDEAlvBIB56cdHR1W1S9DpunWbtosIIIzI+0ZOAPgdfHafflGHtLt/Ske1DNQSgJpFDrn0pIvUUbfxKUWTOSM5AwcnFKt3Tp8b14lu3a9P6+5OywFkYM9r1YpGO05TZlWA55I2kEnqBu5qFaGSvSsXYYQ9w/uHlQP6l1JY2AyMH0w4+Dzj56mr9z1acd36DVbqSNHYRPXlnkDKLW6JRuDbWMJK7scHz46fQ956DHo2kRfrK6/o3lnmisxySyiMsxALBMe0spwCcBMAnHSi/3Zo1ptT+i1y1ZqfVxz1WrvYRwHkjM8Zbj8IjbHOMSbfjrT6V3z2xW7guyx6k4o/SVq8W6CZiXjabcclSScMgyft/Pp5+0ntT/ADRv9rN/Z0ftJ7U/zRv9rN/Z0ftJ7U/zRv8Aazf2dH7Se1P80b/azf2dH7Se1P8ANG/2s39nR+0ntT/NG/2s39nR+0ntT/NG/wBrN/Z1X1D9Jfa6U5nhuPZlRSyQrWkBdhyACygA5+T1lZO+NE1Pt3VashsULOoMZJi8bAykCNSpMedu5BsBBJAXJ5xl125+kDt+vHcNvVbAikn314Z4ZZHhj2ICrNtOfeHPk4DAfGA4/aT2p/mjf7Wb+zo/aT2p/mjf7Wb+zrOdz969v3Laz1dR9ZTQs0jG1eUANKYyrHK/hGwg4yeeAeqGq92aHPW9KHUXlB0yfTP3teUe5tgEp9p9p2nP8Xjg/FnTO9NCHdcWoyarbiqQ05KbRT1iyu29Cske1SVBCsTkjOVyPbxqf2k9qf5o3+1m/s6P2k9qf5o3+1m/s6zQ/SVoL9wmV61kQ1lkWCx6XtYNgsQPxZJAGCF4yScnHVfQu8NFo600javYWJrNqad3jmdLCyPuiAUg7Si7VzgcLjkHjW/tJ7U/zRv9rN/Z0ftJ7U/zRv8Aazf2dVNW/SD27a06xBS136Ww67UmalO4T+gAJ/8AI6zHb3eGg6d25e0zV54r0U09lvSqUZIYzE8nCbWJ8hifOABg8+XvbPfXbWm6UK0+s2JAJHaNZ4Z5HjjLEqhcqS2AcZJP2ycZ6a/tJ7U/zRv9rN/Z0ftJ7U/zRv8Aazf2dJe5O/u3LUmkGreeUQXo5pMV5BtQKwJ5UZ8jxz0p7m7z0e/fa5R1O1DY+klq1nRJU+mlL5ErADDo21CQQThQCOSBrx+kjtQAD9aN/tZv7Ovf2k9qf5o3+1m/s6P2k9qf5o3+1m/s6wfcfdGj6zq1i3FqlyGt6BryVZYWAmVbET4jZV3IJESRWyRneuR7eNN273/oFaCyLmrzFXnZ4I5YJneKM4wrNtOedx8nAIGeOm37Se1P80b/AGs39nR+0ntT/NG/2s39nVTVf0mdtRUJpK1mS5Og3JAteRS7fAyygD+eeszB3zoUh0KbE1Yw6pLbsK8J3YeCZS5Cgj8cgwAWO0ffjrY/tI7U/wA0b/azf2dH7Se1P80b/azf2dH7Se1P80b/AGs39nWV7t7t0DUn1Ba2qFkv6a+n5NeUfTsxP7zleR7ucc+1f6W9X/SBoFvUO35Y7UuypfklmzA/tT0J4g3jnJkU4HOPODx1R7T7w0XTLqLNq9gV0jnFgyRzSLZmeUOsqAglODJkccuPOAetb+0ntT/NG/2s39nQf0kdqf5o3+1m/s6yOk94aFR1CjJJqDyLT+qQuteXM3rzKwYZX4AJbPOfG7qdP0haJRt9x3IjNaeexFJWRYWBkAijQkbgAMFSecZHjpn21+kLtiDSkEs8lKRnkkaJ4HZtzOzMzbFKgsSWwCcZ6aftJ7U/zRv9rN/Z0s7k767a1HSJK9bViJfUilUGtMA+yRX2H2eG27f69I5u79Cnr6mVvvHJc1CHUFQ15MKIjX/dMQvlxC3jIG45P3U6prujWtT+uivhHmsPPs+nkIQEwr6co24eNliZiBnDEYyRnr6L+0ntT/NG/wBrN/Z057f7i0vuBJ20iybCwkCTMTpjOcfiAz4PTbrmVC8TqHZCQQGXGR+Yzx1870Lu3VRR0KxLUt6kmp1Iix9JYNllo9+1SxUMhCvyAcYHJzw8l7yqx2asRrS/9bI8NRsriZ0kEbDz7eTnnyAfnjqhoHd8oqzxahDLLYhtrCz5Ue2W9NWj8YGVMYz9xzyerkPdk1ufRTU0xjT1NsxzvKo3RGF5FZQM8nZyDjGR5zx5p3eME2l0LMde3PDIlRZJHMYdHsKvphgCASS6ZxgDeMcZxc7W7nTuBNy0bFQmrXuos5Ql4pg2xvaxxyjjB54H36XRd+RWJ4a9PS7dizM6pHHHJF/FHLIu4lgAcQuCOcH79cxd2/re72++k+qlKxbWKwXC5Iek9hVI5IwDGcgjnjkdXrWty0e7LtSRnmiatT+mgAUfvZHshvd9sRAnJP4Tjk4NVu+6ysqfq+76h9Rdm0El42dZFXB9+1oznZuIBBxjnplY7lij7dr6vBWksxzyxQpHBJGxJklWJSG3bcZYfPSjXO8po9N1UUaE/wBTUryMZWX91HMoUmMtjBI38YyDsb8s9Du4adWtpJV1HURUEgksrGihnWRVMefYuRvwMeQhP83OqaxapnRAKKh79kQSpJKAYR6TuTxkMfZj+vRoXcMWrTxxpBJEs1VLldnIIlibweDwRxkH7j88ZvXe9JhTb6SjcrSGw8MEp9JhK0VkRSJjccZGcE4H5g9Mou9YHSyWo2I2puFtqzJmEGV4g3BO4ZjY8fH58dR0O9TJpK3LdBkaOBbVpYpAwgiZ3UNk4Lf+m5OB4U/cAxXO6bk9nQptLpWZKtuyVVVaLFqMwWGGCxypBiRj44I8nKj39oNN9PlvVtPvz1YqZtyOkYHp/wDTrOEYk7QSjj588ddTd6fvL9ebSr9Z60VhmcPCxDRIjkD3EZKSKwzx8Hq03dkccM0iVJpa0LLC9gyRqqyEJw2SMD95knH8LflnztrXn1rW52iaRaRpRypC6rlJPWmR+Ryc+mPn4+M9cTd5iOCZxpN53FiatXiQK72XiL79oUnH/p8bsZJHgZPXg74pteaotaX12bZEpZRub1BHhufbyQ3PO3nzgdcv3TOdTatZoTVY1akAVkRpA00jIVccgAFcHaSfkfl7J3vEBRMWm25vr1ikqBGjHqxucBuWGMZXIP8A3D88S6b3jDqE9aCGjYSexCZUSUom4gHcqknDYIwSucEjOBglpr+sNpRopHSmtzXJjBGkbIvuEbvyWIAGEPSeDvirYpfWQ0bj1klSvNhVLxTMoYR7c5Y5ZFyMjLDyMkUrXfGY1moVZJJCmBG8qCMn14omyRlgy+p+EgfIIB8XJe7lq3pazVLMkjWZa8e9kAaVERhEpH/cGJGfs2cYHTPRu4Y9Vv2YK9WyIYtwWyyERuySNG6gn5DL/wCCPzAzdvuDUK/cJntWjBpkGpy05YFVGV4lpPPuzt3Bgyg8H8umd3vNac4hsabOkm1XILpgK8cjxkkE/iMLpj4bHkEHog71ry19OsGpMtW86JFPuUR+4R+WJABzJgKcE7Gxk4Bv693LBo1+pWmhkkNh40Uqyg5eVYlwCQT7nGfsP6Arave6T1dPlGlXg91FnjhCq7iAlFMp2kgAF84JzhT84Ba6v3DFp2oVqS1rFqxKFd1gQt6cZcJvPxgE5P5A/kCtr96w2bT1a1CzJcRXdq5ZEkCJt3ZVmBBG9ODjO4EZHPXFjvmCK9NUjoWZ545lgCxvHyWlMQzlhj3AHHnDA9TaV3nBqV2vVgoXfUMhhtezIqODIpDkZGN0RXIJ8r8EkN+4NW/VFOKcVZrRlnjrrHEVB3OwUH3EDGSPnrPjv2qYfUTTdQkEUbPaWKLea5USe1scHmIqMHyV+CSCz37VrVLVialMI6zuGdZI2SRUjWQmMhvf7XHHHIb7Hrhu8J0ptZsafOZI31ALBWdXEq1pGT+IA7iFyAOM+T46unvGAyV0r07FkztlDXXf+5Dqhl48KCxPPOFJ+wMvdFq8NU0qhRmastoTPJOm0uuxQQAGUgg554+Olui94PJ29p1iatLbmMVaKxKhVB9TLCjquMj8RkQZAwC4+AcSaf33BfWY1dPsytFAtlo4vfIY2i9QEKOTyQmBzuzxx02i7iryduHWFQGAMUwJUIz6mzJbOAM8nPIGcgEEdKa/flaf6h/1fbSvXhWWWYlCoLSyxBQASxJeFh4+Qem419F0E6nZqWK5EvoiCVdrlzJ6ajnHDErgnHDAnHPVWz3UtVJzYoTo1WMTW13IfRiMjoH4PuB9N245wPAPHVOn3xDbtVqh063XsXCy1RK0eJSpcNyGO3Hpk8+R4yeOqeg97O2lVhZrXLtqOItalijGI2CNIAx4UZCgcHyw/pbHfcAh32NNuVzuQfvTGFAdAyEuGKrnOACRyMfbPMXe/wBZYqQUaJZpbEUUm+VRsR45HBGM+4ekQV4wfnjqah3jBJp1SdK9uaJkreq7mMOhnO1AQCATkjOOBuHnnFaP9IUDaaLkulXoY2rV7Y9Qx49KZJGV2YMVQZiZcsQASuSM8bKtK0yFmTaM+3kHI+Dx1L1zKgkiZGLAMMEqxU/0I5HS2HQtPhq6fWjiZYNPYNWT1X/dkAqPnkAEjB4xx1BZ7Y0aws4lpRsszmVhub2uWDlkwfYxZQxK4OQD56o6b2721qVOrdp0o2hJ9SJjvU59UyAkHByJNzDPgk4xk5tR9s6HU9FYqkURSX1oVR2BVgGGEweAA7YUcDJ467o9u6PHDWkrVDGqQRxRgs6kImTGCCc5XJxnlfjHVrS9FoaY6tRh9MrXjqgb2IEUedi4JIwNzY/melOk6D28b0z6fAy2dOkWsffKvokRHaq5OMCOc4xxhuPys1O0tDp2K09akkctbZ6RDt7SiFFOM4JCHbk87cDwB1bvaFp1+xNPag3yyrGjt6jDiNi8ZGDwVYkgjBBJ6hl7Z0iZkL1EJRxIvubhxnD+fxct7vPJ55PXLU9IkK6F6ZBiC3REu9ckSbg+8eW9QbjyTnk9K1g7X1bWb9ERF7l2KRrGElRJlRljch+ELA7FJU5wADwOmsna+jytaZqo3WsesRI4LkY5OD5O1cnycDOcdX7+n1b6QLbjEggkEseSQVYZAOQfsSPzBIPnqPS9Jo6XuFGFYQwxgEnAySFGTwoLHCjAGfHSvT+06cNaxHeYW2lszWA43JtEkxm2gbjjDY8YztGR1aTtvSYbTWlqj1i5kZi7ncS2/kZ593uAPAOSMZ6q6Ro2gXKlW7p9ZTAysYz713Kz7iCpwSNwyFYYGOAOrNftfR606zVqiwyLK06lHZdjkMCVAOAMSPwOPex8k9L17e7aiuDSlphJZqRT0wZMPAgEZyc4JCuq5zu2kDx1f/w7pFgzSel6hl9RZG9Zzu3Ksbgnd5IRQf8A9vVLU9F7boOJblZEksPBFuDOWL740jbg5DbhGN/nhcnjpppWg6dpczS0IDFIyFGPqMcguz8gk/xMxz+Z6jm7b0qasIJawaNbDWlzI25ZWJLMrZyM7mzg4O4j5PVW52p2+EmmsU4hGA7sWkYLHlxIzLzhDvUNlcEHnrmho+hamsVytVcCL040ZllhOIm3JwcEgE5Bxzn56uRdt6TD6fpVVQRyiZAHYBWBLDHPCgsTtHHPjqEdraRDXdYYmhAV8SCZyYyylS4JPDbWI3eQCfv1T1taOo6VouoJqDfq+pMtlJEWSR5x6boApQhs4cnIz48eerdXR9AuwQWq0NaSG1XQR+m3sljCkKQoODhW4OMgHz1SbS+2pV1SR4txrbobbb5CwJCPzzktgR4IyfaoB4ADLTNM0mxBHarVm2PY+rX1VdSJAu0NtbleOMYHHVujpGn6fZs2KldIZbDF5CpONxOWIHgZPJxjJ5OT0o+m7eap+ukzNA9hrYkSSSQPLtMRYKCc+3K4A8fHVnSNL0Oxo1f6CGGWhIIpYjuLDCENHgk5wpHA