Abstract.
The upper atmosphere of HD 209458 b undergoes hydrodynamic escape that is the most atmospheric efficient mass-loss process. Previous works on its characterisation were mainly based on the available Ly-α observations, which provide limited information due to the interstellar medium absorption and the geocoronal emission contamination, and then a high degeneracy in the retrieved atmospheric parameters. Nevertheless, helium triplet lines, hereafter He(23S), are not significantly affected by these processes so that the recent He(23S) absorption spectra measurements by [1] are suitable for retrieving information of the HD 209458 b planetary upper atmosphere. In this work, we significantly improve the characterisation of the upper atmosphere of HD 209458 b by analysing the mid-transit He(23S) spectral absorption measurements. Our study shows that hydrodynamic atmospheric escape expands the thermosphere from the thermobase (that we assume at 1.04 planet's radius, Rp) to the Roche lobe (at 4.22 Rp) by means of a strong and light wind (H/He composition of about 98/2) almost fully ionised beyond 2.9 Rp, in which the He(23S) accumulates at low altitude. Details of this study can be found in [2].
1. Modelling
We applied a 1D hydrodynamic model with spherical symmetry for the structure of the thermosphere coupled with a non-local thermodynamic model for calculating the species density profiles (H, H+, He, He+ and He(23S)). In addition, for retrieving the atmospheric parameters, we calculated the synthetic spectra with a high-resolution radiative transfer model and compared to the He(23S) measured absorption spectrum.
Hydrodynamic continuity equations were solved by assuming a constant speed of sound. This approximation provided us with the same analytical solution than the isothermal Parker wind [3], although we note that constant speed of sound is not necessarily an isothermal approximation. All the production and loss processes (similar to those of [4] but extended), constants and XUV (X-ray and extreme ultraviolet EUV) stellar fluxes used in the study can be found in [2]. The inputs of the model were the maximum temperature, the mass-loss rate (MLR) and the H/He composition of the thermosphere. He(23S) absorption in HD 209458 b was observed with the high-resolution spectrograph CARMENES ([5], [6]) at the 3.5 m Calar Alto Telescope as reported by [1].
The constant speed of sound approximation induces a degeneracy on temperature and MLR, that is added to the degeneracy on the H/He composition. In order to perform a suitable parameter study, we run a grid of simulations for a temperature range from 4000 K to 11500 K and an MLR range from 108 to 1012 g/s for three different H/He compositions, 90/10, 95/5 and 98/2.
2. Results and discussion
Figure 1 shows the spectral transmission of the He(23S) at mid-transit (black line with data points and error bars adapted from [1]) and the synthetic spectrum of one of our simulations that fit this signal (T= 6000 K, MLR of 1.9 x109 g/s and H/He of 90/10, dashed cyan curve). The magenta curve represents an additional absorption necessary to reproduce the signal and the orange curve the total absoprtion. We did not include it in our fit as this gas is probably beyond the Roche lobe.
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)
Fig. 1. Spectral transmission of the He triplet at mid transit (adapted from [2]).
Figure 2 shows the degeneracy in MLR, maximum temperature and H/He composition of the thermosphere, and the strong constraints of the He(23S) spectral absorption measurements on these parameters. We reduced the degeneracy comparing our results with other studies based on the Ly-α measurements of this exoplanet. Comparisons of H density profiles with those of [7], [8] and [9], suggest that H/He is lower than the canonical 90/10, and concluded that the most probable composition among our simulations is 98/2. Comparison of heating efficiencies allowed us to constrain the mass-loss rate, as we adopted the range of 0.1-0.2 according to [10].
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Oah26P0VZsQyDeMM6k4rdeAl4CXgJeAnEjAYB8GzZdhl+x27hcnKW+BBtb+Pq6j0/XS8BLwEvAS8BLoFYSAMgjYJ7/9VTZMOGV4HLCqiHDNE6jsTeLMXSThTmToZsiKVld5iU1q/aMicFvvQS8BLwEvATiSAIVFeWqlAd4tGn6u7L+xRFStlSkRacpkrnLPorW6ggthFfa4a5BFcGCLDplDWwD3JsFoFPQTZs2yejRo6VTp07Oqw7b6667zk9bi6OX2mfFS8BLwEuguUmgAjDWqWiK2rJu3KOy6a0Ldb1vkZzT75OWOw+IiCNwimbT1ubOmSu33nqrw7MWLVrI+PHj5aqrrmoe89ARwu9+9zu5+OKLK01b69Chgx9Lb25fjy+vl4CXgJdAnEigopze4hQpK9goa17+sxRMvE2SM0Van/KatDrghCCXkW74cJYLCwtl/fr1LigrM0vGfzReVq9e3Tw0dMYWmHeOaT/rxnryEvAS8BLwEvASaBwJBN3laOWAefEPS2TNs/8nxfNfltTOfaXtWc9HutkjY+cxBnLgO0umsiCLEfsrV65sHoBuhgPFJcWu/DbeYOEmFL/1EvAS8BLwEvASqBcJKBKjXAZAHnSh582dIOte/JmUrfxG0gacIe1/8hdJ67Czjo/TDU+cIF44P+A76UBgGcpqs5q2hgEBZEZwALkHcycS/+Ml4CXgJeAlUB8SiIAuSUeBXLGnorxUCr6eJrkTn5fCL+6SCnWPknnYDdL+pN9KcstsPR90w28tS4Zf4S041zyM4qpo5WxNWP6cl4CXgJeAl4CXwGYJqFIY6IUaFN1xp0O4vVlRRI2GIwTwVpQUSt68zyV3wjNSNPMR9XSmC4b1GiLZh18rrQ89VWMC9mjmKXZZrbb4WWkWgG5SsW4KO/ZbLwEvAS8BL4FmKIEwCrvi0x2+WQ4BFkcA2R0A0HY+uuMCQrhtEdy2orRIQbxYyktLpGDBVMn95FEpnvOciDp3a9F/pGQddLFkDx4qKdltg+s0A4G1e6VkanRg2NasAN0c21s3RY0k5SN5CXgJeAl4CSSWBHTetgH0ZsAFlCNgbNtoqRiGjR7E7GhaCspozxUlRVJemCvlxcW6XyLl+eukXC3Uy4sUuHVblvuDhm3Q/Xwpz1suFXnf6vYzHSMvdGmmDTxDsg86V7IGHiLJGTkuzM1Bp7VQfQZi8rP50LAMbAPUmw2gU9jS0lInCbYIwtaS3Swev+cl4CXgJeAlkJgSUC1bna04LVedsFSNj8SJAHSxgq5q0BWKB+UFgPAmBWoF6QIF7NxVulWgLihUQF7pwBnwrihYoWHTpCJfO94VoyuAlJII0yBooaw95kmKrEm6dkqSTkFLSh8o6XsfKtkH/kSydjtAklq01Eh6Ld3rmklzKOMCa/gDnmEQBzMP3TCt2ayHfumll8qGDRuijmU6d+4s119/vXcsU8MXyEfzEvAS8BKISwkouAFw4e7q4hWLpHjVUgXf9aoxK1AXqWYNSAPOADfgnD9fj2cqSCu4MgFKx7QxUMOpi1u2DIBWfy9Jir+O03Wb0Ubnie8pSVm9dNtRtexMSc5qJ8nZnSWlZYbGaykpmW01vJUCd6okp2dIclqWxs3W/AX6swF5NS0OvWn1BICjjc+ePUduvvkmAccA9A8++ECuvvrq5uVY5pe//KXgTMbWQ2/btq1rIVUvPn/GS8BLwEvASyAuJUC3umbMNFzGrAu+mSl508ZK4fSbtJtbTwLOMBHTNC6grFq0A2i058wjFGy7uO7v5CwF6Gzdb6kgbUCd0VoBuUUQ1hKQTlPtW4FateykVE2wFrQ9QB57myJtoGzcuNEFZ2ZmykcffdR85qHTeqN7ncn33rFM7Kvhj70EvAS8BBJHApuBUbvVNdulG1dL/txJkjfleTU6e8p1h6f26iPZx10oKTntAw0arTk9TYFZtWW07LT0QINOy9StgnMKqnjdrMsZrAdjIPITNDLcYSQk2IR7EOxsXbfp6enSsWPH6OXsL1u2rHmMoZvhAJo5RLdFMHaB+D15CXgJeAl4CcS3BDaPjxswFi1fKHm6kEnB1PulZPFsSVKFOW3AyZK570+d0Vlqm861L5ID5gCcIxgd6hkP4YXbjRy7cfDN5zbv1f72tbnCxtGbnWMZE5IBuwdzk4jfegl4CXgJxKkEIohq4+OB5zSRwiWzJffzV6Vg8nVStkqHudurY5ahV0vWPidIxi57qfatfemQIbLqzOyGMThyFMQLW8+5/QCSw8FBxPj6DeOYYVuzsHK37hB9rPH1RHxuvAS8BLwEmpUEtA6OVsMB0IaLb8Dk1OIIorow9Z6Wv3CG5E56SQqn/UnKN6hTlp1FWp36gGQNOUrSu+4aTWZzl7zpylubkha9rAnsNJNpa/aS4EnHk5eAl4CXgJfAjpaAAXUUrQOtOKwWm/YbrYarB1rcn1botDKmlBV+O1e9qz0lRV88pNbpOjOs92DJOe7/JHvICGnRbqdoQQzIrUs+eqLZ7DQTT3FRDT3aBdNsnrAvqJeAl4CXwI6TQMhhC/pRkpvXRfLuINhG7rZll7Vq5HhPKy0LnLMU5kmZm062WsrydM53fq6UbfxenbOos5bctVK+8WvdzpCyH7RfXc2fWvQ7Ur2r/UKyBg+T1Fbaz66EUxY0fkC8+QJ5IHB6oJtFl7uNl3gNPXjw/tdLwEvAS6DGElBFyI1jg9BVOWwB5MvUOYvzoKbzvYsKFJTX6Hxv3eI1beMKBWyd+71plQL2YgXplepB7UPdKhbjoAVbZeaBM72MqWWgks79TtaVrpMyB0nawKMla78zJWvQjyRF53dDgTau5zU/vuPVicSJoVkAerSlGO3qCQTgf70EvAS8BLwEqpGAATnab6QSLV65WIqWzlOHLOsUrPMUrJdL2ablCs5o1XMUtL8IQBonLeqwJeykxc0Bz1L8VQ9qydlDpEXn3XXbVVKyWklya91mt1PA1jngOR11m63TzNJ1mpme03nhNufbd6tX86xccDPpcjcRMF0Nsmlr5tvdzvutl4CXgJdAs5cA3diQ08Z1BbDSYilYNEsdtrypDltukLIVek4XGHFgjaOWiCc1NOqU9sdIcs+dFKjbS0rr7joHvLUD7JSczjr/W72mKVCnqLOWJPVulpym878jblC53dbIA3ll6dBjApvnOMO2ZqGhW3cRHnUg78O98svhj7wEvAS8BAw0AXKodNMa57Alf8oLUjTn39pNrpblPdpI9gnXSGqHnqpRd1DtOUMBG3eo6lENkFbHLUkAtVsCtIZdooATA+Gb7enc/YNOgWBsvrmPjzuBRH4Mz+g1MaU0QxtLgHqzAHQKjqu8SZMmSfv27Z3rV/zf7r777h7cw2+K3/cS8BJodhJwQB4yKita8Y06bBmnDlsekpJFM1WLZrnPk3Qc+yzJHPgjadG2S81kFNEiw5GjIG2BBCg7+6Ya4r9d2hy3Bubr1q2ThQsXOvwCzKdNmyZ4j2s2gI6XuPHjxztf7oWFhdKqVSvp37+/E4gJqTm+IL7MXgJeAs1IAgqyRq7eCwF54bdz1GHLa+qw5fdqWR5x2HL47yIOW4bomPZmhy1cG6ZKQO2AOQLUwYlwVL+/FQlUlqq2dWLiGlatWbNG3n77bcnJyXELjE2cNFGOGXlM81icpaysTMaMGSM33nijtNTVcDx5CXgJeAk0HQkoDESRILrj5oFTxsCgDYDdssQV5aVSsPALyf0s4rBlvXardxPJOOA+ned9tKR324UU3IWbu+SrSGjLpJt9yOYnUVkU4XCTpG0rx6z6yEA9fBYNferUqc1HQ0cI+fn5DtAB+PD4Q1gwft9LwEvASyA+JKBVf7T2xwiqcq4CoNYw121t5zZDw5bKsRpRFamzFl0DnHXAi7+fL7kTn5WimeawZZDkHBtx2NK+qyW4ed1u1eabM8WI34kiHLZZ8kETKHwcllt14Zgisry6LbHOcRvl2Pg8d/AMduPmuvpbgU4RZDy9WXS5q0wcmQEB2+jHYCf91kvAS8BLoLEkEKmgAxDWKtztsLUMbcWrWlmJmwdeUVwYzPsuVsDO26BzwVcHc8E3rtSpZboOeK7OCd+0SKeazVInLt9IuWrjWKu36HeUOmy5WB22DFWHLR2CG7rWg8IVlu7NCMjDAI0gouKP2Q+EVPm8hbEFjJkIADPNnmXWbbo9s/kKlZl6r9PwhWMLY0tcFkblSZynXNUacOBXGMMM25oFoNOSgWzrDvyPl4CXgJdAI0sg3I0drqBRzTkHSJcX5Up5cYmCsIJ03np14KIOWzb+oCCtgK0OW5yzlk3fK2AvUUt0nQuOwxZQQVU9nLY4Ry2sAa5OW5KZB56zq6R0OFrS+vSQjCEnSfYeP9LpZDlOEkF+dNdZuofhrJEFVY+3Bx1g+h+qKjHnTHsGhE2DBpQNmMOgTJgBNY+BY7aRRxIFetIErGHurY9IdBYgPnUE9zk8EYtDHqrKmwZXomYB6Pah2LaSBPyBl4CXgJdAQ0rAtHF6CiPab/Gq76Rw0QwF4/XOq1rZhm91XwE7d4Vq1WMDkFbUqDB0MPTRGtyBtDprScrqLildfixprfrqPPA2uhZ4R0lutZPO+9apZeq0JTlLOV2nlqm3teQ0nRPeAoQPIMAaFpafhhRHY90LkIQAShht+jvl1coGxAA14IzYwxwGdgAesgEJABpgNoBmv7WyPiIH1gA25oUccw5mX59G9BquNbDX3RqBOVP/mgWgIxBPXgJeAl4CjSqBMJDTpV5RJgVL5jqHLQVTr5ay7zV3oIMig3PWojV9ktb8yTmDpEWPgQrSCsg56lENkFafGs6jWnZb51EtJYttRsRhi14UmUu+rfI2dyBHPgD2QuWZyt9Ejg3sAVZAki2ACxi3i2wBYRhwBpQ5ZyBNXANrgNnSqImWrdHrREz984BeJ9H5i7wEvAS8BGoogRjPa/g8z58/RfIm/0eKZt3vlgJNURu07ONvl7Su6g4VJy1Oq27v3J4mp6UpWOdo17lW1zUEapezSAOCfQckUTSJ7OimOWnkdF9bxwYyWaM8V/lL5WXKSKWn8i7K6vTOAbSBOGBtoGwgbxq5nqoVWWPBttHHEpNKdeEx0SodNgtAjwyhMypVqfD+wEvAS8BLoL4k4FYCU5hwC4joTUrXr5TcmeMlf/ITUjL/LTdAmrrL4ZJzwgVuBbG0DjtvOytahQXphqICzAFkB4GBZZ0GVjacCl3RbHap8WHA1wD4W92fpfyV8lplNSuQPZQHK/dWRrOuKdUGUQygY7c1vVdN4jULQI++3+GXvibS8XG8BLwEvARqLAHQlv8KB7AG5CWrv5fcaW9J3sRbpXTJEjfmnb73hep57TTJHHCAdp8zwqoU1qit1rc6yx3rD/+10dKDlJvVr4EsW0Ac0bG/SHm6MkDO2DhW5IcpD1TWqfcmaRdXD7dK7nFoDNtuNXIDnkxYQMdi3Ru5NeCb4m/lJeAl4EA3EIPCdgQ5gnrIIa2r4U1bLl65SDZNfkMKJo2WUu3TTW6r2uCIP0j2fidKy157SFIKnbeapFqzO6VDgdrXaYF07TciYjusdhsGVttni6Eb4+PTlL9WxphNRzdkL+XdlJnnbUSXPNfY9RaeSNuEBfTYF98DfCK9dj6vXgLxKgGFEPePlh3gd7SuAXWtu0/PRncjRanQ+eCsBV66drlswoXq52ro9oNaK3fUMdkf/0myDzhJWu7cP1rw5maQVh04Ex4G0er2o4KrZod0mOuNXSFAvlR5ijKGbhx3Vx6iDJDTzQ5Znrindcm7Ewn6k7CAjj92c+NqYI7XnNLSUufbNvw8/Nh5WBp+30vAS8BJoFIXt4E1W/6p4kP4rfsV5erARZ22lBVsdPO/WY2sbMMqKVUuW7tE91dI2brpUrZqinPakqqqYM6oe1QjP07Su/Rx6bnGghrJJSXrHZqYwxbAsS7gHEg6EI/9oi0DwjBaNQxYs6W7nClkth87rYzzTDvboEx+einvrUxTCuM2qClo40FJKv82CqCbg5doy7dynio5gAnHMeDGb+2HH34oV111lZTrx5EcGVN6+umnpXPnzjJixIjoOrEkbR9nzG38oZeAl0BzlECM1XlUBBqOS9RyBeyygjx12KJAvWmDlK5b6oC7bO1iBex5uv+BVChalBtygEhqSZWsc5aStQ83tetIaTlilOTse6y0MEM31z+v8OK61ZuCLhiVWhTEEUNV4AyoAswAsmnQgDGgDPCGgdnmf4dBmjBjrgeMDfCRJCBmWwzaAG24s/KeyrsqY60OGZA3rScQlI3fRgH0MEhvzkqwh5ZtbuwI4Zj4MNr3448/LhdffLHccccd7gLA/IcffpC//e1vcvvttzugD1Lyv14CXgJeAhEJRLRxpxVHFIDSjWvUmctMBexlCtJrtKt8oZStXyrl6152U8kqFFUqAG1QSicTJ2k/bbK670purYZsPYZISpsuktquh6S07iSprTuoIxedZpaRrUZu6rglvDKZQl5gyFYV3CXmEwKkYYDRSrVS91coGygD2GFg5jgM4nSNG5OGMfO2AWBjwDnWMYu2naJzvgFxjtkCaGyxTuB6A+6mDuRaVEcNCuimYbOUKQukWJe5ZYbzgDnn6FJP0/mXrFtuxLmzzjpL+vbtKxMnTrRgtxTq73//e6edc50nLwEvAS8BJ4EQkJsiUbR8oeR98X5kve8ZAcpoze8AG9BuM1j9m++lgN1VAbuPOnJpJ6lt1aFLdqvA41rLLDc/PCniZa1KSYc18ijkVRkzoQIBccjAF435W2Xmcs9TXq8MeBrYU3sbA7QGzmzhMDBzjJMWA3Lisw9IAfKkY40H3a0RWX4N2Gt0UQJHalBAtw/qrrvucuu4Xnrppa57nXADe4D6d7/7nXzyySfSvXt3ue++++TEE090IiZeVlaWtGvXzmnrBHKdNQxYG5bGgCcvAS+BZi6BmG718uICt0xo3rTXpWjGbTrOrcDdXgFE1/tO77Wv07JTslurlq2adoZ6YWuJI5fNykSV0nSgHdRBnNfqid8I2hnkEZb4ZMBogMriIV8rA+SLlQF2urj3UkabNsAGkAFmGLBBooQB0JaW7taKLC/buqhpPYFtlTY436CAXqwGJTNnzpRrrrlGHnnkkWgOrZt9+vTpcvDBB8v9998vTzzxhMyZM0eOP/54+c9//iMnn3xydFycrndrHJCIXW/LokYT9jteAl4CzUsCDsi1Ko92q6+WvC//p85cnpHir15SozYFlp67Squhv5asvY6U9G67qny2Ai0RDR8hRgHbHUQDKtVFnGpKhLaNdmsSWq77s5XnKKsBvwPnXrrFMQuSZFGR2lAsOHNs9wqnEw4L74fj+P2g0VSlHNB8jcLgaWE13ZrR2gsvvCBnnHFG9LKUFNpoQevWxsxvu+02+b//+z+57LLL3Lk+ffrIU089Jaeccops2LDBda27E/pTlSYOsMOevAS8BJqRBCKg6+qpCJCXrMGZyzjJ/+xuKVk0y/lGTxt4lmTte4Zk7n6QLhOqc8kixPQxqBJgW4AGbk/95xJOkJ/NNf7mLnPAnHC61b9QnquMdq62f7K/8kDlnsqmGVoatq0KfMNh4X1NpkowJzzeCbwMY+aOyq9hY03Ts+fg4hsYkkjsS2wZJjz23NZuZhbm++23n0yePFkA8r333rtSlznXr1y5Ul566SX53//+55JDm2cMfZ999nHHS9TD0qBBg9w+adD1Hkt0vXNNdWTls7K4ePZG6RtY27JVdx8f7iXgJVAfEtCPlP+IsuHqIVA4VCcVLV8guVPe1DngV0jp94yHa7f6sGt16thJktFnsC5eQmewkkuDj37zimfBiab3q6Xcggizqi92S2TCGLz8RnmG8nxl7APpVj9QeXflzU2izdbjVaWlUZskGY4YXtYGF2srELsXr3vk9XcPyb4FcwfsAB2gI1Ph1kBBQYEUFRVJqi4IkMnKPiGQJ35NwY943LR3796OKcjgwYO30KRXrdJBLaWuXbu5rWnw7dvrQJfS999/7wCdtAD23XbbzYWH83HmmWdGyxAuC9cQr2VG8DGHz7lE+Im8iRY3Gu53vAS8BBpBAiB3VeCtnyq1WoQqyst0nfCNwvKjuZP/K4VTrpey1TpG2wlnLrcHXtl6BHUFl5gzFxoB0Y8+klaibcJAbfubJbO5dOEwK2NsGH0UTB9jLJztCuXpyguVAXZq5T2VAfJwtzr3Ja3mYnSmRY1iVxgTv/vuO1m9erVTWA1DAuA1CXGlUpIe28My0Nkc4ISJEgzGopwOGDAgir323ode/8AYQZNNT2/pcDbVwJx7zZs3z037evfdd+Xll18myNGhhx4qw4YNc4ymnZ2d7cIt45Fo1W7IiN0HK3QaCrHEuDiUklL51cjQVYcgNHaIe9LIgGMpPR3Tiy0Jwefm5spdf71LaCDYvSwmjQe69GkQ9O7dO5pXO++3XgJeAg0gAf22o3UKtRb/odoLT2xleet1mtkPUqIAXrLyGylZPltKl38opSvnCtPMUru3lFan/lWy9zlG0jr3jmbaAXmCOnOJ1v9aGsDTqLp9O88WgAaQbboYNa+KyTEad65yXiiMc8RlS03cUxnvav2UsUCHLD/cP5wHd7KJ/vBewmCJKYRgyqxZs+Sdd96Rm266qV5KjmJNz/Nrr73m8JmeabDUqKK8QjIyM9ysryOPPFJSydzChQvl5ptvln//+98yatQo+dGPfuTADfADfFesWCFfffWVDB8+3KVD1/hJJ51UqTViN6huax8mWxMIcRFSeOsOqviJ7UqPfvihuFWFWdpcT4EN0MP5YB+Q79Aed/2VKxEX4H+8BLwE6k0Cbgxbv0G+QxiqKC2S0k3rFLxXBuC94mspWfallK54TTXwNVKxKchOkuoWKR0yJW3AWdJy95GSPeQoadG2S3DSGgj0LionElErwuQ6FjSpzgFpwBk1BwaUAWIDaQCZMANrO8c1XAuTPmoR1kwMVNoUMsbHUdnQxndRtkFM7kteYvOjQU2WDDzBLN5NMOabb75xQ8PPPPOMoPwaXXDBBdH318LqsuVeKL7dunWLYuWQIUOkf//+0WPygX0agE4POqDPdPDUhx9+2FmcX3fddcJ0Muviriojt9xyi8ydO1f+/ve/y0MPPeQs0blpdUBaVRqxYfYBm3Ydq71v2hR8uUxVC5Ndt60wzpM/0j/wwAPD0avc356yVJmgD/QS8BLYUgJVgG2J+kAvmPeZFH8/T0pWzJSyFc+47vMKUEmRLVn7epM79Jb0PU+VFjsNlBZd+kqLjj2kRZtOOj+8jU4zi0BPzJS1LW8evyFVAfkyze4SZQNrA2mOAW5A2rrKrRFAQ4ApYjZ9DIujTspo2TCATRjn2dK3ifQ4BuS51siAPLGaRJb7um0BcjDGlE9wCBuw119/3Tkxs1Txi8IMrIMOOkg6deoUVVDtfLANN4F4QkZbCw+Gia0nukePHnZRldu8vDz59NNPJRVAZu63zeUG0CC2FMoSJAwtd88995QHHnhAmGKWn8/rVHuyVk/4Sly2QgsWLJB+/fo5jZmu8OXLmSgh0qtXL7etCsjdia38cA1dF//9739dg8UM7vbff39XPisz8eqS/lZu7U95CXgJhCUQBnL93jCnKvx2nuRNf1sdvfyflH6nQVoFJetk5pRO+0jL/Q9R8N5dWnTuo+DdXVLbdJSUrNaqcW855Kbqil6saUYs3cO3jfd9q+aRCIzWvVh5lvLXyuaXHKAFeGGAGQujMEjbvoG0ATrXwcHcIt2pAVmemguQgwMwIG5AvnTpUvnoo4/kn//8p4wfP95Jbeedd3azsYZrjzVj3KaM1kCkdY5ieSMB8kav+Zdffunwi2HpCRMmSIcOHSSVed4Q08CIGAY0wByNGdeqROZCi0cXAMSNwte4wK38ELdt27auu55oHJMGPQPMT6engPF6u9c999wjl1xyiWv9WPytJF/tKRoRlIP8A+g2Ns/9a5P/am/gT3gJeAlUL4FIZUnXN99beWGe5H89VfKmvCJFM//mFjNJ0TZ91rF/lIz+CuId1EtbawVvdaNaJUBbeqCfA3E2iQc9BpquGFoEpoTNU8ZhyxJlusZ3Uj5IuaMymrR1jRu4s7XrdXebZPdkW9V1FmbbbSaY4BEMLA3/wAh8oLz55psOk6x45557rpx++umCHRl4aGTavB3vyK1hk+EUeYXoXgfUUcRpUGCQRw9Bkma+wiIT8e233xbmjNMiwVDs/PPPl1dffZVTzgBgjz32cABsQG43dBG28mPxaSCQiTvvvFN+85vfuHEA1yKPtDp22mkn6dmzp2sBPfvsszJp0iTBgpBWkaWxldtUeYoHNGbMGLnxxhujPRFVRvSBXgJeAjtWAlGtOYAHVibLnTleHb38W0rmv+Gceaf2PUgy971IsgYPU0O2XlvevyrwrhKKtrw0XkPoSwg3P1boMSA+R/kHZTTw3spM1N1VGY17W2RAXV285gLQ1ZU/Nhw8gU0bpxeX3mrwL+z4DIO34447zs2uMlfkdm0YO2PTr6/jqnCQHvMpU6YERnHWwvj888/lmGOOccZxFBIPbYA5rZWPP/7YFYixBLNyrymYUzCLi9Y/depUadMG0wtaiPqn1qdkskuXLq6l8dZbbwnzztHM6Sbv2LFjncHc3UR/SJ9WjQ0tWLjfegl4CexoCWhFqcY67puPaM2Bo5d3JG/SnVK6+Cu3Mln6Xuepo5fTJXOALnaS3TbIRKSSVSVeSX/YUbb6Y0fntCHTA3BhgNzAfKnuM88bIKdbnVpxf+U9lBk1tYEFu7YqULYw2+plTYYMOOujQKaRb9i4Qf738f+cEos1ObTvvvsKrsmHa7c6CqaRYSXvY6O9k1U8aLDN5UkFBrmD66+/3oH11Vdf7bqmKQzdDOedd54bg8aaDnBnDjgFs5aNFba2W7uvXRd7vK1wO7+tLeledvnl0kIbE3SV0BLDyG706NHOLqC6+24rXX/eS8BLICQBA2NVBoyKVnyj88PHqqOX0YGjF8XtjH3GSNb+J0tG70GSlEKHsQKdM0LSnQTsNncFiPkBgMMUroM5t1iZed5fKecrd1IerDxQma51o4hVQIL3R1hparalPrY6uT5Bk27qDz74wLkaN4dmp512msM7jNxM6Wyo/NREOoa7TDHHMJ3ha3oNGEP/6U9/Gm0AurTQvvfcC/cB4jRltPJ7773XHSNYPLztiNXMyBQU2yDgHiY8F0F/XKtDw7eHSLOljjPgepaxemfer+BuBn/1+dJsT779tV4CcS+BUOWrH6v7XkWdvRQunSe5n78mBZN/7xZCiTp62f9Eadl9S0cviTatzJ6LATdbq6XY2r7Fw8sGwI2JL0COoRuGb4yPD1UGyNUO0BFpWXqbm0aRk014E8YFq5OXLVsmcCxW1FUMYAFpYVDGMCzDudCFF14oZ599thxwwAHRXtyq8lPX++6o60wuDE2zjDjHKNpYwWMb5np0KCQnCJz8+WQ59ZRT3WpnZKJXr14uLxiUTZs2zbUIXMB2/Gzt4ZAPy/R23KLSpZQvLa2FMP5flcvYSpH9gZeAl8C2JWBArpWjfa+Mj+fPnyIFM3RFszkPuTXFU7uJ5Jx8n2Tv+2NJ79I7SFfRCleV7lsPafPbvml8xABsoTBwhwGcKWS5yuuV1yivivBq3dKtzvXdlfdSpmnDFDKoqnSDM033l7rZQNZwgR7U2bNnuzneLItdn8TaISh6KKum4AHkvJuWn/q8f23TJl/Iq1WrVrL77rtHL8fT6owZMzYDOmfobgDUcRzD5HlU+tatWzvvcXS/X67d1jYfzj7iaIpxvxOfDyjuxeYz6CUQkkCsE5iKkiIp/G6u5M/8QAq+uF9Kv12k3eg69tv3MMn58XmBo5f2iupQpUZAYumegC1MrsPgXaTHgPc6ZcAbgzYAfK0yFuto4SoON7VMRxucC9UBuu2vzJQyqDl3qwOahiXYTdF1jFGaGWIjn1/+8pdOazagJayuxL1wIsY06RNOOMHZhdn9Lf14BPJtlZcyAPRJ+mMNQ3fNokWL3LgChmhHHXWUm9716KOPunFnLN6Z7uUu1AQShXhQV1wxWnr16u263LG0x7CPKQiMPyRaeRJF7j6fTUQCISC2EpWoB7f8OZ9K/vSXpXje085zG9PO0gf9XjL3OloXQtlTp5wFnchBFUMvYGKBOGUNA7mVHYv0hcqmeQPegDqaOV2eaNyAN2PhcAdl3GLlKDPlzGrO5gjkBpoGovgywUL7jTfekD/96U8qnYDwREr9fMghhziPaRa+/VukXxGdNk16sXna/nvUXwqGVYsXL3ZObuhuZ9oas8FYejwVr29M6xo5cqR0795devfuLbiwM+IcQG5kCdpxomxTUlKdEwDG0BlrQAjJkQrGXq5EKYvPZxOUQAQ0rWRbjikHluPR8zSot9qojo2vV9YWUENAHnwjFaqNqxOYGeOkYMrN6gRmTbAsab9RkrHXabos6cGS1qmnZVHrzQCygmsNxjafru2egSvXkVpsigaQ4XRj45CGhcWmx3Xhc3ZMGGC9RPlL5XnKdJ2jeQPSOHdB6zbwBswJNw1cdysR94USr3kT5Lu2v2AGjOZr2i+ra37yySduRhUzmYxYQhtFcuDAgVFfIXZuR26rytOOTL++02LoeI89BqlCmup6L9auXetwPJVJ8k8//bSw9vjBhxwsPznzJ3L44YfLrrvu6iLaqmcAO2TH9Z3hHZk+D4/pavhybwivPjsy7z6tZiABfT8B5y0alpFwrQ2D8zq9sxLZ+UqBelDb+FVczzcTdQJTlCcFX0/TZUlfVScwd0m59i9j5JY14kbJ2vtYadlroCSn4aMsoMBiXfNa2waEJVDFFhCk9GEJWJhFrwlAhq+PTc/SCaeL4+mvlfHYtlgZYO+ifIByD2X6INDI05WrItIKp1fdPau6NtHDwqDJu80x1tksZvLrX/86WrxTTz3VWWjjmpupy0ZozpA1Aix8R2zJzxbf245IuJ7TMDnSgz5s2NDo3cBlNw8dj2/wjTfe6Py0v/fee24uOqr8RRdd5Obh4d4ukY3JEAIvB6vjAOiMoRCWiI2T6BP0O01DAhHwLSvYqF3Yn0nZxlWStvMAydx1iANxp+UCjBVlanA2TYp1ve+UnA46d3s/dYGqs5Yj1yOMitISWfv6XdL6iAsltVV7yZ83WYqWznFgm9Fvf3Xa0rNS/C0EqBq1Ax+9H99H6cbVkjfzQ8n7/Cl1AvNfTV/dh/bR1RZH/kKy9xy+5WpmDq302nowdCNpurqXKNOt3VdZSx8FS8aqlyoHEKA7SpRFS+yctLhy6f5nymjSvZXpNoc4Z+d30X3uxVg42vgcZe7L5LpeyoOUcfSCBh5L4XQ4RzrGsXGb8nEskNMjih90/Jrcfffd0aIzPZqu9b322sspXJywa3n/6gPIozdP4B1kg5zANJhhY3y5Iy+3fCoRGFNGW4evvPJKmT9/vvNdS/f7F198IVgb4iYWs37iJxJRePJs2rlZMyZSGXxem6AEImBcummNrLxHv6uWvSSt77GS+/5PJW/QTdLx9OsUEZIV08tk1bPXS/HXt0vGkHvVivx52aAOMDqP/k5dpKoHRT2flJwiRcsWSPHiTyQ15zey6oVbpHDqDZJx8D1SvHqKrH/6dOlwxQTJ2k2diNIVHtaeI13jhPFll6xdJrnTxkn+pL9KyaIvJUkHftP3PFcy9ztdsgYcGHICQwVcv9bqBrQzNF90zO5J/pTfVT5TuZcyBAA/pdxNmWuMTtMdvK5RLqaOTVf+iTLxn1TeWRnNnrHtQmUaBsuUiUe3ujqelX2V91DuqRzMmg/uYXnT4ChwJ1bNSM63JAPVLc/ULARgob5lfBwjt8cff