8Dxjz1WNTt3Y9b0ogmnSbGiUMArSMr7do/Fubacc5OOlvcs9G/asumkHU569JLMIisNGZSsxIQgYxtdA3yQQcDPBc0tB0exQ0qRKqbKsQ+mO9zsRgDtycErwPa3HA44HV+9o+n3rda3aro9mtkRyZIIBIJBx5GQDg5GQD8dZkaboVvW6taHTK9iL05P+qE7FozGdvpEedhy425wSre08nq9qnZen2njlqAVZxZWd5Mu24Cb1mVfeNu5+cjwSfv0xbtvS/qVsx1VisiIxCVCVJHJycH3EFmIJyQWJHk9WTpNZ6FKpP6s0dRo3jaSRixaPG1mOfccgHnyelF3svSpqdmOrCK9iaCSAT5ZyA+45YE+7BdiM+NxxjPVfT+x6a0pYdXf61pEeMhHmRAjDDKA0rthhjI3YOBwMdOKvbumVbSWa9YRyo8kilXbAaT8Z25xyecY8knyeuT21pONPApxr9Anp19uRsTj28HlfapwcjIB8jq1e0ures17FhXM1cMI2WRk27hhvBHkdVqXbml0pYZKtVY2ijjjT3MRhAQmQTgkAkAnkD569j7d0qMSiOlEvqxmF8DGULs5X+W5mP9epTotA6Y9AwD6Z5PVYbmyX379+7Od273ZznPVODtTRoIbkSUlaK5GYp0kZnEilmcghif4pHP8A/I9XW0ag+jvpcldZKLqVaOQl9wPnJJJJ+c5znnqBO29KRoGWqu6FCiksxLAtuIbn3+4bvdnnJ8nqvL2hosqwrJT3CEbYyZXynv35B3ZDbiTu8/njr2HtHRICTBQjiJhMB9NmXKHPBwfI3MAfIBIGOun7V0h3dnqbt8axMGkchkChQpGcEYABHz8564h7Q0SFVEdIDb6e394+UEe7YF54ADMMDjBx46mg7Z0muYTDV2mGNYUPqMfYrFkB552kkrn8JPGOox2no4SNBVIWOFK6ASuNsaKyqo93gCRx/Jj9+mOm6fHp4nELSFJZPU2MxKx+0Dao/hXAHA489XOqurFRpdsu5RRC+WDbcDB5yPH8+vm3bWg3L1ft26DdbTpVrzWIjedtzCtMryH38hmkh9v/AOmSQCcG7DoncMUdKYoJWhEceoVms8aiyhwZATwvlXwcbsbTwBmpS7b7jp1q8FeGGM5qv6gs5ELRyybzjHuJRl/mAQfAzao9u6ks+l27WmILMEU0M5FwyOXaJAZUZsbdxT4wSSCcEnFWbtzuSbt56zNMuorX2JZW3gspqen6RweMS4bPj+LO7jrUduQ29L1a7VercanasGWCWSf1REohjBDEsSMuHP8AM5+Thfa0fUn1rVJnqNPp1q4ztAJxGXBqwxrJkH+Fon44/GGHKgdKZe2+5RtElmed/SxLN9QMtKFADBcqGRiuSp2spIKvxgaqwdRvdqXasdRodQjT0FUyELKwVclGyCVOSATgnHkeeslV7c19TLJOlwyxSK1YJdwAouvJjYH2jELKmORgbc46e9paTq9XWxa1WvEHWma81lZ95sSCTPqY+AR8Hx48AdKq/b2sV4IPoaYpzRw6ivEqoCZrUUqLuUkruSMqWAypI84671XtPVLcczUX+k+oeZEhd9wrRMiMMDJBImiJAHAErDx09vaZe/wtWghgRrrzRz2Y1k9uTIHkAyRuAycKSAQAPy6y+ndt9xR6UWsiw+oIlSNxJd9QTRoqrMq7iVDMVByVGfBPJPWj1DQrEuldu0WFqWKtMv1WLbbmiETrh2BUvyVz98HpTT0XuGvD61hWtzizH9XC1kBLkaiQFlAUBcl0YhvOzaeAMrf8Md0V9IFPT0grzslcpOLRIrujSBmxj3e1k/mAQfHLKzoWs2K9JYqslOuzv69aK/uZJNsWyUOwOACkmQvJ37vJYdX+3tK1eDuSG3qVeMmKvagltCbeZy8sbowXyBtUjHxjA4A6WVO2dXr6dJRgrxV02TrVeGYKKsxmZ0n2jGchl48gJjGHOL/enbtrUu4ILNamksci1UlmWURyRrFbSVsHg8qGxg+ft1V0jQdbi1imbJsDT68ztAPqhmECxMwDH3MytC8SYB8x4PGD1Y7k0TWrWs6hPQyYpEBjEtjA3L6RUJj8OSjjDBgMlgy7mUr37b1a7NqT6hTk2S1rgghW5ujDyMDGCuQMgbuSMDPnqO5oPcxmH6siFRRD6ag2dqhfp1XYSpJH7wHAUcZ3gkk4ZtoerS39NcQSVtPDeqa8dz3VpBLvyWIOVZeNqnA/D+Ekh/LWs6t25DDUzpjZAMdqH1copxtZdwyGAHzyDz5I6X6HQ1LTuz6WlXYZZ7McIiklpSLERkt+HLcFRt5zznj7CTQ+2bFPTtFit353lpV/RkKSbQcKAMAADgDBOBnzgdB0xnl7jW7phuVL1qKRIiyfvEEUSE8nggoTzj4xz1co6E40GChesyymN2ZXk2yuF3MUQs4bcVUhdx5OM5567uaLN+pHoafbSAswJkkrqysucspRNgwRkcY89LO36Op6X2qmm3YWsTgvuemywnDyOfbluCAQfPzx46m0PtyzU0PTalu36ktRCm4qCXG7Kq5GNwC4B4GSM9QWtGvTaxqNpIyIxaq2IwWGJhGuGXzwfkZwMgfz6YaF2/Wr0ZfrqtaWxPNPK5aNWIWSdpQhPzgsPyyM9V+7tPv3LdE1IRZqCOZJYfqGgKyNt9OUMOfbtcccjfkZx1l7Ha+rvYaZEuiT1rEmfr28/WJJCcb8cReoMfnjr6BYo1Vs/rCOjDJqCp6azbFEu3/t3nnH5Z6v9HR0dHR0dHR0dHR0dHR0dHR0dHR0dczRrNE8cgyjgqR+R6QWdM/Una5raNYmqxU4ndScSs2FY4JfPzg/0wMdZ6x3DqWiHTblqSzqVOTSbGoWIgsSFBH9MSwOBnAeTA+dwHxnptH3WkWqtSkrWffdaqJZSqoGyoADDA53ZCk7j8ZPAnt9ztX1ixQ+gkPpPDEspkUK8kv4QB5AHJJI+OMnjpfb77SosZnomMNvVi8vCtHOIZvAPtTcHJ+VyfggNLXcM0NPSZY9OaabUpjDFGkqgD93JIGJOOCsefGRnpNc7tsalpcc+kV5IYprFRYrUntEkU0m3cu5T7gPuCBkcnx1JT7zd1owVNOuXhZdYa9pysQnOyVixyFwf3JJ2jHuGPsLbd2NN27rmoVaeyzpsDymtZfY24IXCuMbl+PjB+CwwTZi7kzcjgmrYUWEpzSo+RHM0SyKACASuGUZ+58YyQql1iy/dupaPLqM9RTJF9NMY49oyqs0asVILnPAb4yRnB661LvkabX1CefTZhWpyTRlzKm6X0lLPtUHJOBwOPnOAM9Tz95+nqMlKPTLEllbK1ljLrGx3GQB8MQdh9MkMMghhgkhgCr3rDbpQ24KM5r+pBDPllDRSTbdi4z7uXQEg4G4ecHEeld7/rE1IV0yaG5dgis1YpJV2yRyRu6ksM7T+6cEY84+5xRXvQwtevtFZmoNDWkjiKqv025JWbe3hRmMDcx2hiOQvI7od3ywUtdkIGoHS5p3nw4V44hIdgCqvu9gY5+dvyenmo61KdI9euqxtPbWnXk3bh7pAnqYx8ckD5wOec9Lu4buraM89uG6lmCOvI8leSIARAD92+4YOS3kE4I3Yxt54v29YlXVq+n31js6dMEgLxKxtO0SOsb8cLlmB2gHGDkYOfV1jULk1dYJ1j+suW6aLsB9EwM4D/chvS5/JxjHzptB1Aavomn6iqemtuvHYCZztDqGx/8APV7o6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6ht147daSCbJikUq4DEZB8jI56Xz9vabYgWGauXiWs9MK0jH9y2NyefB2rn74HXMfbelx2WsCqGmaQTM7szFnBBBOTzggEfYgHyB1NZ0PT7LWzYriT6ooZtzE7ihBQjngqQCCMEEA+eixoem2Kq156cMkKrIgVlzxICH/wD7AnP3z1NY06tYeo0qZNV/UhwxGxtpXIwf+1mH8ifv1SXtjR1heKOjFFG062SI8p+8VtytwR4YkgeM8+euoO29Jr2Fnr0ooZVnNkNHlcSEMC3B+d78ePc33PUtbQ9Or1Z60NSIQTx+lIhXIZAMBOf4QCRjxyfv15U0HTallLFepEkyKqhgP+0FQfzYAkbvOCRnB64u9vaZdW4tqt6q3GRpw0jEOVIKnGeMYGMfbqKftbSLFd4J6iyRO7uwd2JYuu18nOcMOCPB67j7a0qKZJYqiJIj+ohUkbWyxyOeOWY/mST568g7b0yrsapVijljjCRu2WxgsVyCedpZsZ8ZOMdVtI7S0+hodDT5kWw1SOJFnIKvmNdqsDnK4BPAOBuI8E9WZu2dJlZi9OPlVXAJAUKjIAADgDazLgY4Yj5PUcvbdaFJH0nZSttuxMVaQAOQXGzcAc44B4B5x1bfRqv6lg0uFTBWrrGsHpgAxengoV4x7SoI4xx4x1CvbemG+16aqktyQH1JG3EMSmwnaSRyvH8uOvLvbOlXYo47dYyBCzAmRwcsACSQck4AHPwMdTzaRBsl+kxVmddnqxqMoDjO0HgEgDnHwM5wOrVClBQriGrGI4gFAUE4AChQP/CgdWOjo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ojo6Ov/9k=)
Main reactions of production and loss of C3H4 are shown in Figure 2. Column abundances of some species in the model and its previous version are shown in Table 1 along with production and loss rates, escape and precipitation flows, and chemical lifetimes. The HC3N abundance of 2.3×1013 cm-2 in the model is close to the upper limit of 2×1013 cm-2 (Lellouch et al. 2017). The change in the model increases H2 and C3H8 by factors of 1.3 and reduces H and C4H2 by factors of 1.3, while the other species remain almost unchanged relative Krasnopolsky (2020).
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Atomic hydrogen abundance of (7.7±1.7)×1013 cm-2 at τ=1 (490 km) was measured (Steffl et al. 2020) using the observed Lyman-beta emission. This value is 6.9×1013 cm-2 in our model (Fig.3) and 7.3×1013 cm-2 in the previous version (Krasnopolsky 2020).
Reflectivity of 0.17 at 140-185 nm (Steffl et al. 2020) agrees with the HST value of 0.14 at 180-190 nm (Krasnopolsky 2001).
Nitrogen isotope ratio. The observed lower limit HC14N/HC15N > 125 on Pluto (Lellouch et a. 2017) agrees with 14N/15N in the planets, asteroids, comets, and the solar wind. However, it looks puzzling compared to HC14N/HC15N = 60 on Titan that is perfectly explained by predissociation of N2 at 80-100 nm (Liang et al. 2007, Krasnopolsky 2016). Both Pluto and Titan have nitrogen-methane atmospheres with significant similarity in photochemistry.
Major reactions of production and loss of HCN on Pluto are given in Table 2. Our analysis confirms predissociation of N2 at 80-100 nm as the major process of nitrogen isotope fractionation on Pluto. Kinetic isotope effect induced by difference of reduced mass of the reactants is very small, for example, k14/k15 = 1.006 for CH + HCN → CHCN + H. Our calculation gives negligible photo-induced isotope fractionation for HCN. Isotope fractionation in condensation of ammonia is calculated at 1.04 for Pluto’s conditions using measurements by King et al. (1989). This value is adopted for HCN on Pluto.
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)
The observed twofold difference on Pluto is partially caused by diffusive depletion of the heavy isotope in HCN and in predissociation of N2. On Pluto, mean altitudes of HCN and predissociation of N2 are 500 and 860 km, well above the homopause at 96 km. On Titan, the observations of HC14N/HC15N refer to 90-460 km (Vinatier et al. 2007), predissociation happens near 985 km, both below the homopause at 1000 km, and diffusive depletion does not occur. Therefore the observed limit corresponds to 14N/15N > 253 for N2 in the lower atmosphere and 14N/15N > 228 in the upper layers of the N2 ice. These limits reflect the conditions on Pluto in the last two million years. The current loss of N2 is 37.5 g cm-2 Byr-1 primarily to photodestruction. The calculated isotope fractionation factor of 1.96 accounts for formation and condensation of nitriles, diffusive separation, and fractionation in thermal escape. Variations of 14N/15N in the N2 ice are relevant to evolution of the solar EUV, mixing processes in the N2 ice, and possible periods of hydrodynamic escape that are poorly known and not considered here.
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