9z1AnN179695be//a3rVt9lF5pPAQFMXGNs4X67pQQMz1BITSlNT0t3IB81iiMShEDDRDiGcky8Z+CdFhbd1zyARGlBUYbLLrvM5ZeuCnMsQ7cPC86YgMLl9vteAvUtAXvvVr/8ZyldtVC6/OLv7pZl+Rtk2a1tpO0ZH6omPFTy5kyQtU8cIl1vWBdo5RprxT8uk5TWXRX0x6jyroCuH/fat/+uYZ0lXed5r7y9v3S7baX6Q8dliVphv/eE5H06RrqN+catSgYQg3xhbbp45WLZNEWdwHx2uZSqupusKnDLfa6V7P1PCZzARFYzaygnMAaYdHs/oHyqskEAgPuJ8i+VAVm6xBcoj1KGgtosAFq0dkD7W+WPlH+mjPb9jfIJypznHGkyPp6r3F55sDJAHiwbpTtKxKWGrFxLciaxiXfR3sdYDKhtyXAZjg+Tf/zjH85wi+ux0WLeNEtzV+UHfXvvWds8Jmp8w12WM2eRNBzLgGGstHbOOecE09YoHALF4QqOY8LCRZvF9R2M1aG5TgXM7QWId+GQT6zzcRzAyxQ4lkmJzjsMlzfey+Lz11QkEPQaoV0XzX1W2ox6yBWsvKTYWYdn7HeH5H8x1gF62aa1kpTVJwrmREzt0FfK1n3nrnGgrABdNO8t6XD2/ZI/9zPJ2G+0A3PSS26RJpl7HC6bXv9eu9HXSIt2O+k3rhAHKmlXfuHSr9Wb2+vqze13Uqaqa4r2SWcf80fJPuAkadljd3cPfmxsPNwIiJ6shx0DdLq86eKmm93CmPaFlr5SGS17jbKNvmLtk6IMER8wh+hit9Ks1n0aAgD5ROUlymjnrZUPUQbIMW4zsvtaWhae6FvW1EZIplVTHgzWmEJWo3oxIhjqWLRFpjuj9OETHWKON0bVWGCby3BACeKeiaIUugzHwY89E9Y2QSHlmOFxViilRySVPBrqf/jhh3L00UfLEUccIe+//36l7GMoxxg089IZ98DNHO5TEwHUySPjDCwQT+E9eQnEiwTcB6ofJcAOJelsDIj53WUblrv9rIGH6Dj2PrLmjQcka6+jpHjpfCma/bC0//lr7rx+1VK0fJFenOzAOmffkZK991EOgAFzKO+L99SQbYg7zzFOYAp0tbP8L97QtB4IVjvrqsB50t8ke7/jJH0n4DMgB+RqkNdQQG73tS3tjgACgjYI4RzTRZ7HgRJaNSD9qjJd5UwTO1BZ2yYOqNHyFyvTJT9O+Rtlrp2kDCalKw9RHqZsNQThEPeHmwpRH1q97Wb6aOGYyjt37lxX72NpjtX09hD2V+Z5zYY6wRnedw/idZcs8uPZ0TiyBhKp9enbR2ZMjziWcZWKBuJJDQMFLmAqAb5s0Wbpbsdo7sknn3QLpbDPSmgY0AGQ9nLUPZv1e6UJga528ovFvn+x6lfmPvVtSUBrUf3OAOGMIb+QjWPHSEavV934dP6Cadrtfb2k7fZrlwgLl6T3VQ37tculeOGPtTt8rKR0PlJatN8pepOCeZ9J+i5HufSSWxokKfAVF8iGj56X/P9dJO1+NkGnnX2l1upvSOGsR6R0yQJtQKi23+cQyRmpC6XsfbSk6Zi8I/IG1Gn+GhPIyYu2M6RIearyvspo0hOUAXQDWs4D2lifA+6cX6zcU5n54uuVKRFaOo2BLGUdUXAe2/rrdrny18o/UoaI09S0ceppOKyNs943Q6kYrD333HOu7PywMAn1v2nT0RPV7FCfEpf6le71ffbZJzq+64G8GqHVMdjwjGeJbOlFLyoscpjm1AED5OXLl7su9VdeecW5lrP7DR8+3BkzfP31167VxfQvFmih3545g3a9xY+3LfmDrKVohgTxlk+fn+YpgTbDfy6rf1ggy+9oJ8k5h0tyq77aZX6DlOcCRapxfvqy5H14uex067eS1rG7gnS+rHr6Oln1719Ll0sed3EKvxonrUde5fYDjTpZ8uZOlA1v3qzTzN6W9D2ulU2fPKuGcvdJhToVxwlM5rBrJHPPkZLRd6+oExjXyIgA+Wa4dMk2+A9gzZdL8+QUZYziAPUSZUC4lzJd64B1qXJL5ZnKSI04gPKXylRynAPAD1LuoEzXenaEdeOM7RbpdorycGVrKOhuwlMAqFomGmcKvAyrYujMet8333xztHz0zp511lly6KGHuiHW2taTsTjggTwq2h2+w3OErbfDbMEcoNvdXn75Zfn5z3/uwJypBjxQHgrd1awHi1MWljRlruCvfvUrAeAB9HgnCk458EePdk6vA2WjBco5T14CjSIB3j00pvRM6XTOX6R41WgpL8jTcevdtHv9frV6B4J0UY/Jz0n2iMcdmDM1jTnfbUZcKivv2FXKCu6T8qICBf8lkt416CZHo1477p+y6dWLJKWDvuOZB6qGfrtUFKjF96CTJHOIOoHZTZ3AdO7l0ufHWauzo5V+PMEZXyeg3lv5UuV1yoAxgD1feaLyD8rEQWNnC2ATf4VyD+UjlBmcoKba3KehB0rEZ7CDirCnMtp9UyDAFabCt0off99YnT/zzDPOvaqVk/W+R4wY4dygbs/0ZOpSu28YbOw+frvjJMAQCYupQTwzVo4D0yoBek5OjrNoJxKID1krDctFCHCHSCC8TqwLjNMfXi7m6d15551uyMCs3K+66ipXztiWZZwWw2erKUpA383Vr9wlLfvs7QzgXBHLS6Vg4q+k3XnT3GFSRlspXftdsJ8afH9YwtMnnKLd63kzP5b0AScr0GcouOerpfpbkvv2RZLafajOHdePPqmFZB99t2QNGSFpXfqokRz6akBRQzcH5BYaH1vAFkDH4O195VHKbZXnKqOpMwbOuDlhgPmxyrspW+ke1P1+ymj4pBXY+wd+1p/W458p02SySnCR7u+vDNm9g6PE+TVADXero3iNGzfOuValix1CQUN5w7Vq164MagSE4gNZIyAIDX63VU/aea8khaW2Y/d5PjwbjA9ZCRU7NrAar3sX6BRze5fdXXFWj8s9HM3Q/UIXNQ8J8P7FL37hFmdBS//ss89cVw2rryUCUQYaKzgyQAAIhZfOXjzbJkJZfB6bjgScVqxAmtqhu6z91zBJHj3VjaGve/UWabHrryVzl71cYVsNu1BW3bm/rGvXTTJ0HnjZhtWy9rHD1BL9X4p4KVIwZ5xkDDxSgfxt2fTBn6Xk2/GSpO3xspXjHTKl7Xq8JGdkSdGiGTpvvbu2ylsGFutaMTTW+Pi2niKAaoRGTjf6y8po6DRt0pW1JK6rnO73d5Xpbkc7T1H+VBktflBkv5tuCSddDOa6KD+nPEIZ1WWSMueID9GQSCSijoMNyOmFnDp1qtDriiJjxOpio0aNcquLmYGwXUs9WBWQ27Xbqie3dd7S8du6S8CeD0PeDz74oMMylO4JEz5Vo8avJNVeArYsx4Z1O1buscT8wRtuuMG9NLjoY2oCwA/ZTWKvibdjy6dt4y1/Pj/NSwJWAbb50WmSnPqqbHjrdkXhUknbZbi0HXGhCkNhRb/LzH77Sacxs2TjBw9LwfSnFJnSpPWZb0qr/Y6Rou/nS+n3H8jGpR9I6eKIE5jBF0taT0aLI7CkFvRluXlStmmjpg/M6RmtvOONAFQ43On/vR7PioR9pVu07T2VByvvqmwayXG6Dyi/pwwB2OcpU0qcxqCpQ6RP2EnKnyl/rEwY8X+ujHZvcXQ3LsgAt6rM6OuhzzKog3mmTF3CyA0D5scff9xdwlRd6m661ZneZM8+rNhYWFX38GHxKQGeWXLEHTT2EbwnzrGMvTBEgJmywMT1NWvWOAs6lppDc0djp+XHecIgl4heE8/Ei3vttdfKNddc4ybiJ0Ke41mePm87UgIx8GE1NLeI7JuRW/iuJWu+l40T/qNzx6/Q8XM9oyjYcu8xOnf85MAJTEqLcPSY/Zh7xpxt6ENyAwPkEPuLlWcoA+IUr70yII4GHdQ8uqMUe20QuvmX81Y7K7e8EAAAQABJREFU2b5tN8favLe1c5tj1f9ebJ28rTuaM5d//etf8pp6EYSGDx/ubJ6YcoxDLaMwkFuY3yamBHiWKKgTJ0yUOXPnSOrixYulV69e0VYbRmN0S+MIIJY4xxg6YL5u3Tq3ahn7iQKQ5BOyrW+Vxj5hf9zwEgBu9L104K2QRuPYvafBu8op6xavKC1W3+zzZdPk13SM/bpgkRRVLTMPuS1wAqMe4oyCsfFIsiSpJ7iTSz8KcRa74bfkBwbEyRfM1LPFygD518ocozkfqryHMmPlRlYeu5ZjyJVRt+Hj8L7FiQ2LPSZeY1BVjl6WLV8mi75ZtEVPKPUYU5YWL1ksd/31LjcUSp5PO+00Oe+885y1OkONEHFhKn/fQ+lEktA/hmHRbeSNT73++uulR48ezptP3759o0ZwVZWWvvqNGzfK22+/LcxFZ3pbIgA6hQa8w17uqiqfD/MSaBwJKAwB5JB67tLXNQriBJWsWyEF8yfr2uOvSPHsx5xGnqrm29lHPijZ+xxT2Vod+5CQExhL1oCO9BqTwsBpecJKHQDH2G2pMmZZjI9jQUATJVsZqura4MxmIK/q2O5j59jGhsUeh+PW9z71E+zAFuNEzQxTy2bPni3vvvuu612sSR5wrYrDr/333z9a14W1ca/A1ESK8R/H8IycmtF6dNrao48+Ki+99JLgKP+UU04RDONYXY0uGiJzMSCOP3cs6TCwuOKKK+SDDz5w09fsRYxnMfAiM1SwYMECN/WOfVq2WHf61mo8P7nmkzc0akA9mCusoFZSKIVL5kj+zPek8Ivrde3xYmfo1mKXkZK5z08la88jol7faAG4jzxOjdwAYti0cZ5qvvIS5TnKC5XXK2cpMy6ONt5fmfFsKAzkQUjT+OWZWf1pYPvdd9+5qWUvvviic/ZiJWVxLOorWynSwtkC2vSoemcuYak0zX33nWs9wawtpmHz3mDcSE87mBZdnIUu9LFjx7o5im+99VaV0rj11ludhSTGc5AlXmXkOAoknyzOwotvi7Ngre+nrcXRQ2qOWQkBsRUfbTx/9ieSP+0lKZ73fOAERidPtxz8B8kcfLRk9BkkyS0DnbXy3HFLIX62YSC3XK3UHTRxxsaXKROHbnUAfICyFtVZo+vGaepozo2pPZOPHU3UQ5ApE3j5mvHFDFf/3nLLLdHbsbolvtDN0Uv0xFZ2whr5VqL5UwkqAZ4v7w02bn/729+cgsowOMr2hRdeKEkaQfEu6O6xMjJNDcM3Jq9DrOgCEJqnNeLHXmPXxuOWsX9auNddd52bvhaPefR5ak4S0O+nXIeB9MMMqFxdss6TvOnjpGDq71Ubz3dLlqb1P00y9jpVncAc5JzKmIRs7ni0m95OxMk2VqPGrh5t/Evlecpqa++60fvqli713pFj3TgC7poakFdVZ2J0jLdNHL08//zzkdKLmxLMtGFccdvUMk46sFbJ6NsTjRveQVszTT8c7veblgR4/vqkKxXqs88/k1kzZ0mqvQThF45pDuEl7uzKcJxEfHHoroIoB5SIZXAZ9z+JKwHePSpeHecuL8yTfF0gJW/qq1L0xd3BAilqwp119I3qV/3H0rLnQOcsxhVWLwvmrXOtNQTiSwwGM1bV4MeKsXGmnS1WBti1eLKfMkCOZm5xw9fGZ+k0s3WgqurMhQsXurHxu+66y3nbJNnjjvuxOno5Z6uOXkyjj63M65Atf0kCS8CeP+8WjTyGxstKg/VJbBqnAzcDOHsJo2XWr45EDPyj4QmyY+WK1h6a72hYgpTBZzPxJRCefrZx0n8l95MHpGTBOOeIPLXPAZJz7MWSNXj4lkZuoJ4aSzG+Ho8UBmPyt1oZEJ+tvEKZCXS9lJlyxhh5YHetO0pNURunXFaHAsLUNfQSzpgxw42L33777URxxBKYJ598shv/Nm3cruU6A3GL77deAiYB3g/DMdtGAd0isQ1HDIcn6j4fiCOreRK1ID7fCSsBA/MKdeu69vX7JHfc/0mSfn3pe+oqZ/udLpkDDnBe4oL3NBjSct9hHGvjfE40MUzLBryZckbXOh7dWinvq4yRW09lmxlvnyHXxWcTRTO2FTLA3UoUB8Q8P9bEmDx5sjz99NPy0EMPRS/BMRfd6hggW2WMtgVZIyAa2e94CdRQAlUCeviF5eXi2F66GqYbX9EiNU5ClyG+JOpzUwsJsNZ5UrJ2i+VvlNUv3iiFk++WFPU/2ubU9yVr0GF6LvgMg7FxTdhp4waTtbhRA0QFjGOB/DsNA8ixWKebHdeqQ5VxBEMXu1Eia+NWJ1KHGFu5qtrisY2FUJ54/Al56umnXJT99ttPrrzyShk2fJh06cyAQ0BubNxr4yYOv62jBBhb3wLQebliW4gGhIkK7AwXQNYCdh+nFj45Trsw6/g8/WVxKAEDczy7rX7612q5/pKkdh0i7X/2lK6qFpktot+cA4kE0cb5mhgPNyDHYp1paJ2UD1Smax1QN6IBwDWJrI2H60SM2ebPnx8YqSkQG1GvpKSmyKofVsk//vEPef31190pNPFf/vKXMnToULfCI4HWQCBd2JOXQG0kYO+P4bVrFOpXVgnQicTLxTzt77//XnAn2L9/fzf+wxJtVDrEMYCvTQYaM67lOSMjw2XDf0CN+TSayb2jDmJSdD75bFnz5JlSuvxLwXK9w9l/0znkXdXSHc09/hdIAbIMttbo/gLlucrfKgPsTDUbqjxQubUyFO5Wt2uDM/H/a5Wla2RFNHLqxHnz5smHH34ojzzyiHP6sq2SMOUMj22saJadHUw1dBVvJM1Eq0e3VV5/vmEkYHjG+2NYhtM0wqOAbpFYQe3HP/6xrFjBiJguXaitUfwDc3zbbbdFV2BLpJeRvDKWNXv2lzpvr4NrsDAJv1evXlGBNMyj8Hdp8hJQIHfw57rN1Q/5rI9k3bNDpVznamUccJW0P+0PkpKREwHzlLgURxiMyWChMuANiAPma5XTlXsoMz7O/PEArioDuQYnFBmQU0la/Ua9x+qSr776anSxEwo1evRo6dOnj1N2LK4VFgO4fffdVw466KDoVF8DcquALa7fegnURgKG06yFjtLN+4QxJY1N5qM7QDe1HS9FeBtiOsWRRx4pF110kfNMREuTtc9pZd500021uX9cxOWDw5XiY489XsmxDBam5jIv9qOMi4z7TCSGBLRl7D40/bgY/4ZKN6wK1iV/5xypKFDAG3G3tDvucjdeHhjIxReYA+IwuTeNmiVL6U4HyL9XLlOmW/1HyoB4N2UzdEvk8XHqP8iAHG38yy+/FBxsjRkzxp3jhxUnWUP8sMMOk225ybaLPJCbJPx2R0jAAB0wv//++6Vd23bSIq2F82dw7rnnBp7iDNCJMGfOnOg6q8OGDZOnnnpKunfv7hZU5yUmIVwQsohAooxBm2MZ/NZb19eOEK5Po5lLIAzkThQVUqiLpwQOYm6VsmXqmlHX+2x18nPS5rAzghiMlwP8cUKx2jig/a2yOYHBWh2XrL2VmTveRxnrdaPY6y08EbYGttaYX79+vdPGcfLy2GOPRYvASo3HHHOM7LnnntKq1ebSU7lWR1bxWtrVxfPhXgK1lQDGb2YXZtcyk+KLL74INHR76ZYsWeLGe4iESg/ZOUAcYlzd7fMuW1PenYnfHysDLW+IxggCsfD4zbnPWVxKACDno3Ld6uogpihfChZMl7wpr0rhzL9IufZJp6gqmzn0umA5075DgmLw3sUJmBsU2SecpzmkO53544uU8RHJgpvDlAFyxsmtGRK+1q7X0wlBAC2MNm7d39R7rE3x8MMPy+eff+7KgRZ+0YUXyWGHH+YWr7LCxWrzFh679XVLrET88Y6SgIE57zHvI45lwDbeOdflbq1JNHF8wrJiD5oskWw1F1zBQmZYtqMy15Dp2Efmwbwhpd6E7hUdH3dvkJRuWit5Okae//m/pfirV6VCHRG26L23dq9foounDJf0LuizSvrhucZvpDs+CGyc3zAYkwO+ahzAoJHjW52BAMbGsVTvp2xGbrqb0E5gwkBOPcDxrFmz3IqRrBxp9Itf/MItP8oUs7A2btq8NQIsvt96CTSWBHiPo5im+1DUKI6Dk046ya2kttdee8mIESPcC81Ka8ypPOecc+SCCy5wY+nE9S82UvDU9CWgGp36Xdcvx2nklLdk7XLJnf6u5E+6V0oWTZUktRBLH/xzydz3DMna7UBJyYlM2nLoqeOzjQzkZANGwzaNeqXuz1QGyFcrY9S2pzJA3ls5TRlyRdAt15mGTniiUCyQo6Rg+Pvcc8+5xS2sHHhvwxiYhadMiQlr441d31EOyCpwy7dt63re9TRF3wpLLdiSZnX3qxzTH8WLBByg87Ly8FgXnb54WqdGeDKCzjzzTOGl5wH7B23S8dsmKwH9Htx7rt8Gfteh4pWLJXfKm5L/2WVSulQBTtXXzMN+K9kH6iIqffZUz28RGFRNnuo3cNXaeDBIHuAwkH+nx18oz1HeoNxWGSO3wcrBoJruKAXwsbkBEIQmxi/Pzeoo6iu4oKBAJk2aJE8++WR0fHzAgP5y9dXXyFFHHSXdumHiF1A8aeOUAzJgjT3mHPkNNzhij00WxA3vc0xfUyxZHLtnbHqx8f1x/EjAAToP0B4i0y0YP589e7asXLnSvSgAPSv/2EtjDzp+irH1nNAKdWS11Naj+7PNVQKh70BrUFeJVpSVSJEauuVOHSsFn18tZT9ot3QHNRQbeYvkHHCSW0DFYC/w9KYVJGPrjSRDXnHYQJx8FCsD5HhzY7WzfGXGx49URiPX4kSpKVmrU6jVq9cokE+URx991HWvE4ax76WXXuq2LKMMhetAq+fciUb8sTqZLDBLh2Mb8rRzbC2/NFo4z3H4PPU1Q6bYP/Xu3TvqEIc4GAwz3cnIruO4qvQsnt/GowQi89B54DAgzgMePHiwHHDAAZVyTFcVhiOszWuT2BMG2KN47hG90kP1B1EJmK91e6dL1q+UgnmTJX/Gf6V47j+kXNXZVFXickb9TbL3PU7Sd+pb+Vq+Ia1IG4vszQbArTFBV/rXykw9+1ZZh/idFj5Ut9U5gWm8Emim6kAAkIGQARs+J+bOnevqq3vuuUcweoNOOeUUOf/88930s5ycHBeG9glxrT17F9DIP1YmlrDGWO/Pf/6zW8b6hBNOkN/85jduHWzTnOlVxQ6AZa9xBMYy0f369avUSHniiSfcECrDpiYnLPlZEhubqbAcvvnmG7eEKzOeWHWT9A4++OConBtZNP721UiAOiCVF2fdunUOpJmuwfEuu+zitHRr6fHQWfKPrinmqu+8886qBWxpOl/NfRo92D5U2zZ6hnwG4kcC+r47bRytpqRQCtSrW/7M96Xwi9t0XfINkqTKS4tdjpKM486S7L2OlBYddg7ybkACEDQykIdBXKe8u7XHmTuO1TrTzvCP2FsZEGcAjWloULgREIQkzi/1FBwGYqbU4gTm5ZdfdouhWGmuGH2FjDp5lOy///5RDRcAoz4wcLO48bZlQRf8v8+cOdMBMj5CaJS8+OKLzocGLmgp13/+8x/XUBk7dqwDdXpXO3Xq5MqIMvbOO+84D3eUb/ny5W7ZVsD93//+tysyssR2ACxgejL3ueOOO9wKcXi64/6DBg3aons/3uTVnPOjKoWk0gLEicz06dOdwRsGcLfeemuVcjn99NOj66RzsScvgUSWgGnllGHj5Lck75NHpHjha1KRp93qXRT4jrpBMvccIRm9B0uyendzpBWfg0K61RUQGoMiOYh2q5MHHQmIOoHBWp355J2VhyoD4oyPu/E13SYykIc1SeSPNg7YvPnmm/KHP/xBSxcQdRqaJz2KAJQ9q0QAcsCV/OKlEzCn5xRjPQhNnW515hxj64TPeDRolmCFcC7y9FNPOz/yADaEMpbWIs3V7wA98igqoemn74R6zIS4JzRu3DiXLveFMI7+4x//6FaKe/DBB6NydCf9T9xJIJXxk3/+85+udUZrkBf+V7/6lbNsjzqO0XqLlizjLwnX3R4SuVUGifBRh7Ltd+tBAgbm5UV5svaN+yTvw2u1slLr7n66lOmQUyRjwEGS1rF79M6bx8cB8cYDcjJkOaALfYkyluqMjWPkhrU6VT9zx3srR5ohupe4QA7YwNRBplEzJjxx4kRnrY7zK6MbbrjBLUvKsGHYiVQiffMG6Hl52rJUMh8gpaWlTisfMmSIA2kA/S9/+YvzL088Gjd4vjz1tFOdbAzQmYp84kknEkXatWsnP/zwg4vHFD3GySFr8IwfP971ABBm6dHdjt0BS77SW2v5I46nxpGAfRO813wThm2pdLPsvffeLlcXXnihG0Ona2VrZA9/a3Hi6Zy9gCwwA9m0lHjKo89LA0kAcNBb0U2O1fqaF67RMfLnnaFb65Pfk+w9fhSyVkdzCbpmG7NbHcm4PEdEhMsnxsYB8sXKGL2hje+jbE5grMkR6F2bGwEaJWHIKi0qLKtz0Dbff/99YWycMV6IoUAWQcE1K8OBRlbJhRsCdi6et1ZWG+dfvHixMJUYbXrVqlWuN5Uy0bsKMc4NEQZxTI8r9lDUdaz6hmYPkYYZwZlyRjjXIu+vv/5ajj32WIKi6bVp08Yd5+bmRn3TuwD/0ygSMDzjPbFnjj933nfX38IOkbBwh+xDYpusU3aYfoPl+7333uv8uzM2Y4k2SolqeVPKQGuX7imsWml5IgDm3dvLXcskffRElACOYegq17yzaMr6F4dKmVqOpQ04Vdqd/ueoI5hAG9dIrlu98c3EMNsiF2w/UcZafZUyH29PZZrfuyq3UjYiLuU0YLfwRNha/UNlRaUFMNHFzDgxC0QZ0ZNIVzP1lmnjdm24srP4ibIl75Sjbdu2bmEsNPLXXnvNgfHjjz/uigFQFxUHgE78WAKsiUNjAC0cuygjq7utwUM4aVAvLliwIAoS4fjsG3hYuN82vATs2WHoyfAIwy/0mjAlE8XcAbo9KCLTmmOuJq1DXgpWG8JjknXNn3POua4UlnDDF6n2d9RiuZd71113dV1OGIlQHptfXPsU/RWJJgHrYq8oL5V17z4muW9f7Aaas4bdKu2Ov0KSW2YHK6AB4hFNJx7KaGDOimdjlXHNmqmMNr6HMoBuk47C2njjN0M0Y7Uk6hTYgBwNFAvuZ555xo3hWnJ//etfZeTIkYKPDKu7DJzsWoub6FsM4Hr16uWm3KW2SBX8ygP0gHVWZtDjCBCHCbkxTg59+umnctxxx7nGADJCPsgYCjcEOEd3/cCBA90UORch8lNSWuL2rIczfM7vN44EUEh5/+lxAdQZRqHh6wDdHvTUqVPlxBNPdNaNX331lVsyEIMLurmwemQsZuedu0U/usYpSu3vygtM42To0KG+y6j24kv4K4J1x1OkdOMqWfPSzVI49X5J1sHmVie+LK0PHuXKFwB+SlyV1cB8vebqNeUlynSt/1i5h7JRU9DGARdjunYnTJggaKPPPvusKybjxVdccYUcccQR0qWLWixGiLqL6wzYLTyRt9RXlAlgRhMbPny4Y8pEef/+97/LVVdd5UCdBWPoJkeLN5oxY0bUOdh///tf+f3vf2+n3Ja0Y8lAntU2wQGm+BktXLBQfvaznznAJ6yq6y2u39avBJA9z6pjx46O7W6ETZkyJQB0C0SFv/nmm+W3v/2tm57Gy3TJJZe4B8i4Oi8KUxgSjUwIdLvTPUFLhrCmVAkk2jNpqPwamBev+lZWP3a2lCz5n6R2P1janfGgWq/j7FSJcfI40spdlvQHLRuLdcCcLnZAHNOmtsroWDBxmoI2rsVwjqzQKB955BHXnUgY7lhZxplFUtq2oeSbhwT5fpvyNwx4M6+coQazYsdBDmPcpoFfc801wvLW9FjQk0qX+Z133imLFi1yzmSYU04akAGxNRg4DocRh3nuNJ4uvvhi6aU9A0xjO+uss9y0N86b8se+p8aRAM+MZwjzPNDSmZ3Gt+A0dHuoLB/InEYINR7jE+Z2YmiC5o6FJC03Wsj2UjROkep2V/v42VqZ65aSvyoRJGBgXrRsgYL5KCld/qWk73mxdDjzj5LaqoPieKDdMVYeLxTWtudrpt5QxtYZy/XjlFsqE4ccb6lnaWAck1VCfHvGeEDDuO3dd98VwMkIjZC1xw866CCxrl4qL7uuKX+/lI2yUgd/9NFHcvjhh7t12ZlyxowkxsXpcodGjRoll112mbRu3dptH3jgAefaFjB+4YUXXEOA3smqgBjZYzkPWd2IPcJ9990nvXv3lssvv9ytuX3D9Te4qc3Ea8pyp3yJQvYdWH55fpj7JulHpvVaMLaCwQkRGadBiz30kEPloYcfchaWdP/wYuCBib57u8YSjOctZaHbiQqD8adEbIzEs3zjMW82Zl6ojmJWPzZcjd9+kIx9r5QOZ90qyWmZwXh5cvx0sYeBHHlOVX5XmeqWJvaRyoC4gbnuJgwZkBtokPFly5bJhIkT5KUXXxIcWhldffXVcuIJJ8o+++4T7eKlromtwCx+U95aPYUzL+pd7H7oEkcT5xyEXKjf6D3FU1yfPn0EWyGIeezU2TSILC13IvJDfNKkMQCF49DI4r4ob3Trx553Af6n0SVgOMwUTp6Z09AtVxhP8PB4YWj14V1pzJgxrlWIFR1kUxh4kRKFLK+2TZR8+3zWTQIG5vkLpsnaJ/aRMh2Ezjzkeulw2hidkqbzaMt1yCUOwLyqbnO61qcrA+icP0L5IGXIutiDo/j/pbKBrEcMY9RZX86SN8e+Kddff320AMccc4zr1sUJTC/VLI0MyMMNATvXHLbUV4Asy1rDRlaJc8x5tHWA3ogwKOynvqq6z6a7uRdLq3O7H1sc2ZgzG9IKgz3HnuJTAg7QnbquLwHOGHARiO9gWy6VLhxzbMCSg4na3R6f4ve52rESCMaVGA/Pm/OprH3yUKnIVY9vw/4kHUb9RmuslKCbvZHBPKhuNTtaeBivbkuUv1T+SnmTMlPQmA08UBniGuImAsUCMYuCoBDQBcwYsBFOYBj7pd6xbnXOxV5v8ZvjNgBZphUHpec43MAxEDYQJ5adtzDiVEVVnbe4PAMj0rNwC/Pb+JSAA/Rwiw9XfzBhzO2kqwdDC8bPw04b4rM4VefKXlzbVh3Lhya0BCI1Hj4Tcme8L+ueOVIqdK5X1tH3SvvjfuWK5pzEaOXUWBQGcvLA2PgC5VnK3ygz+aiTMm6eWM6U/dhrNChuyeoRA5Rvv/3WeTHDyI0uQeiwww5zRm6MC8dqnZznWrueY0/akGMqZdWY7MQD2FYFuFWFheW5tfP+GYQllRj7jKFHNXTGYbCUA8R50PZAme9GCxrCchJtHUvxRCJ7cW2bSHn3ea2BBCIOY4i58fM3ZP0Lx4vo1Nmc4/4hbUdcGCSAJXsjGb/FgvI6zRHaOEC+XJmR/J7Kg5T7KZuDGK7bSj2uZxufaCTDYSBmLO+VV15xPsYth1hNn3baac7oliE9IxoB4frGwv3WS8BLoHYS0GZdAOjML7/lllt1qsg7btrCn/70J+fIHwczrF6E8QRT2FgEwfwL8xF7gKydwH3sHS8BGy8n5XXv/ks2vakArkjYatTT0mboWcEN0d4bGMwBYyMDZXVKJzMjzH6W8l7KAHkv5TRlyK6164LQ+PoNAzn1AMd4c6Nb/fbbb49mloU9mHqGwxKm10CAOC0V1oowxSF6gd/xEvASqLMEUnFKgA9kViZifVzmgWIMgeN+usrOPvts51oRB/1YoJp23phgHq5MrOQWxrGvJEwqTXtrxm0se7r61b9IwcfXS1KGSOvTxkqr/QJ/1G7wcWv9lTtYRIAxHO7YX6HHXyijkeMkBpvig5UB867KRokA5A6MNcN8Y9QBTHuaNm2a8+aGf3UjnJ8wPh7brc41/vs0Kfmtl8COlUAqc82xkMRYBdd/5557rpv6wDQvtHObl75jb1v31GycLtygAMw5tjA7rvtd/JXxLgED89JNa2XNc9fq+uV/l5R2uprU2Z9JZj+d6IVWDjUAmBsQu9txS2UM3b5XRiOfrYyhm2ZPDldmEhDj40aYH3FNvGrk1lgGiA2MWduBBUBY6Yw1EqDdd99NG/3XuNXOOnfGpx2PYcsueXfC/3gJeAnscAmkLl261GnhgLktl4czB8jmH1qrnDD7oNlvaKJy4P5oBQwB4C3JAB5ftgwJ9O7d24V7UG/op9NA94sABNPOilcuktVPXiIli96RFj2HSvuf/VPSd+obsWRvGIgEzMNAzPg4Bm5zlRcrq12eA+8DdEvXentlyBoBXBvW5t3JOPnh27KGMluOMZD93//+59Z7wOkJxHSz0aNHy/Dhw6NTpazO4Hu1hnacFMtnw0ugyUogFXC0bnQDaxvrsnP2Ue8oKQC2UHUfulUGFsfiYcW3ft16eemllwSXhozVkWccILD0K4Y3zG+99LJLnVMc0rEyuRv6n8SVAIZvQGekJ6ZA55iveeoodRizVtIHnS8dfvInSW3dscHmmBuQA8isefWdMlPOvlZmfJzx8J2V8fAG080OhYE8CImv36o0apbsxL83Czc9+OCD0QzjzQ1DNyzXzTmJfbv+u4uKye94CTSYBJyVin2EtjXAtS3hBqrb+6GSpqUV3qfEdr/Ye3B/wkpLSp31LJ6lcIJjxPGvf/1rwUEFS8gxvxUvd7HpWHy/TRAJRLVx1WEjRm2l63+Q3JkfyqZ3zpTyDeow5tAbpP3J16j3t4wGA3OaFqZVT9H96cr4XGfaWQdlxscHKOMKJFEM3ezb55vh+2TWC1NW8Utxxx136mpOK7U0usLbHnu4hvOwYcOkX79+W3hz89+cE5P/8RJoFAmk8iGbhk63O2TH+BKGzG+wO6jjD2DNvUgLjZrufbrMDdRtS/Jo33Sh45WOSoNKgvP0HLCcIP6GX375ZZcTwufPny+nn366OzbvR6zYtHmNZHcq2mAIjvxvPEvArNdd40+188Lv5knejHFSMO0WKf1+jS53qtPSjn9E2h19kRZDraxpdDaAwxgD83y96zhljN1oFe+iDIj3VW6jbJQIGjl5NSDeuHGjW7KUBUEeeughK4ZceeWVzlqdVb3wSWHEN80zsust3G+9BLwEGlYCbh46HpoAUMbGmJLGvHMAEsLohePyMvVUpH8AKgBbF4Dno7frWMHt0EMPUd/q10ZBlvN08bNMK9b0THOZPXu2A3DC6NIzLQK/8q6i1zwC6GgTdky+8U8cJk3aUThO+LzfjyMJ6POE8PZWXpgr+fOnSN7UV6Vo5j1SribiKWpNljX8esna5wQ1fts3yLgCfn2vlmbAjGaONv6mMkZvaOQjlAFy09qJC/PaRV493Ys/4nsyIMYJzPjx4+Vf//qXfPzxxy6z9HZdeumlgjbeu3fv6DfGNwfzPdn18Vc6nyMvgeYlATULF6ehMxYdnjtqYmAZvVjC+Qyau33QseerO167dq1QaWBIM3bs2Oh6u1QKltZrr73mwJz5rDizWbFihey0007StVtXueXmW6IVCpWIjfOzj6MKVg6CSAuAt96G6vLjw+NQAgrM1rW+aeo7svHdW6V08SfOZDy1z0GSc+yFkjV4mKR17h1kPgL+dk19lci0ctJHI39PGS9v/ZRHKrdVhohnIB7PQE5e+UZoYGOtfv/991daM5teMMbGDzjgALeYEfEh08b5ZmFPXgJeAvElgdQLLrjAfbxotYAhxBYOt745BkStO76mH7RpARjUMCXOGglo43Yv7kMX/Kmnnur8yAPmXIff+A8++MBZz1526WXumGu4lnV6jY444ghndcta7q+++qqriAB0u7fFs/LZsd/GjwSsi50crRunDmLeuNCpvOlDFMT3O00y++8vKVmRzmx9TRvKjauBuTqekw+UGTMHyg5VPlw5RdnimIauQXFNfBeAOSueYZ1O9zqEExjW2qZ3zHq5iAvxjYbrAxfof7wEvAQaXALgWCz+Gral9ujRo14zZJXAmWeeKWeccYbQXc50ODQEyDJC5QKhFUAGxr169XLHrAEMwEOMk+ML2ghjONYKZkEZjHboJoSs0AwXQJYXC3eB/qfRJWBzysuLC2TNK3dIwSc3SlKmWoaf+oa02vcYfZABVDoQJ7d63BBuXA2o1+gtxyovVs5Rpos9vGhKogA53xrMd8BwFnYnuGnFwPTuu++WXXbBEiAgvj++E/tmLNxvvQS8BBpXAmH8su+TLd92qn3kNc2iJVDT+BbPNHu0fIzVuC9kW7r+INYrhyzTtlwr7mchGgIY08EQ16Nt0NPANBrraifc0rB4NCaoqFjGMXzOJaQ/5K2u5bM0/LZ2EjAwL92wSlY/d42OlT8qKR1aSbufvh8dI3fau+vmbTjoNDBnnBzzS/qDsFo/VrmzcvD26nuq+4lA9j3w3jPsNXToUJdt7FnQzPnuTBsnjv8OEuGp+jw2FwmAWYaV4TLzzbLmPT3cfLep/MD1TVahAMimnXNPuzcZDpOFhwHa4lvBLO92TFzbt+u5Bp/RWL3feOONTru37n7iEB8gZ64tlrwY/SEkX6GFn0Z97Ku2WK6NLrVML1q2QOeUXyAlSz6WFr2PkvZnPyzpXfoEluu8n9r6bEgCrLnjYuVXlHOVBytrX4GkKxvY627cE+837zONXogpnvSWQdjNXHXVVa57nW/S4riT/sdLwEug0SXA9wtO8d1OnjzZ2YuF8ZPzGK6zHst5550XLM6yrVxbotuKV9PzYbAlbSi2MrFwA1+bQkfc8PWxx7HnOE9aWPNfccUVDtBNQ09Kxi4waMwQx3oRPJgjtXqkiPEb8s//apKsfeYgKVsr0nKvX0j7M/8oqTntG2xOeWwpeRt5I5jn8V9lTC2xpcf4jfBEAXPeZ5h3mW+L7wjjNxqtEAsvsU4DFAZ8F+B/vAS8BOJCAoZn2JeNGjUqin32ffPtgm0ffvihMzpPjc01EUgE5iLbJx7ndjTYWYZpZUAbNmxwW+4NrV+vc5WUbPzcHdTyh7So1Dp16uS65Omi8NQ4Eggbv22Y+KpsfGWUlBfoVLShf5T2J14lSS3SGwXMg7ctAG0WUWFaGn1GOIkZrgwRp2H7Ctxta/XDNwrxnfJtMcw0a9Ysefzxx+WBBx5w58aNGydHHXWU26+Pb9ol7H+8BLwEdpgEtoVZ2JWxvHklQAf4DLANzMkRIMvUMM6Fw+uSWzRiwNWA3LbdunVzyeFiEit309htTnyvXr3ceYtfm3uTb7rc//znPzsNnSluOTk58vOf/9wBPGWC6pJ2bfLR3OPaeHl5UZ6sfeM+yf/oWoeQrU56TNoeca4TT0M5iAk/C55+0E8jMlX3cRgDLA5TPkQZCscJQuLr175L+37XrFkjEyZMkGeffdYxue3atau8+eabzijV3nmLH1+l8bnxEvASCEvAvle2fLP4jcEFOvZoDDVPmjRJjjzyyM2AbhXClClT5K233nLzUgG+m266Se68805nEXvHnXdIzx49twvUtSPQNRBMkyDT7KOh0w2IYRtT25g6Q6ZHjBjhprKZIV1dQJeypaW1kKFDdQGP9u2dURzTcqzRUJc0w8L2+9uQgMrfAaKOlxevXCxrXrhGiuc+Lym6Ukmb0z6QbJ1b7qgBHMTE5jQM1BP05HhlwB1LdvPCEI6jwXFHYS2bb+a9995zDppYGhliFgjfFR98x44d66WnLe6E4jPkJdCEJBCLUWjkRx99tAN3sBM8YyjZaehWITCVBTC97bbbHNgxdxwwHz9+vLz77rsy9PChzr8z6r81AGorMzLWp0+f6DzXcEaZ1ka3waBBg9y4AJ7rxowZI+fq/PXtoQDQ0+XAAw+M3nd70vPX1kICNl6ul+R++bGsf/FwKVulPs77nyLtzrjDGb/pyxQkGJmeVovUtytqeDz8A01pojIfBMZvGMFFchXV3jUo7siM2ehF++tf/yq33HJLNI/YjJx88slueWTG2SD71qOR/I6XgJdAwkgAvATPmP2FG2YjHL59/vnnkqQntZczGBunMkArZxoLtdnxJxwvI0eOlMsuu8x1WdNN/dVXX0n//v3rXDGQGYAay/LwuADhBu64osWzHFNpwtPT7LwVoqZbyoc7Weanm4aOdo472bqmWdN7N+d40fHy8jJZ997jsumtC9UrkEjGYbdI++P/v73zgJOiaNp4S0ZyFgNBURHBCJgFFX1VRMWEOWfR1yyYX8w5i37mHDEjIAoCoqKimIiioCAqOSiZ++pfu7XMnXvHwW26u6r99cSenp6nZ+fp6q6uvlD8scvwRSmbTFuxUyZG5stke4AE5i3HsuJgCVtKyHWtXLKY+A9Onz5d/6N4WkTuvfdebdlq3bp14v3mP8C77u+7QuQLR6BUI8AwNRvqTWUdpXvGjBkxDd3+5Iz13mOPPfRBZ82eFd577z0d6sUBCBinL9QESiLcyyZNiabDcSN1NHiCiR23/bVdkzZ96L179w5NmjTRCgVGdky1imV7SdNf2/yUh/jWX75i4eww+/U+Ycno+0MFsXusfWS/UGfXwxSCbJP5AskFluw/S6gnATJvLiHXyZz3lUBf2g8//BAOPfTQMHny5HDwwQcrmbds2VKeIiZG5N5Xboj42hEovQiY8k132vXXX6/G4jS3D/loSOjVu1eM0I3QIDszQvvmayaFDKFFixa6ZhamUaNGhVq18ZVVMuF+iFUkLDXbJ9MmfIjsuB1b2zX3o3UBewD6HuhrIN1KlbXHocTpr21+ynp8I/Pls6eHmU+fGpb//EGotPFO0sT+SKi+6Xaxx89Cfzk3Ns38D9lGn/1TAuaYh0hgohU7L5s5KfZf5T8RdRDTs2dPbW6nKc7+P7zjTuQ5WYyeKUdgnRCw//NWW20VXnjhBf2v09LNhEqQfIzR4kkz1o3mdJq8mXWJvnSaqMeMGaPOKLp16xaabdJMY5eEZNd0rWV6nZ44yUX2EeTBSdvGmyeJ6odKiICR+bI/fgkznzpGpjodFaq2PSk0PPb2UKlO43gTu5idZaG/HGM3hp39JOE9CfgmpHm9mwQGTeYymfMOQ9RmyPnaa68lpgy+9dZbw8UXX+wOYqQMXRyB8oAAPGZO13hea2nWYbWc5IOBlzSmTEVTf+SRRwJuIRE0ASzqnnrqqcQwrzWRsl6YIwvyyvPR74CgoZvDmhzJYpnIRqwJvaLMXT4+zPy//yiZV9v+vND45AfiZC7T3Mq7FrMjT/8j0w4UawuKETmETrvTGxLw/obDmMMl5DKZG5HzDkPmvLf3339/gsyfffZZtQ+h2S1K+PJYLo6AI1BGEeC7wLfAOM1cv6pRnD0zH4Rk2jEX0oeOFBbH0sjFNQ+PYR9EzrAd7ABoer/88stLZQUlJzHG6ErIevHkb8LsZ3YIK+eK8dtOvUOjHteKsxgZFSGGcbh5zYQYkWttNX7DGbL+VsIYCWjinSTk8hhz/meI/R/NQQwE/sADD+i5QYMGqfEbO7zjpamSrQ/gC0fAEVgrBIx/x40bp6Na4DEq8yNGjAhnn312zMqdFO2DMHXq1PDZZ5/pfOV8IPiAPPnkk4Hm9jPPOjPUq1svEXetcpLFyICAlTukHu1Dx1mOfwRLWjBioKU+2SuEv8d9FuY8t2tYJW3ZNfa8MTQ4/Aoh8UoZtWSHzNHEEdpjpkj4XsJECZhz1pbwHwnbSECi8WNHsrvkf4jYe8loD3MQ8+KLL+q59WuI7+YRn+iwlYLxNYIvHAFHoEwjgEbOaDE8fNRYP2blzmgXVbtXiYESE5j89ttvoUWLFtpfzgQOAwcO1FnMHn30UfVK89133ynB0/RnFYDSgBp5RdOpX79+Ugv70vAMOZlHIx/BdtG3Q8PcF/YOeeL8vOa+94QGB18Yy3KGjN+MmCFzrNcnSPhBwlQJTNTbVMKuEpj2tKGEGG2uJn85lHWx2jcZwY4FBzH33XefTnHKMRzE4N1wn332cQcxAOLiCJRTBOg/j/ahYwwLf8fa0eNfQwxtmLEFjRxBI7jxxhvDmWeeqRo72i1j1RlSVpoI3crctB7b93UJEBCiFvVbE1gw6h1xGCN24stlvvCu/xfq/eeMWMKROCW40xovpXHamtc/le1REuZIqCyhlYR28XXMtUruaeWSPZ2BkIoywysZR86QSpMLLrhAHcS0b99eHS5xPEr+Fs/XjoAjUD4RMG5TQrcdmttxJIPMnTtXXbEyLRvC2PFdd901MXmKHiwlC54Pj1p//vmnrm3YGhq7PXspeZScyGZ0/PicQY+FRQPO1HzVPuzFULfTMbE8or1nwJLdyFz81YRBEvDFjoMY3LZC5M0kWM99Lmrlkr2wUuwLIHPeT6zVrWkdz2/8H3EQY33pEDnvrO1zvYsj4AiULwRwAMdQcgTHMkz/zTdECd20bfqUcS6D2Hh089SGUQ59eTYrmkYqJQs+gPQ3XHvttQnHMljyX3P1NaFK1dgc6k7sxStMM25btWxxmP3m7eGfT64PFaqLT/ajBoRa7WOVQWm+oRO4eAmWIJaRORbr70rAc3kdCV0loJmbEI/cpD9HdsfirfnfESqKseCECRPCMccco6NM8LnOzGiMOjFxIjckfO0IlF8ErGWOLrk+ffoon6ljmSFD1MhbCd3gwdNUx44dtfbPkLXzzz9fPdH8/vvv4c4779RoG2+8sa5LEwHy0cSxDN0HjKvHap/8U6NBStOzaIaztDAyX7FgVpj1Uq+w9PsnQsWGdUP94waH9TeXQWAQOZJBMp8pt8NBzO8SNpBwqITGEsgJgaZ4a46XzZwR3kkETXvkyJFh99131/3TTjtNZwXkPeXPa3FcI1cofOEIlGsE7DsQdSwDodOSjlKg3zqLxMQs/fv3D4899lg466yzwmWXXabgoS3cc889OvsZ6j0fo9JEglgCkl8besfayLxcvx3Ffngs2RmWVjEsnTE5/PVoj7D0uydC5Rb7hMZnj1Yy57wSeZrJPErUv0j+X5IAmaOR09gPmZtGnqtETvcP7yPhrbfeSpA5Ne4HH3xQK53E4X9p/015LBdHwBFwBBQBvh3axB4fTg6nKS/LIqYqSLTCiBqNlotJpLA4uYwzmk7vXr3C5TJ0Dc3HPqj+sSxGqWHYRr1P2qv/mfhlmPNCx7Bytngm2uaM0PCYW0KlWg0yNsacF9Wazb+TbfrMxag+bCeBxn6M4OK5la3cEv43BHvneCdx3sRQSuTxxx/XESVsW7Ma2y6OgCPgCBREgG8J34lVsq4sZE4rHxOnJZrcjaghO6ZhY/aWefPmaYf7LrvsolOP0mxdGkWfTbQdmxTGtfPilWLU+A1L9vlvHBJWyWDu9fcUn/jdL8+owxgjakh9hISREjjWScKeEhDO5ZpWzp/OtHHWGLMw/BPDN4akIbSKHXjggbrtZK4w+MIRcAQKQcC4Gh4zg19s2/h2KKFbBA4wLI1JTA455JCw4YYbBgarX3fddZo0bfQY6pS2j459SPGshYbOoHx832IvYM3whWBXbg8bma9a+k+Y0//B8M+wKxSL2t0eD/X2O023rRk+3SAZmYu/GtXKx8m6qoQDJKCdI5C5ae96IMsL+0+ZRo4VKkalEPmrr76ayB2VZ7q6iI9Y/EQE33AEHAFHII6AfVf++usvVQzoP69evbpq6Awrz0foOLKAzI24DUX60OnbY/KWr776qtS5S4XQaXn46aefdDgeFvto63xIXQogECcW3Lgu+3NKmP1a77Bs3MuhYj2xZD/iw1Bzu31iF0hTfLrnMTeSRuv+VcL7Ev6UQD85+mxzCTEazC0yj1Z4GS0yePDgcMutt4Tp06ZLjmUyGPG6ePzxx4e99trLHcQoIr5wBByBtUEA9+U0sUPmTDrG9MmM3FJf7sb6//3vf0O7du3C6aefnugrt3M4vKDJnSnaWrVqVaq0dMj8qquu0sqKz7RW+GuTB0nHx44v+n6YOIvpHFbKKMYqWx4W6h91e6jadDMMLWIJSCUpnWJaOfdgbPkQCYslbCUB1624cI3Gkd2cEN41msIWLlyoI0MwdDO55JJLdO7yHXbYITH8M0r+Fs/XjoAj4AgUhoBxcvQ8k6qhbKuGjgaLwPo4W0HMEI6LaQbEzRxN8Gi3pU14Pp6DsegQOh9djnnzZqQk42Set2pFmDv4ybBo4FnqM7XGXjeG+t3+GypUq5kx4zcjat60DyUwQxp9RZ0lMLgLjd3iyGbOiJH5jBkzApVjPC8iTKay3377hc0331zfO45B5P4OgoSLI+AIrA0CxmdwGt8Ruo3hbvhMCd20BFxLMhnLoYceqjO4RG9CMzzj0evVk7bXUipG4KwBxSWGgPWXr1g0J8x++eqw5Ju+oUJN0YIPeSPU2bW7Rsp0fznujXAWQ1N7XQlo5a0lILQRQOq5IvyxCGjmNIP16NFD+7fw8kZ3Fa6STZzIDQlfOwKOwLoiAH9FOQxOY3h2Pg2dPnKmYNt77711drKmTZuqNjt27FidFOKOO+5QLZ2Pl5HjumYoG9fxMUX8oxpBX8qSvvC8lcvCrBeuCEu/fTxUbtE51DvyvlC9ZXxOsgz0l2u5yAKipqe5n4T5ElpKoL88VydU4b+A8H/AucMee+yh+2eecab2m9PiZe8dcUrj/0YfyBeOgCOQMwiYEsG3hW+KcpqYBScInQhYgP/xxx86OYQNo7EneOGFF8Kxxx5ru6VqzbNRm8EpDuLD1v5dfHMHPibOYoTMN90vND7tmVCp3gZxZzLSkpFBn+xTJGtvSsCdK9UJLNmrSMjFJnb7M0n2whtvvKETGLGNR8JLL7000b3j7xuouDgCjkAqEDA+g9NMQbBha2oUZzexaVTZx/E7gYsgeszjmZuZbUvErsv1NR/eiy66KDCeHo2JYWvVq1cLnTp1LtfD1syV68IxH4a5T+8b1pNZTRqd80Oo1nxr0djFzkCakDMh6Lh0gOCL/R0JGL/tKAFnMRzPRTK3/nL+XH379k04iGGmQmYsRKKErwd84Qg4Ao5ACRAwMsdOZ9QXo0KVylVC9WrVw6effRqaN28e09AtfeZEz1sln1f5ijJRC8Fk2LBhoXPnzmoUh4GcJWznc31NfjHog8wJVEpijaUYbpcuV7apwNrIfOnvk8L81/dV1qxz2LsxMpfZvzJB5oY/pP2jhP4SlknYRUJ8cFzO9ZdL1pSo0brnz58fbrnlFvW9zvH3339f5yy3OKWt4ku+XRwBRyD3EUChWLpEzIblI8p3Bk5DtMk9mv31KvB5jZEca7QMPl6l+eMEYdMkwWxW0UnheT4kalwQO1LGl9onXjGsXLwgzHn1srByrkzB1+X2ULvjQfqC4LM93QKZx960mBX7INlfKaGThFgvtGYlEUcOZ114jxD+Cxi/9ezZM3z00Ud67MsvvwwYlUbj6AlfOAKOgCOQIgTgKr4xTJKG8a3JBhtsEPgGYYOUVLjQAhFKM+kZCIylR6jdUFEpnyKkFO8Tn/POPWHZxLdD1TbHhfpde8bhiJFWOrHhDkbmo2R7gARKo4uEXCVz3hf7PwwYMCAw2xFkfvTRR4epU6cqmUfjyKO4OAKOgCOQcgSMz/jeMLwcYUg2ikYF2J4TRQUu4HxpF2tl0AeXhy+Pol0q8uDzP3lN5zKv2Li2OI25OVSoUl2N4IS10gpLlMyHyZ3QbykJjN92koBE48SOZHfJu887gx/2u+++O+F3/fbbbw/0mTdr1kz/H/Z+ZTe3fndHwBEo6whA6lEes29PJdM6CgPAIiZrqi7smlw7bs2gts61/GUqP9Zvvvinr8OCt4+SyVWCDE/rH6o0apYRpzFm3EadcqCEMRKwYO8qYWsJ1jaQ3iqF3GgtxMh82rRpoXfv3uH555/Xq999991w0EHSRSFicXTHF46AI+AIZAmBSkwaYV5mkuWBjxX+YnEqs+222yaLkvPHqLQgts75DKchg+YYZsW8P6Xf/IywSkzJax/yZKixtfhei/epp+G2iSSNzP+WI1iyY9FeR8LBElpKyDWt3Cp/VGhHjRqlsw1KNmVkRKfw8MMPhzZt2nh/OYC4OAKOQM4gUIlmwzvvvLPYGYLgS6vQd47wDNZkUVqfZa3yLd0qMecxy8Psfn3Cimlfh+o7XRzqdTkxnkx6dWIj85lyt7cl/C5hAwmHSmCiFTsvmzkhRua8I0ysgttW5LLLLlMtHW+J9g6V50piThSWZ8IRKIcI8I0i8B1C6TBernTcccepZzgbilYYNlxAHJtutDR9yHhw8lve50Of+8ETYcnXD4fKzfcI9Q+7UposxJpdtHMzkius7Nf1uDWh00c+RQKa+TwJrSR0k1BLQi6Sub3bb731VujePeb69pFHHglnnSn+7aXus1KG9VXMwEgAgcfFEXAEHIF8CBif8Z2yLnGcpqmSISftu5vvorK0w4NeeOGFOpOczYfOMDa84VkFpSw9b/RZrN980bdDwpyn9ok5jzn7u1CtRbu09ptHm9B/kAxhyb5EAp02GMBJ931Ok/lLL72U8Iz43HPP6XSnkuVEjZhtF0fAEXAEMomAkTk2PUOHDtWpU5lw7PPPPw9bb711qGSqenEzZTWC4sbPpXjYAhAYV1+1WtVcylpa8mL95ktnTJapUMVVi6jDdQ59O07m0u2QJi3TtG5IfaSEERI4xpC0zhIQixPby/6S/4G921iun3baaZqp119/PeHSlT+Txcl+jj0HjoAjUF4R4DuEUkqrOfOhE/g+VSoPHygelIc/6qijkjqWKZMvRXxClVWLF4Y5r1waVs7BecxtofbOYoYmTGsOhFL97EbUjPjHWcxYCViyM1vaDhIQiD6XBg1GyfzBBx8M559/vuazf//+2orD+4NYU7zu+MIRcAQcgQwjwDeI7xFTmR9++OGJuzdq1Egdy/zLU1wiRmSDBErzx8xAWLhwofqixziOY2W3MqOMrSU4W53HvBWqtDk21D8o6jwmtYZwUB4pQtS/SXhfwh8SGklgtrQWEmK0GIsnuzkhRua8E8wmyNA0hOaszp07JyzZS/P7nxNAeyYcAUcgJQgYn/HtgpvpNjbHMv8idCJxgV1k2+TEPn4pyVUGEzENy2a9gsh5rrIqOI9BA485j7kuVGxUMzRQ5zHrS785Te2p1Y9NKwfP0RKGSJBRcWErCUywwowA0TiymxMCifNOMGyzT58+CZ/s9EfttNNOMSOT+H8hJzLsmXAEHAFHQBCAv/h2wckInJaYD12PyALiM63VtHIumDdvXqhbt27solKsrRux2/OWxbUZwf0TdR5z1IBQpXHztBjBGVHLNAHq9e1rWVNd6CSBPnO2LY5s5owYmf/555/hkksuCUwPjIwZM0b9LZTWymvOAOwZcQQcgYwiIGr46q5MI/DPPvssXH311cr8+D7HOhzL8G7duoWff/45oblnNKclvZkp47YuaXo5er0ZwS0X5zFzXzldncfUOjDmPCYvDc5jjKilez5Ah19JYCjaYRIgdMicZvbUtgdIgiUQ3nPImtrtxIkTQ9euXZXMcRjz008/OZmXAFu/1BFwBLKJgCjk3J4PHCr8d999F3bddVedM5wP3ttvvx0eeOCBMHLkSJ1LfLPNNguLFy8udaROzQWxte6UtQUtJzS7rFwe5rz+v7Bi+jeheodLQr19TtInTfWzG1EzFO0NCdMltJBwnITWEjhPyKU6lLXQ0Ar16aefhi233DKMHj1a5y/v169f4P1Gc7dWKsm+iyPgCDgCpQSBiIZOjt98881w7bXXhosvvlib32mG7Nu3r5L8RRddpA/166+/6to+jrrji5xBYO4Hj4cl3/QNlZrvKc5jxMCLOe7VeUxqqdVSGyxPjue3lhKOktBQApo75y2ObGZdrNJKxZWK6m677aZ5+t///qeuXGmFsmb4rGfWM+AIOAKOwDogoBq6GYjNnTtXna+QzqxZswLTRHbs2OdK9nUAAEAASURBVFGTRWNnGwMil9xCgKZ2aTYJi8Z8FBYNOjdUkHbvBj0eCpVqNYj1m8enS01VrtG8kS8kMMFKXQk4i6kmwZrhZTNnxPrDqYRSQT30UJzOhvDYY49pBZYxnNYMnzOZ9ow4Ao6AI7CWCKiVOx86SJ1J0seNG6dJfPUVPaLSjNqiha4xjPviiy9C7drYLJdOwQqwrIlZrS/9/acw7/Uuyqh1ur8jzmPaxi3aK6b0kY2wp0iqH0vgBcKSvYEEOyebOSNG5vPnzw+33nqrBjL33nvvaf852xaHbRdHwBFwBEorAvmGrR155JGhVatW4ccffwyvvPJKYOKW+vXrB8i9Q4cOgfPM/YyYVl9aH7xM5DvqPOZVcR4zF+cxt4faO3XTDuxUO4+hOkSTzgIJjDPHsn0vCVtIsHOymRNiXUL0h0+YMCH07NkzfPjhh5o3Zk+jtSkaJycy7ZlwBBwBR6AECGiTOx89Pm4YBX3//fehbdu24amnngpnnSWTUYjwAezVq1d49NFHQ+XKlTVuaSL0xIc73vRcmvJeaNlKedE/jsx+5+6wbOLb4jzmuFC/a3qcx0DY9ImjheOXnZnT2kiI9UTLRg4JGjdlTBg4cGBo3bq1kvnRRx8dpk6dqmQejZNDWfesOAKOgCNQbATMgJdvHTy3niz4VqsU1vS4YsWKxCQmhcWxNHJxzSOiodFX2rBhw7BkyRIdV3/eeeepK1gFQgApTWJN7fNHvBbmv3pUqNCgfmh83jehSqNmaXEeY4T+sYA0XEITCVi015Rg52Qz62KGbUuXLtX+cjPmvO2229SlK778LU7WM+sZcAQcAUdgLRAw/qXV8fHHH1cew587o3ZwbZ5ocofUYPvJkyeHTz75JDHT1BNPPKHzpR9//PH6QcQauLQRIPnlQ06LA/lfvnyFjEOuoK0NYFnaNPbVzmNGhwXviG155RDqHSkaupK5uLVN8aQr1jc+VrD6VEJ1CV0lQOZ2TjazLrzsGG9Onz49XHXVVeGZZ57RPL3zzjvqR4Edi5P1zHoGHAFHwBFYSwRMI2/evHm49NJL9WqmTt1qq63CzJkz849DnzJ1ivahf/zxx0p2H3zwQTjnnHPCNddeo2PUIUS0dVPv1zIvWYsOofOhb9q0qdoENGnSWDX10kbkAJhwHjP3j4jzmKdCja1352TayPwvufcgCRC4mN6FjePbsUZ/2cmmSBOB1Vyx99h4442VzHfbdTftQsIpEmKV1mxm1e/tCDgCjkBJEaC1uUmTJhpq1qypa1oeExo6N3j9tdfDmWeeqX3l7DMn9C233BJOOvGkcHC3g5UM6YOkr700aelG3MuXL+ex9OPPMTuuB0vDQiomCecx/fqI85gxofrOOI85MZ771HYb0JQOYWP8hhHcQgkdJWwvAckFMuc91LxI69KwYcNC586ddR9fCmjpGHUa2Ze68tYn8YUj4Ag4Av9GgG+ftTjCbXzflNDtQ/fbb7+FLl3Qv0JgTDqOZWibR2iy3mWXXcKCBdg4l06x52Rt26XxSeYOijmPqdyiU6jfPeY8Bu3cjORS9UxWPRgsCU6V0FLC3vHEc6Hf3MicssRnwoEHMq9bCPfff384r+d5oYIYDXp/ebzAfOUIOAJlCoEojxmfqZJlH8Y6deqEP/74Qx96/Pjxut500011jZERft6ZV9wl8wisdh4zJCz6IOY8pn6PBxPOY1JN5jStI19KMOcx0GUVCZwzspfNrAjvrL3Qr7/+eoLMn3zySbX1gMyt9pqVDPpNHQFHwBHIMAL5mtzxoLXjjjuqVoN1MIF2ejT3m2++WbO2ySab6NpqBBnOb7m8nVm0L50xOczrt48yqjqPaZ5e5zFo5UMl4JoG5zHm1lVrgbKfLTEy5/7PPfdcOPHEWJfDyy+/HHr06KHZIo4ZkGQrn35fR8ARcAQyiYB+m+3Dt8MOOwQM4Wi+ZJY1ppVEcJE5fPjwMG3aNNXQox/UTGa2XN7LnMcsWRjmvHpZWDk7hPU735Yx5zFMviLmdmFLCdanns1yQOu2yuT//d//Jcj8rbfeykfmFiebefV7OwKOgCOQSQTyaegQ9b777qshmgms3Pv06aN+3Etjn6Q8lkqpc/1KxhPOY+4Nyya8Kc5jjok4j6HxO3X6MjDRlE6qOI/Bsn1rCRB6LogZt/Ge3nvvvTqJEPkaNGhQ2G+//dRQk30nc1BwcQQcgfKGQILQTetmWBrj2SBu64OsWrVqmD17tnrcmjJlSmAMnH1cSwNgYjOlkuopRNP97FYm80f2C4tHXBsqNhKf6UfdEipUXT8tzmPseYbLxgQJG0igqR34jOxlMytiFUmcAjHyggomMmLEiLD77ruHVbRk8LPCzkou/aaOgCPgCGQPASV0Iw5mUrvssst0OslkWcKXO4ZzSGn6cJY6zVzwNecxiyd/Exa8fUTceczwUKVx88Q5LYgULUzXjzqPwQguF5zHGJlTqbyi1xXhicef0KdmzDk2H6Wpcpmi4vJkHAFHwBH4FwLaXguhI4MHD1Yyx587Q9YOOuggnaiF8b0MXr/yyivV1Rwf0FwjdPLEc9g6+qSlTjMHX/H2tmL+X2HOK2eGVf+EUOuAx0ONtnvgHUXPRZ+vpNtG5jSxR53HYP5o50p6j3W9nvLEKdAvv/wSjjjiCCVzbD0YheFkvq6o+nWOgCNQFhFQQjdyZnpUDOCYnIW+9LFjx4aWLVuGPffcU43l8IfNB9aM6HIBEKuMkCeew9Z2nDyahh49lgt5T5oHJWyZLGfVijC73w1hxbSvQrX2F4rzmJOTRi/pQapyvAQYv/WXgPOY9hJwHmPnZDPjQlkRKM+vv/46MHwSD4ZMsPL++++HLbfcMufexYyD5Dd0BBwBRyCCgBK67eNtplatWrpbqVKl8Pfff4c///xT97fddtvAsCA8xSEQey4IJM6HHyvnG264Ibz22mv/ck9rGrpVXHIh32vKw9wPnghLRss482a7hQaHXSWsK4PH1HlM3CBgTQkU43y0X/wjif+rhBYS9paQTeHdoqwIjLpAE0cuv/xynZCAoZQ0w+dSxTKbePm9HQFHwBEAASV001w333zz8Oabb+rHsl69esGaNom4bNkyVjKxScx9qu6keMGH3PJSMGnORQPn2UfeeOMNnbOd2dMw2sNlLVJYWnoyBxcJ5zHfDQ2LBp0dKkgHdv0eD4dKtRtqv7lZvKcq67GOlhC+kgS/kVBXQradx1CmRtSMMf/Pf/6jj3vfffepMRwTERCHZngXR8ARcAQcgdUIKKGb5nrwwQeHV155RadKhcDx637AAQeo1ot2hDDBCWLX6E4KFjSLJ20uF+0b4Vw0cMzywJzX//3vf9Vv99lnn61NsstXLE8QA3FzXRLOY/74Ocx7TXTklSHU6f5WqN5yGyHzWJ96Kp/B+sZpbxkiIRecx5jWTcvQTTfdlBhj/uqrr4YLLrhAyzNK+KnEw9NyBBwBR6C0I1ABLZbAx5SmTKaexJUmmjhGcQ888IDOs/rXX39pnzpN8sQ3Mi0pAKZl0yzOVK0TJ07UtC1fdp9Ro0apt7obbrxBndxwnZ3De92XX+KkVFyVynr06NH6PCXNW8auTziPWSRGcOI8Zo44j+l0S6i98yGahfUqpK6ZnQStbxyv/O9LyLbzGCtrtO6ff/5Zifzqq68mq9pvzugKhHimvesBXzgCjoAj4AgkEKgAKfKRtCbMDTfcMBx++OGBpk360Xv27KnkSB81c66mkszJhX2gMcA7/fTTdbw7x7mPydNPPx123nln7RuvsX6N0KlTp3DHHXfYaXVRyyQy11xzjfqbZ1yyslY8RiSpxDU5s0Hm8jmPeSNU2eroUP+g82NZpN9cKjupElAlNVIdKAHL9jYSsuU8xipmvIcfffSRzuRHF0rXrl21ckdZEyfV7508sosj4Ag4AmUIgbxQCaM3xp8bsdrTsW+kCrGjwSMbbbRRQjO2uOu6Jk2ayxkWZwRduXJlTY6POPf9adJP4ZRTTglDhgwJe+21l57DAn+bbbYJe++9d+jQoYO2KjCkjoljGN70zDPPBOaLNRIQrshZsTzGnMdcE3MecyTOY2rEm9q1VyTl+R8hKY6X0ERCtpzHUMa8Z3TvMLqCyiNy/fXXqxc4WoMsjp7whSPgCDgCjkAhCMj0qXxI0WyLK5A/U6kaERX3umTxSIOJX+o3qK/N6ZBynmqkq2MPGz5Md1Trli2uYVgd5I7PeQidWeAgcfr8r7vuunDppZfqNQXzCDkgrK25Xg/EFxxLdjwaJ5XbyZzH1D1yWKjSpIUawTEWPZXC01M9GCdhpITqEjCCy4bzGCPqGTNm6PtHdwtCdw8tRIjF0R1fOAKOgCNQThGAywgFxb6RrJFKRmAdO3YMWIm3a9dOh66hPTNlKq5gLQ7ac5UqTKC52iBNd9ZxgQaOERvCxC8Q+nrx5mdrMcC1J/2p3NseiPxA6CNHjtSPPho8zbXvvfeeDm2C8IlrabDNNVREEOte0J0CC4tb4HDKd83QbcW8PxPOY2of8nio2XZPyXv6jOBmypOY8xgxvQvNJBjRp/whC0nQXsJvv/02bLfddhqL94/JVhgeiVgc3fGFI+AIOALlGAH4y3g4CoNxHNzGN7MS/dYQION9TzrppHD88cerhkSf9QYbbBC9Ni3bVBwgWBsWZzexzNMlQP6QKKHT18+kHFQ4qGTss88+GiyeXc8+26Q/Zsw3YgnfIF8lxc5jBIiPelzbpp3UqWDQpRF1HtPxolCvy8lkR/q4U9tHQL0OzXypBIzgMIbDeUxsdHfsnOxmRIyoqcAZmTOzH5W2Bg0a6EtJedmLmpFM+U0cAUfAEchhBBiOvWjRon99F/meYu/2ww8/KA9WwrL9kEMOCQxZu+KKKwLGZQ8++GDo3r17aN++vfZr7rbbbqFFixbap53qZzbitXU0fTIL0SbOwXPxVge0e0jdzhHXpCAZEAdCHzBgoJKGtTrYtVQo5s2bp5WZjBB6PKNzB4nzmK8fCpWa7y7OY64UJpcmdroc4q0U9jwlXVv14ENJaKqE5hK6xBMFTjsfP5S2FRUlyoYJVnr37q33oXvk1ltv1UqdVe7SlgFP2BFwBByBUoSAKZe0Zv74449K3nCdKbdsYztGt/OBBx4YKnHCPrTNmjULhB49jhaPcFM0Ur9+/cLJJ58czjjjDCV5HH0UJMx04GN5IrMJ7V3Yx0gYAsbxTcVKsX7movLEQ+OL/qqrrgrMHFeU2H2LilOSc9ZvvuhbcR7zwb+dx6Sr39ycxzC1TtR5THpM7opG6KGHHgrPP/+8uhSmm4UKlZN50Zj5WUfAESh/CBjfoXQTCpNddtlFnatpHzoXQWSrVgrzyw/tF42cQCL7H7B/OOP0M9QSOZVGcYVljuPkB8GafcyYMbrNguPkF//etBxUEG3WjiUiFdgg/ipp2p81a1Zo2LChav1UALCE12dH7Y9XFthPl1i/+dIZk8O816UH25zHtGgXt2hPjxHcVHmgIRJIHYt2mYU1a/3m+GE3o8W+ffsGPBI6mUuBuDgCjoAjUAgCcBw/4ylambFx4zhN7nPmzFHFKJ+Gbtru4sWLVb3Hivzaa6/VWzD/9P77768kyIFUE9/q9GKESkYR+sbxGnbXXXeFjTfeWI/98ccf4dlnn9XuAQ4Uh9AXifcxNPTGjRvrML1GjRpps68a+UHmKXbeohmNLtTQrUJYtUScx7x6eVg5O4Qa+2TWecxekp8twUtCJjVzWkioQI0bN07HlwMLBoxt2rTRPvOijBSJ6+IIOAKOQHlGAH7ktwoeke1JkyZpVyV8hsE4Q7/xppnQ0NG8J0yYoIZm1r/JMDCM5TBeggDTKWhpyApx2YoYwe+6665KAp07d9bJYSBvPIcde+yxOmQtGlcvTLKwWgyEHtXQbcy73SvJpak5ROUk4TzmnrBsgjiPaYPzmAti6ev51LUMQNikhlWBOY/ZWraz4TzGyHzu3Lnh3HPPlVwE9TmA45g1VcQ0si8cAUfAEXAEFAHrWt5iiy10qnPjtqFDh+rEaZUmT56spP3uu+/quG7GpGMYx/Ah+q/TLUamOt967yvVaI17knEyS583Y8zvueeeBIEzq9r555+vXQPFIQXioAVabWZN/eipfmbLY8x5zLUx5zFH4Txm/XhTe3r05eHyIDiPYaxCNpzH8NxWjhi+fSzTnx533HEJBzLgbOXPtosj4Ag4Ao5A0QjwXaVbHM40QVHFbfZ6QuB5EGSXLl102FqrVq2URDFEo43eNCwupHkay3cSS6UY4Vma0f3oNtbREIARcvScXZtszTNcfPHFYb/99tMKA89GGkzLme7mXjOCWzz5mzDr0R1C3gqZQe3U4TLefA8h85WiuKen33ysAPGWBPzuHS1hEwlo7OmpOkjCScTeHbpHGBKJ/PrrrwHf+3YuyWV+yBFwBBwBRyAJAsZ52INh9Q4XYwuGEl63bl2ZmbN2bb0Ml6knnHBCkiTyH6J/nUQs4fxn123PtDQ+8mzbPqmxzb0QMo7YfjSenihkQTyMCL777jttcqdigFvR7bffXgk9lc8SzYIZweV3HvOEkrk8RNrInBnszXkMw9OyQeZm6MZwCiNzHAFB5nYuipVvOwKOgCPgCBSNAIZx9KUvWLBArdoxiEM5ZRw6816sJ8O/8tDErW0e8ouSKMnbPnGoBbCfDVlbIrc8QiD0n18vPsKtUmDn0ramEkJlZOXy8NfTF4Ulox8K1cV5TOOTZFIZHW8eO5+q+1PloVSWSHhJwm8SOkqgqT3TYto3zmNabd4qLF2yNDwtE+xA7HYu03ny+zkCjoAjUBYQSKaAMuqLWUYr4UiltEhJKhKAgJaeaZn7Qcx5TGVxHlM/7jwmprmntvHbqliD5QF/lbCphH3iD2tkH99N6wqcqfiZ8xjInGFqJ554ot63JGWY1ox74o6AI+AIlAIEkn1DUVo5rsPW1uYZkiW2NtdnIy55hszpVsC9KN7n6DZo2rRpomUilfmyvvFF3w4JiwadEyrUCqFej4elf6NhWvvNv5CHYMR+PQk4j6H/PJP95jRKmOBtEOcxNAPFfPTLkIv48DWL42tHwBFwBByB4iNg2vnfMgx75qyZ2vyO8Tq2SXBaYnKW4idZ+mJC6GiML7/8cqIPHdsBvN9h6GcgpeLJjMyXzvgpzHtNdGRh1Drd3w7V0+w85hfJ/FAJkPgBEhpIyCSZy+0Ex9h4c8aYX3bZZRwK7jxGYfCFI+AIOAIlRsC4avr06eG5557TuUfgMGyVcN+eWnP1Emc3PQmgGeqwOHEzihFBQUlZq4M6jxE3posXygxql4aVc3Eec1uovdPB6s0l1c5rUIhpuJ8vgUlXlknYW8LmEuycbGZEzNANy8tu3brpPfv37x+22mor1czTPZogIw/pN3EEHAFHIIsI2DBgxqEzOs0E16/4e4cPyrxA2NRslixZrM9K8zsElFoRCo07j5nzzl1h2cS3xXnMceI8pmf8NlCs9XSX/M6WGk8xQMIsCTiP2U1CpoUKE4SN+0GbDhfPfkwWAO5mcJnpfPn9HAFHwBEoawgYn8FhdB8jGLZzvFxo6EYqNWtKZ7YIfQ2plrxVDENbL8wf8Wr455P/hYqN64cGR90cKlRJr/OYj+VBJkpoKuE/EhAj+9heepeGLaSOi95PPvlEDeDOO++89N7YU3cEHAFHoBwiwDcX8kaJspZPWp75Bqee2XIQYB6ePnTmT8cozhzL7LRTRwGk5BCY1fo/k0aHBe/0COtJR3a9o94JVRo1S6sR3A+C9ecS6EToGl9nvt889nLhze/uu+9WG4Wbb75Zx0bygrl2LgXj4gg4Ao5AChAwMv/rr7/UrwrKafXq1dWxDN7iSs5mKchkupOA0Glmx1c9hE7zBH3qHTp0EEIv4d2137xCwHnM3FdODqukVb9296dDjTa7xd26lvQG+fNnhP2HHP4gfqqLrDeSYOfih9O+sn5ztPJTTz1V74dB3EYbbeTOY9KOvt/AEXAEyisCWLnjTMYcy0yaOCk0adKkfBA6miIEzmw05jY2dS9CzAxh7sCHw4ppP4Tqu10e6u0d87hHRSKVQlM6d8MSoL+ERRJ2lrCtBDsnmxkRMKW5h+ESe+yxh96TYWo77bSTG8FlpAT8Jo6AI1DeEIBT0NJbtmwZLrzwwsTjt2vXTj3HlSujuEWLoECZhlyMCSCkkgpN7di5LfpheFj8aZ9QsWmzUK+rgCzGcbFzqSP0aL84zmOmSdhMwt4lfYh1uN76zXEDfMUVV2gKvXr10olX2El1RWYdsuiXOAKOgCNQJhEwUofDzFkas6XSvVkuCB0CQoxoWNv2Opc4hgkC4MpFc8P8/teIi1dpaj/g4VC5ftN4v3lqoY09QQijJMPfSqgvgfHm9JlQNUld1UESK0IMS6I88MADOrafOeuN2HnJSoxtEff3U46AI+AIOAIxPrNvra1Tyzo5jDIPbH7cqckYACXN8ryhz4UVPw8P1Xa8INTuEPOcDtGnUqxv/BdJ9GMJ5jwGUrdzspkRgdDBjr5yI3G8wuHjn5YPN4LLSDH4TRwBR6CcImDfYL7DZuVOV7Iel4Upf2UWHh6xZ8+e2o+OJSAW7xDQWWedtU6e4syqnSlRZz68Q1ivagiNz/8pVG26WdwQLnWETuGgfeM85nkJcyTsLYHx5nZONjMiZgT3449jQ9u2jHoXhzbvvx8OOOAA7cJwMs9IMfhNHAFHoJwiQAso39lJkyaFp556KuEpjulTDzvssPJhFAehU4M56KCDEr7cK1eunKjdrJW2joYqgK5atjjM639ryPtHmtq7PZ9WMo86j2knLzJknmnhRaI2OHfu3HDOOWfr7RmmBpmDr5N5pkvE7+cIOALlDQHjqkaNGoUjjzxSv7v4ckdBZTg2XbBlXiAc/N22b99ex+yV5IFJC1Dnf/J6WDb21VCl7TGh9m6Ha5IGdknST3btMDmYC85jeHbGmI8YMUKdx5xzzjnJsuvHHAFHwBFwBNKAABzDdxgC33777RN3WLhwoU6fmrq24UTSubdhIGCVjayrlbs1tS/9fVJYNPjEsF7NEOoeeEWoULlayq3azdDtR8kvzmPWlxB1HpMpIzi5rb5ArJ999tlw5513atcFXuGwSXAjOJBxcQQcAUcgMwgYn/HtNSt3uI1W0nJB6AazTY6iDy4Pv3YSa2oPq1aGeQPuDaukM7vmXg+G6pvKKHC09rVOr/C7m6HbnxIF5zHsd5GQLecx4MVsPieffLLkQvL0wQdh4403diM4RcMXjoAj4AhkFgFIPcpjbCNry2qZzXWK7kYThYqtZD9xrJj3wFc7suCL/mHJaBmettneoU7n44p5dfGjcRcKZYkEnMcslNBBwnYS7JxsZkSs33zatGlh11131Xvi4pWZfexcRjLiN3EEHAFHwBFIIAB/WeCg8Vm56EM3FDCEQ6w2Y8fXuI67d10+5/ewYOAZ6qu9TleZgKVG3ZRatUPY1pQ+WLZ/k7CphL0lZFp4QcCJEQG9evfS2zPH+QknpMcLXqafz+/nCDgCjkBpRIBvMxo6YsPW4DaOlwtCh5jwEnfjjTfq5CGQVJ06dYo9bE1wEgDFI9w3H4YVv/0VavynT6ix9e6qMqeyqd1eri9kY4yEehIOlEA1xJrhZTPtYrU9bsQY8xeefyF07tw59O7dW18ktPO1rhSlPdd+A0fAEXAEyjYC9u2dOHFioLW0du3aavBNl2j37t3LB6FDUBhwHXfccYlha9RsbBpVq+0kfRWoDUmFYOXihWHx1y+ECmIIV6tjd42ah+Yubl5TIUbYUySxjyVA4ripaSDBzslmRgS8IOz+/fsHtHLkoYceCvXq1dN+c6sVZiQzfhNHwBFwBBwBRcC4asMNNwpnnCGtxaJpMmytWbNmAUv3cqGhQ1A0SWy22Wb68GvzbnAtoC2WqVGXT/ogVG1/VqjarHUMXCG9VIj1jeM85n0JSyXsJWELCXZONjMi5jxm7NixOm6fm0Lsbdq08X7zjJSA38QRcAQcgeQIwEVwUs2aNTRYrObNm4cxY8aUD6M4A4GmdoRmC0ApjsSa1FeFv0e/o6pyjR0PE429UmyYWnESWEMcckFviDmPmSnb+GCTBv2Mixm6xZzHxMaYM0ztwAMPVLy8mT3jReI3dAQcAUcgHwLGZ3AYChiCUxmOp0bFzHe73N0xQuLBCWsUaVJHlkybFJZ+f0+otGnHsP6W2JzTp16M6zVm8RbDJFouOY8ZPny4GsCdd955xXsAj+UIOAKOgCOQEQSMw4yHbF0uCN20cVsXF3HT4f/+9iMdd159x9NDxZr1RFsVok8BoVNdoFrwowRzHoMRXA0Jdk42MyKGjTmPqVWrlnqFc+cxGYHfb+IIOAKOQIkQkIFs5UNDt9pLYkxYcWDTvvMKYcWCWWHJ1w+Fio2EaNvtpVemQjeHsKlNmfMYKg84j9lYgp2TzYwIzTa0XuDg35zHDBo0yJ3HZAR9v4kj4Ag4AiVHQNqdywehJ6AylTtxoPAN01j/GT8qLJ8yNlTd5opQdcNWsQtKaNlONiDzqPOY9rKfTecxv/32W9htt9i0L2jp7jwmVtS+dAQcAUcg1xEwvipXTe423CqhsRdaSrGhankrloV/Rr+ujmRq7NBNY+PPvSQCmZuGb85jWsqxvUuS6Dpey0uAZo6x4JVXXqmpXHb5ZeH444/X7TXjtI439sscAUfAEXAESoyA2YXBbXzPy8WwNR4axzLXXHNNwrEMY6ovuOCCpPOh4+YVv+9Lpv4oM6o9HSpv0S1Ub4X+XHJjOCP0bDuPib5JjDF//vnnQ6dOnULvXu48JoqNbzsCjoAjkCsImGOZCRMmhL59+6pvkMpVKodPR36qflbKBaFTc8G465RTTlFCX758ubrMK8yxjGmmf38zMKxaJDOd7XhsqFC1RondvFrf+BR5Oz6WAPjZch5j483ff//9cOmll0pOQnj44Yf1BbGXRg/6whFwBBwBRyAnEDBuYnKsiy++WEdb4Vim9Zatw4IFC8qHhg6h41imZcuWoUYNbMiLEImLBfvy2dPD4jFXhkobiTFc2z30AgOziKsLPWX95gskRq44jxk3blzo2rWr5vm9995LOI+xZpxCH8ZPOAKOgCPgCGQcATgIPoPHolyGp7hy51hm6VJ8sBXtWAawkL9/HBFWTg+h2nY3h8oNhNXjRK8n13Jhzexo6AMkzJTQRkLMBE02MijmPGbevHnBxpjfcccdSuw8u5N5BgvDb+UIOAKOwFoiYKTO99odywh4AJJU2xaA8Ay3aunf4Z+vXlK/7TW2p1F89fR0urOOi+Fy3QQJG0j4jwSM44zsZTPtYoTN+tZbbw1Dhw4Nxx57bOjZs2fa7+03cAQcAUfAEUgNAsZhxmO2LhdW7sWFEKJDFk/+Niyf+E6o0ubkUK351noMI7l1EbRyrhwr4VMJ1SXgPEbmeMma85gXXngh3HbbbZKDoMTuzmMUCl84Ao6AI1CqEXBCTxRfTDsPq1aGRaNeU7Zdf8fDw3qVqsT9tq89oVM9AGCa2AdJgNy7SNgkvp1J8M15zKhRoxJzmn/yySdhk0020WYbb2qXQnFxBBwBR6CUIlBuPMUVq3xiynlY8fe8sHLOuFBB5i1df6td9FJrzihWOpFI1qQ+VI4xk9qOEraXYEQvmxkR6zefPn16Yga1p556Sh3J2LmMZMRv4gg4Ao6AI5AWBPAUVy6GrRULPfXNLgPzazUIG/TsF5bPmqbbeq2eK1YqiUg2RO1bOTJeQlMJnRJnM7dh/eYYBOI8ZtasWTrc4cQTT9RMrGtlJXNP4HdyBBwBR8ARKA4CmWz1LU5+shwn1qzOmPOqG225znkxDXyepDBCAiB3lrC+BOtTl82MCmPMcemKe9errrpKrdnRzp3QM1oMfjNHwBFwBNKGQLki9FXx6VDRWs0ALimyGMfF4yY9X8yDkPksCdtKoHpgRC+bGREj7AEDBqhWzk0fffTRUL9+fe83z0gJ+E0cAUfAEUg9AsZhxmO2LhdN7jwsunfVKlUV2TUagGkT+9obwZG4NbXTzE5ze0MJMbc0spFBgcx5zvHjx4cDD8SuPoR33303bL311sH7zTNYEH4rR8ARcARSiIDyWbwb2OYnwXEax8sFodOsvEKmCGVGsYYNGwZcv1aoUDE0atQwpY5UTAP/WwrvYwmQ+54S6sa3M9UcYmQedR5z++23xwziJJMVSjhbnDyOiyPgCDgCjkAWEIDPFi9eHObOnatdprh+nTFjRsydeRbyk/FbGgCPPfZYYnKWunXrqqe0KlVkWBoafLzGk4rMMd58hoS2EraJJ5gpMudZtAVCiBvnMUOGDMnnPIahDal81vjj+coRcAQcAUcgzQiYsvbrr78G+Aweg8M+/fTT0KNHj7CeEACKZZkWxmBj4Y0xWO3atdPyrNbUPkVSf0kCjftMQtpYAgCvWwO+XLiWYgX+3HPPBbNkp/AZb27n1jJJj+4IOAKOgCOQwwjgX+T7779XA+wczmZqsmYaqfm9TXUdBsJGA18mYWh8jZ92yByizxSZm/OYzz//PEHm7jxGCsDFEXAEHIEyiABKGsIanstUS3AZhPLfjzRKDk2VsJkEnMggmSJzChQDiWnTpiWM4Nx5TKwMfOkIOAKOQHlAoFwQeqo18uiLYc3pf8jBzyUw1ryzBKwNM6Wd83z0my9ZskS7FjCWYI5za3K3FgrJkosj4Ag4Ao5AGUWgXBC6EZqt01GW30uiuHftIGFjCdYML5sZk4ceeijQd77nnnsqsUPy1hSTsUz4jRwBR8ARcASygkC5IPR0IWva+UK5AePOMbfDsj2TYoTdv39/1cq5d9++fUO9evXceUwmC8Lv5Qg4Ao5AlhFwQi9BAUDoyE8S/pSwhYRGEpBM9J2bEdzYsWMTk6689957oU2bNu48JlYMvnQEHAFHoNwgUC4I3frQbZ2K0rUm9RWS2A8S6DOPzZwe6ztPxT2KSsOM4ObMmRPOOfscjXrnnXeGrl27pnxcfVH58HOOgCPgCDgCuYFAuSB06zu3dSqgN+18miQ2RULzeJBV2rVzM4KD1G+++eYwfMRwneP8vPPO4/YqqXxWS9PXjoAj4Ag4ArmLQJkidIgumRae7FhJi8Sa1H+UhJZIQDuvIiETlu32PMyedtddd4UGDRqEW265JVSrVs2N4KQMXBwBR8ARKG8I4AW0TBC6ERxaKcH2rUBTra2inUPocyRMkMAELPSfI0b0sb3UL63f/LPPPgunnHKK3oB+84022iisXLUypb7pU597T9ERcAQcAUcgHQgI+5V+Qoe8jcRnz56tE6/Y/r9As3byf51YuwOWDGQ+W0JrCUzAYkQvm2kR6zf/66+Z4dRTTtV7MExt5513jhnByYQzLo6AI+AIOALlDwE09Jyabc3IubCiMM3bNG6LP3/+fO1Lrlq1qs6ohs/2Vq1aKcnpRCWWYArUZ0ibZo2lEmhury7BjOFkM23Cs9qz3HPP3WH8hPGhZ8+eOvEKNzVM0pYBT9gRcAQcAUcgZxHIOQ29MFKCzIy8Tfu2Y6D7/PPPh3bt2oU+ffqE008/PWDtHRVqLqmWKZIgBnEtJWwkAUlBfSGWUJIlz4u8/fbbOosa27169VKSt7HoHHNxBBwBR8ARKJ8I5EQfOoSE4LqUucqjEiVyzjMPLKRuxE7c1lu1DrNmzQoM4frll19C586do0kI0aaOai0ltPOVEnAkQ0N37AlkIw0CPmjnP/30Uzj00EP1Dh9+9GGs31xmkjPNPQ239iQdAUfAEXAESgkCWSd0CBtCgrS6desWxowZo9Cxb2Q+b978cNNNN4Xq1asHJnPv3bt3+PPPP3UyEiK33rJ1uOiiiwKuT0844YSw2WZMj7JaTLu19eoza7dlej5OZCZJ2ECC3cmIfu1SXHNsw4fKzHXXXacXMM/5Pnvvo/gwIYuLI+AIOAKOQPlGICes3NG00brfeOON8OGHH+YrEc6tWLEinH9+z3D11VeHL774Qud8HT9+fNhnn33C33//rfEZi825a665RvvQaXpfunRpQnMlHcTWulOCxTi5doGENhJqSoDo00noknx45plnwosvvhi6dOkSzjkn5kiG4y6OgCPgCDgCjkDW+tBNU4asIWq07iOPPFJLxM5ZM/yXX36pfeQ0pXfo0CG0bds2PP744+HHH38MH330kV5DUzvaO1KjRg1dWzrsmGatJ9ZxYaRNFWKshFoSsG5Pp9gQNTA4++yz9VbYB9SuXVv8tMfmv03n/T1tR8ARcAQcgdKDQFaa3E1Tpqn98MMP12b2AQMGKGp2ztbDhw/XpvjmzZtrszxEjyOVk046KaHRY9VOYFISmt4vvPDChJOVWFHEKN0qCayThWgloGARWqXgFzkxQ0IrCU3jkdKhnZM/mtOZChVrdgQtfdttt9W8V6yYlaKLP7GvHAFHwBFwBDKFQDK+smPkgW0kq8PWIPTtt99eM9KoYSNdG5HbetSoUTrOmn36CMzADWJ74YUXwrJly1Rrx2va5MmT1WisaVOodvUwL1R0rjftvah+Z0jd7q0Zii+gT8z1vpLANsZwCDCmmlrJA9hgIEh/Od0JWO8fc8wxes9k+dMTvnAEHAFHwBEocwjAB8nEjtPKDalnldDJIM3KEOySpThQXS1K4EJs9JMzvlxFiFlJXciZ6UFHjx6duKBOnTphhx12iEUrQMqkRTqPPPJIqF+/fli5QuzTI2o1oCxatEhnLGvWrJkCY0CRINo50Rl7Tk6oLrSQgESSiR1I4fKff/4JM2bQHhDUPqBy5cr/ylsKb+dJOQKOgCPgCOQQAqZgDh48OPz888/a8hxtSWab7ubPP/88dOzYMfuEbtqmrQtimbdKKFwynUy23nrrhOEbcQikkywtCBr3qDTX03dPHCNttjGiwxc6UvB6SJscYAB3tATmP4/FTA+hc3+ehUrKo48+Gq688spARYNjlmfJgosj4Ag4Ao5AOUCgUaNG+v1HqTOuQyNnG+18ww03DKvErirrGnphZWHkVb9BfdWeiRcl2unTp6tGXqlS7BE4Fz0fTdce+ogjjogeTrpN3GTpGKmzrp30ytQeJA/khdpX69atdTtZvlJ7V0/NEXAEHAFHIFcQsG/+dtttV2SWaHn+5JNPcpvQeYJdd901PPjgg9rkTNM8JIcMHDgwnHzyybpNTaUozRVQGMc9ZMgQ1dDpm6am06ZNm0CFwNIkngGoCRdYWPO6NcEXOJ3yXfJC3ghFPV/Kb+wJOgKOgCPgCOQMAmb0BhfAg8xbgs0Y2yh9kDktzMl72rPwGEaktjaSZbz5pEmTArOLIZxnmwfYc889i5VTrsF4jmFukDr9ESNHjlSi5BwBwmRdHClerOKktOY4lrc1x/QYjoAj4Ag4AmURAfgpylGMfmKWzaFDh+poL9YoqTnT5E6/NgLxImQeUqefHA9we+yxh/pqp6Zy/fXXhyeffDJsvvnmxdJeuaZWrVraF22W7tyD9KM1H465OAKOgCPgCDgCuYoAnMXkYzhQM6ElGy+rWSd004qbNGkSRowYoSRNJu042+eee65OvoJWDtGjoTNl6NoI5B1Nk2vZL3hsbdL0uI6AI+AIOAKOQLYRgMcg+vWE6JKbkGcwhwXJNrof3S6YpaLOFYx7/vnn6/C3DTbYQMd3UzFAay9I6KSJFo/Vu1nDF0yrNO/zvFhFMiSOZy1LwvPQ7ETg+QqWbWl/Vp6PfjKeyyYpKu3PFM2//fdopcPOpayVn/33KDtrGYw+f2netv9elSpV9L9Xmp8lWd55PoZPwxvZ/u/xHvEfYSg2+eJ7TlcyNmU5QegASMYIZDbZH7ngHwBgiyOWJpO5TJs2TY0I7DrORYV9Xkjcq2IR36JFCwUuWX6i15WGbZ6tYsVKYeHCBeHyyy8Pd911l74I+AEoC8/H+wHZjRs3Tm0lqMDxxyvue5LrZcjzUdF86623tKLJ+8kfuqw8n/33brzxhnDUkUeFLWVkB4asZeH5eDaeg0oKHi1xd123bt0yozAwtLhqtaph4sSJ4emnnw433nhjmaqQ8d+DNIcNGxb++usvdVOOwpDtd9O+2/Z+bbnlltlvcrcPKZmzDNqx6HpdwSNNHpgmfUJxBAc1DNJv3LhxcaKXqji0OjAMji6LovAuVQ8VyWzNmjXVXS4jGMqiMJcBxEAZlkXZccf2oYP89zbZZJOy+HiBj+5OO+202llWGXpKKik//PCDdo+WocdKPMr8+fPD77//HrbaaqvEsVzbyHofeiYAMVKH2IsSzqvXOtEMqIEhZUWDjT5b+/btVfthuEPBlo+i8Mnlc/Z8lBuaHVJWyo5noZwYYomzIZ4LoXK2rhVdTSCHFlZ+tKqUtf8eMPMNoiLWrl077c6j+basvJ9WdmX9v0eZUWlBcvG/xztWLgidAuBhCUUJLyYCqduHkvWarisqzVw7hwaLkaGJPaftl9Z1tOwoP2S9CjIccb3idc3k+nNbOTHaw8ScKtl+aV5b+fFMFSuUvfKjbOjOO/PMMxPFZO9p4kAp3bCy4x21d7IsfTftv2fzjlBM9py5VmRl42uXYlTx615WNNcUQ5OzydlHhZozfcsqRTfI5OyzlOeMLViwIKxcFWuBUH/L5RmMUvLs9t/jmzlv3rxSkuuymU0n9CTlips9jCBcSg8C1opSu1Zt9V1Azu1Y6XkKz2mHDh0CrUiIl1/peB+snDDaZDy0S/YQyBkr9+xB4HcuiwjImAmZCa/oLpay+Nz+TI6AI1B+EXANPUnZWxNSklN+qBQgQPk5mZeCgkqSRf/vJQGllByi7Lz8sltYrqFnF3+/uyPgCDgCjoAjkBIEXENPCYyeiCPgCDgCjoAjkF0EnNCzi7/f3RFwBBwBR8ARSAkCTugpgdETcQQcAUfAEXAEsotAuXAsw/hIhlbY8Ioo5GbIUdh54qYqTvS+vl00AoY5sQorG4sT8xe05vK1tAreeXU6Mav4ZO9JwWt8v3AEDE9iFFZ2nLN4mYjD/VwKR4CyQAp79zNZVsW5V+FPUr7PlHmjOF4Oe0kL27ZXAOI3r0Aci8YvSRy71tfFQ6BgOXBVwbJIFmdVnpRfxDNcquIUL9ceCwSSYr6O/yvSs/8u27wDiB0ruM+5ZMc47lI4AtH/VnSbK5LhqXEYEhofFVpYnFiUWKRC48g9rDy5X8H/cLLriOeSHIEyT+g89k8//RQaNGgQ6tWrpyjoCxl3Aztjxgz1/c352rVrJ1BKHqe+xKlTZJz69eurv20i+VjoBFTF3jDc8fb2xx9/6HVMksNUt3bO1vj9ZhY9XGhutNFGWhmzc7YuaZxiZ9wjJsoHX/qUHWXAf878XwORlQvr6dOnq09syhdHTtFz9pFndis8N5IG/y1Lg/Wa4th5vcgX/0IAvAkoMZQXczswV0CycuB/xn+SMkhWniS+rnEKfifxNjdnzhx9J5juGrE86Y4vCkdAgCqTIi5A9bm+/vprqvV5gwcP1n07Lh+JvCuvulLPcZ7w9ttvaxzRMnRNHJnuMF8cmb6y+HFkXkGX4iMgk1Vo5M8//zwf5pQN5YhY+Y0ePTpfnEMPPTTvt99+W2OcX3/9tcg4hxx6SJ7FsfzoBb4oEgHD6vvvv8+TylW+sunXr59ea/8rIek8mbs5X5wRI0ZoHEtn2fJleffdd1++OE888USepUFkmeykyDjRuJq4L5IiwH+K/9igQYP0PGVg2EmFOO+mm27KVw4vv/yyxlvrODcnT4fELC2+r/Y9Zi1TzebxHY7G0R1fJEWAmk+ZE/sozJo1K/FyfPzxx/qcRgg33HCDnhs7bmye1Dzz3n//fd3/9NNPE3gk4oyNxRkwYIDGGTlyZCKOzP0bS6eQOJaXxAW+kRQBw+nnn39WPJ988sk88eudJzX1vN69e+sxthGZ117377jjjry5c+fmiWaQd+qpp+aJy14ty8LinHbaaXnbbLNNIo5oiJrO7bevTkfjtNsmb/E//+i97EOjO75IioBhRFnwEe7Vq1fezJkz80TTynvppZf02PDhw/VaSPiYY47JExeheVOnTs1buHBh3jPPPKNxZD7tRPp27IsvvtDy+uyzzzTOG2+8kYjz7LPP6rHC4tg7lbjAN/IhAPa//PJL3gP3P5CvjMDNytQqVd9++62Ww5AhQzTuhx9+mEjr/vvv12MF45gSRcSCcYYOHarXRONYGaNYQeK8D7xP//vf//RelqfEjX3jXwiUOUKPFvrZZ5+tNbytt946oaGDAJocL8onn3ySD5BLLrkk75BDDtFjRhrFiWPahSV26aWX5h1++OG26+tiIGDlxp+3R48e+a6gYnbeuefpx4cTDz30kJYf5GBi5WUVtwcffFDjLFu2zKLkTZ8WI3A+JkjSOHGSNwJyUlCoilwYRlR0+V+hgUdlzz33zLv55pv1kLWYRcmbE7vvvnve9ddfr3GoCJDOq6++qvu26Nu3b6Lc+eAXFQfNErH3ytLwdQwBcOE7BYYW7H9hSg/lyDnT3A07lBiZeUx3TWlKFocKNmJxBg4cqPu2QPMX3/2JVrfDDjss74orrrDTuuZ/SB6s9c3etXyRfCeBQJkjdCtwNIP9999fNTheiGhN8IMPPtCXZPbs2QqEffStuUfm9c2DGLjO4hh5UHvkOHGGDRuWL46lY3HsWv+oJN63pBuGDx9hsB3y0RCNh+aNphcVPjb77bdf3t13362H7eOzdOnSvM033zzvgQce0OOdOnXKu+uuu3R7+fJY9wtxtthii0Sczp07J+JE02nbtm3evffeq9da3nTHF0kRsP/cjz/+qOVn3SNE5j9Amb7wwgt67f89+mjehhtumEdZIIY7mmDduvX0GM32XENrDWL/K+uKEbuXvPETxhcZx661vGlCvsiHAP8vyNbwtsqwfetGjvxEMQZvxMqBbynlQ8Xrq6++0u3ff/89Xxw0+OLGIQ9WiaMFIHqvghV1L0+Fp9BFmRqHLh9fNfCYNGlSkGa98PjjjydmTYtar8vLJ+9aUEMr1nZOPjTsBmmKCkIkul1w5qdoHAx2EItTMJ358+freUFf174oGgH5Y2uEFStXhF69rghNmjQJjRo1CtIMHuQDrecwuJIKWWjevLnum+ETc03vtddeQZoQg3x4glS2QosWLWJxZF50JBpHCCXIByxpOqJRBtEgY9fGjSd1xxdJEbD3vk2bNkH6ucM+++wTnnvuuSDN4+Gss87SOcAPPvhgvfaXKVPCvvvuq2XBASs/ymrevLmBcsEgCjHjK0ufdwGRj3+YO2eubterV1fXBeNIRUKP+6JwBDBGxBiY/1ky+eOPP/WwGQsbxmaoxlS39p/FmA5JFsfKorA4fG9tymNL29Kxa+ybrTfxRaEIlBlChzR5CfjgixYWRNtWy2esnAsKH/xNN9204OEE+VMxkFqqni84yQeWoEi+OAU++hbHiVyhWuPCcLI/tWjgoVmz5krOou0F6WsNm222WeADYn90LNtN7Hr+/KLxaeCcxYXOLQ4fJ+JITV8vT5YOcSAWl7VHgA+y9KUHsW8IfR/pG15//XW1dLeyWLZ0WYLMSd3Khak3bT/x3yvkf8V/jzKMSayyFt9RS21Lx475OjkC4IgY3gVj8Z1MJvZ9y18O+WNG4xSWvsXhHbDytAqeramEI/Z/zX8X3yuIQJlzLCPGF0H6hoL0heuz2gfbXhAO8nEx7TkKiL00lSpFYMn/vUi8WJUrV05oF9E02LZ0iOOy9ghQhueee65eiOb21FNPCcE3C2L8pFo4J4wIoqnz4aC1xMo8es62+XBE4yRLhzimlXA++u5YOr5ejQAfdv5TYksSunbtGqQ/VbVwcKPFhMozH+/rrrsuVKhYIfH/IAXD1v4z/Pfs2Oo7xLZWropVwvjIFxonXlEzIiiYhu+vRsAwtPXqM7Etq4QVPG8VgaK+b1aexflO5vvexjNh/0u7V7Vq1Qpmz/eTIFAmNHT76NK0I0YV4aOPPgpHHHFEOPDAA4MYp+ljy/CHsMcee6iWR9MdcQtqYYyjRPiYW+1xydIleswWFqdWzVqJOIWlw9hppOAfwtLydX4EDHOabhEImt4KmgYRmlqNrNlGrOz5gIiVrRJ/1apV9RyaYsE4Y8aMyRcnWTrfffddogWHMbIuRSNg7zdE3r1790ALC8dwEtKyZcvw2muvBTF40/8bXVa0uNgH3z7cYvQUqLzxcbePt7WuWZzZs2LN6DTFWxn/K068qd18Tpjzk6KfwM8mQ8C6EgtibF2NfCetrGgZjYp1WRY3jpE6ze+IlbntW1N89B6+/W8EygSh22PxAopVujb30XeHpv7f//5XT8s45dCnTx8l4VatWumxgv0yNO+KhbU2CdLEi/w+PdbfrjuySMSpWiXx0cdBRlSIc/zxxyf6AO2DF43j26sRMHysj9QqTWgIwgvaJ05sI/wLL7wwyBBCTcAInuZ4sdINMixNj1900UVrjHPxxRcHGa6YLx0+IPTRt2/fXo87n8dgKM6Sj7BpdcQXNwx6mWnLnBPLZ61wW2XL4lN2Z5xxhsbfZJNNdD158mRd22L8+PG62bBhQ+1OY6ewOE2bNtW4BbvM9KAvioWAGJlqPPHLkC++GNGpcsT31mxZLI4RMZViGbmgrWG0riEF45AOdi90lVkF7Jtvvsl3L/u2Wl7sW5Evku+sRkAKoMyLPG1edGiZaNQ6TObMM8/MW7J4iT6/vIB8ffLMylJqnHmi0ecRR2qoRcaRD1GhcUQTKfP4puIBDafHHntMy0E+1IlkbZiaDYdi3DFlJUZtGkeayPNuufUWPSaErMeSxbn11lvzxfnyyy//lY7FwTcBIk1+uvZF4QhY2ZmfBmkhS0QWD2SK8bXXXqvH8CVA2d1+++0JbBkuxTGs5E0uuOCCvB122EFHqXBsypQpGuf555+3KHnEYfgU4981ztRYHLOot3wlLvCNfAjYu42FevT/ZLixPuqoo3QIrjl3mTBhgsZ99913NS1pRdNhpgw5KywO/0+GokrrTaFxSMz8Cth/X7pF8/bee+88qXjny7fvFI4ATRtlSngJCbxEiI1XtTGQvICIWMLri8mLzJhx1gWHKiWLc8899+j19mcQt7L/SsfiENHi6UW+KBQBw4nKkzmS4SPRarNWii8EjdjHRkYw6PFu3brliUGVbjP8JhoHz2KUK3FEC1hjHHHrmzSOJuqLQhGwsuM/x38IzHEcw0ecbXw7mFMgErHKlrSU5R1wwAEa55VXXtH0rXzFwlqdAHG9pcO4aSrjJgy7YqwzcY4+OnavaBzLl8X3dX4EDGtzsDRkSKwixnE7h9dE8CUceeSRumYcOmVt+CaLg1OuwuJQSSA9i2O5Qok6//zz9dzRRx+t69122y0xdNXuZ/F9/W8Eyrwvd3kJAv7aa9epHej3RgQG7eOj2Y8mHqyrMdwRBzSJ82zQvFPSON5EpJAWa2HlQmSa42iio5mdZnSaWTmPGKY0weKnn348mnJTHcfuozf1RZEIRMuOMhFNTvvMN954Yy0bmt2j5YfvcJplsZNo3bq1jmKwG1ha/C/pvuI/aOnQRB9N55+//wmjvx6dNI6XnyFa9JoyoDxo9qYZ3fC3Nd1ZlAPdUTSxW7dWtBxSFUcqEvpNpjsUv/E77rijfgMsL0U/iZ8t84QeLeLoSwHRW/9duuNE0/ftohGIllE0ZrS8oh+SdMeJpu/bRSNQWLlwVbRc6VtfL+4bwFIseG00vsUpmE70nSgsTvS4b68ZgYK4FwfjVMUpeG/LbWHH7byvVyNQLgidFwIpWGPnuJ3jfGEEn4o4pO9SfAT4SJhQbgXLjnOZjGN58fWaEYiWC7GTld+6/PeKk06yOGvOscdgRALm7LoTAAAMhElEQVQGhMn+Z+tSVqn6lnp5rt27WS4Ife0g8diOgCNQnhCAsJIRWVEYrMs1RaXn5xyBVCAQ8aCSiuQ8DUfAESgMgVhDUay1iDhGIpCDiR2z/bK6zhVCLG4+rIysfGxdVsvHn6t0IlCmxqGXziLwXJcXBBhTDxFYsOe2/fJEErnwrEbmMhIm4ejGyiS6pgvByojjGG6Zw5NoPN92BLKNgGvo2S4Bv3+ZR8CI48UXXwwyC2DAWxqWxVjl09fIBBessebeeeedg0zjW6YxgSAhxPXXXz8U5T40nSCQBzAfO3ZskBn6gkzNql4kL7/8cnUKhVMUyo14OC+SWb+C+CjQyYKuuuqqIFO7qgdDGRKpcZL1Gacz/562I5AMASf0ZKj4MUcgDQjgAQ13xBAZGp+M2dYhOswKCLHhPtNm8+P2phlaViCYKHGwj1iFIbpd8Jhdx3E7x5rjdsziaKKyiN7fXOBWWG91ox7XRe9pWrddx76lbedYU4Fhhi9c9TIEyuKTlsWzdKPH7H4cQyxuwXuwzzk7H4sdWUq27VkhcNxFI7hwfvTRR8O+++2r+zKOWsuFIVTmvW7K1Cnqnhaf9Xijw4U0w6vsnnqhLxyBLCHghJ4l4P225QcBiIUPPnMJEEwYq824XqaHLSjEN9Kxc5aOEVXBNfGKOmakUzAO+wQ7b/eL3l9i6OFonILpEKFgvi1tztFUjbZrftjNf3c0TrL0uRax+8X2YkuLHz1n23YuGp9tLLqpmDDnA778xXmJRrHnrVI5NsMXlSzIfKONNgod2ncIAwYOlOlG6+vMYPgWF293WgEQR0gFb+H7jkBWEHBCzwrsftPyhgAkgyZqAnmgEaKVM00l5GGaKmO0iY9zHXFjGvBnjS/rY489NjAPgREVc44z5wBzWt999916PZMR7b///uHDDz8M4iZVne5wrMu+XTRNnPXgB5+mYnzW9+/fX522nHjiiUHcqCbSJp/iGje8/PLLgck42rZtG4459pjQbJOYX26azNFmTz75ZI335ptvhTvvvEMnNho3blx46cWXwtRfp+r9mR+dlgmcloj3xXDXXXdpReb6/10fTjv1NPX5fd9994WjehwVxDOgPgf44Gf/n3/+0YmWyA/N3PgFh2Dxw3/ZZZeFjh07akVBXDbr/OvEFy91QbyaFao5kzYYiqeygM9/I3KrCNAdgjBhDPfD33i/fv3U8QqVEosPhltttZX6oDenRpaGJuALRyDDCKxuP8vwjf12jkB5QwAisMCz8/EncIy1TTSDNgwh0xzNxBXHHHOMkj+kDskSF0IaKhOaoF2iIYrPayVJcaUaTj/9dJ3drFu3g7SpmNnPPvv0M4Ubj2Bnn322TnMKuROXucjFb3r49NNPNW0iQmCQJU3NRx99jFYqmssc9eJvXdNhBi4IlVkMIfXGjRuFalWraZ80s+VVrlJZ+6IhQyY8YmIkhO4GPMMx49oWm2+hTe+QMP3SM/+aqXF4NoSJlmwSHvZHjRoVxCd8OOWUUxSPqjJBEoKmzDOSXyov77zzjlZymOTHsNKIskA7R6gkDRs2LOH1TA/GF8wQJq5qlczFTWl4++23lcypcFFGpIlYM/zo0aN13/KtO75wBLKBgLyELo6AI5AFBPA7ji9z0Qj17qL96Vr6ZWG0PCGSfLkSLTYP/+cWXwhV40mfdCKezPKnx8TALnGsU6c98+68807dl+lj9fwjjzySOM+GEK4eF9LKM9/eQnj54lx55ZV5MmuhHrNJVoTM82wiG06IcVlez549813HxEg8j/lzFzehui+avMYT18y6z2Q5CD7AESbK4RlNmNCFdJhIycT8wk/6aZId0jW+5ImPyDzqutbtOMZMIENaTABiMnPWTD122223JXzM6wRO4mMcAZuCAt633HKLHk52vmB833cE0omAa+jyr3ZxBDKJQFwB/dct5Y+ux2wKyXbt2qk1OJomWmzHDh3Vdz1zEyA0hV9//fWqjWLAhdA/zTHmDLdjLVtuGhYvWaznbbHvvjHDL5r9kYMOOkjXWNozZzxC874QXuD+aOSdOnUKb731lh4z63Q0fLTulStW6jXsYzVONwJaMNObDh8+XM/ZgmFiCL7ao2LPb8do3iaY0N997rnnBnBBW0boNqBVolHDRqpVgwndGHQh0F1B8zn95QXTpm98yy231Lxb+rikpWsBIzm6H0aOHBn+7//+L0jlx6Ik1pbeFltsoX7rOWGaeyKSbzgCGUbA+9AzDLjfzhGIt9gWCgRW4AjkCMFCnhCIEQbkjkDY9J8j1q/LMdu2JvwVQrY2N7kRESSMmGEaE9wgXE9zM3LcccfpUC7iQKBGrhAm/eGIpRO3mdOKh0yBG2Q62zB71uzQpUsXba6mGdvubfmztSYkCztv+0bats/9GzdurLuGBVjRLE+FhEpLxQoV9TwVCcjZ7BMsDVtTmSDvlg7Hyc8PP/yg/eo07VM5evLJJ8Opp56qzfm77LJLwrDPyqNRo0Zh0KBBiX5/O2738bUjkEkEnNAzibbfyxEQBFDEiyJ1I2KZH1qJE0ImPv3SCH3ViJGx7sQXEFRBYizqXpAm9zNDsGiaGKGZsR7JM2Ma8SFntGXE7mXESH/+ww8/rFo+Q/AgvM8++yy89tpr+ciTawsStqVhaTKDV5T0OV/wGloYsAmgHx3ytjQgY9Jhtj7EjuuOLEiXa+1e0Ti0Xtj1VGpk6mU1tKOlggoFebD0aG1gpMLqfMb61+0+vnYEMomAN7lnEm2/lyMgCBjBQgJG3gBjJLH55q0UJwgHoziGSjHW+Zeffwk33nBjoimd+HaNXiAL0lxNLrGj3GM9OY5YfAziEGs6N8Mu7sNUwgjERdM9xwiMG8eaPiqWHvdEW4bMMa7bdtttlcyJy3SqiN3LxrRbq4AdX7w41vJApYIKBtqxtQRwPfeqUDH2HEbsGMLRJA5x01phecV6/+VXXlYsoqRNOggGbTiVobWhoFjlhhYBKjE4lEGkb13XUXynTJmiIxA4wX2sbDWiLxyBDCMQ+3dk+KZ+O0fAEQjaPG3N6+Bh5Ni2bbtwwgknhO7du4eff/5ZtWEIF5JkXnDTOmk2XrZ8WT4oGU5WkKTQdJfGicvI7ZxzztX5yOkjZzw2zcqvvPKKpkX/Mdbz9FdD/DT7Y3GO9zQs7RFrfjdi5RiaO3lEG6cve+bMmbpNfzZCvzVSqWKsYZBnQtOn0oBW3KfPDfq89L2LoZk6bbH7cB39+EsWxwjYsGI4HHLjjTdqXz/dBW+88YZa1rfZqo2es2fWnfgC+wAkir/Fs3tC3Dxfy5Yt1XKeygye/hDuD/HTh88zI3a97vjCEcgCAk7oWQDdb+kIgACaMCRpAklACmjU999/v5DcfjrOvF69eqF9+/aBvmmxILfo2kfcpHGTxD4b9BvbcCo7gREZFQHECPiSSy4OJ510kpIp/dxPPfVUYrw3FQZIEW2X5mTWOMRhTDpN0Ah5ZLy7admmzWKIds899+hwNJqnx48fr2PPIewzzjhDm7kZs/3ggw/q/elWIC285lHxYFw9eWVoG0PnatWqpfdjAbEyLhwBK56Fe0ycODF8/PHHAWcvaOkMXWNIH+PRwTOqUVtFgOei9YP8mZAPDOyomJhYfDzD0axPGfzyyy96miGAjKtnyJ+LI5ALCPj0qblQCp6HcokAZFOQcACCY0YkaLr0DUNsEFD0PIRGPIvLuaTHZOw1RnEQFs3m2223nWqmpIfFPGmjJWvaQTr4tY8/1hcMaWEoR1wjV8tfwXvZcYz20OohezPao6+ZLgTb517EwTCN/mqE50TDpkJhz8o9jJBJH4k+r92TPIIV+1RASMPO6UWRhaWJtk3/+DPPPKNxiWLXJLsH51etXBVWrFyhTfH45h88eLBWhjjn4ghkGwEn9GyXgN/fEUiCgBFL9BTHkCjZRM8XtW0kJmO4tYmYyUbwuGZSMG2Lb+dZc4x7F3X/gteRLsFImXTYL5hGsusKxuHaZFLwWuIkO2bX2v1pwm/RvEUYPmK4DmErzjWWBpUTKiz0w+Mtrqhr7RpfOwLpRsCb3NONsKfvCKwDAkZmRohGQnZ8HZLUS9BkEdJDaCpPlrYRcPT+HFvT/YkTvYb40WPc09KweByLxrH8cLw4UvBarudYYcL9IWC0+H5v9NPmfuJaOsmuszxzHUJ3wE033RQjc3zDF3G/ZOn5MUcgHQi4hp4OVD1NRyDHEDCSxAgNrZJmd5q77XiOZTej2aEfnD51LNqLK1juMyzPMSwuYh4vEwj8P6Z9hiD5POMsAAAAAElFTkSuQmCC)
Fig. 2 Temperature-MLR curves that fit the He triplet absorption (adapted from [2]).
In summary, the constraints we found in our analysis are i) the MLR is in the range of (0.42-1.00) 1011g/s; ii) the maximum thermospheric temperatures are from 7125 to 8125 K; iii) the H/He composition is about 98/2; iv) the H/H+ transition altitude is in the range of 1.2-1.9 Rp; v) the atmosphere is almost fully ionised beyond 2.9 Rp; vi) the effective radii at which XUV absorption takes place is about 1.16-1.3 Rp, and vii) the average of the mean molecular weight is in the range of 0.61-0.73 g mole-1.
3. Future work
Although our study can constrain the main structure of the hydrodynamic atmospheric escape, more comprehensive 3D magnetohydrodynamic models could reveal more details on the upper atmosphere of HD 209458 b, especially on the kinetic and dynamics of the winds as they could be affected by possible magnetic fields, radiation pressure or interactions with the stellar wind. Currently, we are working in a similar study of the exoplanets HD 189733 b and GJ3470 b.
Acknowledgements.
IAA authors acknowledge financial support from the Spanish MCIU through the “Center of Excellence Severo Ochoa" award (SEV-2017-0709). CARMENES is funded by the German Max-Planck-Gesellschaft (MPG), the Spanish Consejo Superior de Investigaciones Científicas (CSIC), the European Union through FEDER/ERF FICTS-2011-02 funds, the members of the CARMENES Consortium and contributions by the Spanish Ministry of Economy, the German Science Foundation through the Major Research Instrumentation Programme and DFG Research Unit FOR2544 “Blue Planets around Red Stars”, the Klaus Tschira Stiftung, the states of Baden-Württemberg and Niedersachsen, and by the Junta de Andalucía. We acknowledge financial support from Spanish MCIU funds through projects: ESP2016–76076–R, ESP2017-87143-R, BES–2015–074542, BES–2015–073500, PGC2018-098153-B-C31,AYA2016-79425-C3-1/2/3-P.
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