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    "# Lecture 20: Introduction to quantum dots\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001),\n",
    "*Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45231](https://nanohub.org/resources/45231)\n",
    "— [video](https://nanohub.org/resources/45235) · [slides](https://nanohub.org/resources/45234)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- What a quantum dot is: a small low-energy region enclosed in all three directions, an \"artificial\n",
    "  atom\" with quantized levels and a countable number of electrons.\n",
    "- The wavefunctions of a pyramidal self-assembled dot, whose shape breaks the cubic symmetry.\n",
    "- Three ways to make dots (self-assembled epitaxy, electrostatic gates, colloidal chemistry) and the\n",
    "  applications foreseen around 1998: logic, memory, single-electron transistors, markers, infrared\n",
    "  detectors, quantum computing.\n",
    "- Why dots absorb normally incident infrared light that a quantum well cannot.\n",
    "- Size as the colour knob: colloidal CdSe dots in displays, colour gamut, and the 2023 Nobel Prize\n",
    "  in Chemistry.\n",
    "- Single electronics: when the charging energy $e^2/2C$ exceeds $k_BT$.\n",
    "\n",
    "**In this notebook**\n",
    "\n",
    "- Solve the effective-mass Schrödinger equation of a pyramidal InGaAs-like dot on a 3-D grid with\n",
    "  open-nemo, plot its s- and p-like states and compute their optical dipole matrix elements, which\n",
    "  show why dots respond to light polarised in the growth plane.\n",
    "- Compute the band gap of passivated spherical CdSe nanocrystals of 2 to 5 nm diameter with\n",
    "  sp3d5s\\* tight binding, convert it to an emission wavelength and compare with the size–colour\n",
    "  table of the lecture and with the effective-mass (Brus) formula.\n",
    "- Compare the charging energy of a dot with $k_BT$ to see which sizes and temperatures allow\n",
    "  single-electron operation."
   ]
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   "source": [
    "%matplotlib inline\n",
    "import time\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "from opennemo.structures.structure import Structure, cluster, bulk\n",
    "from opennemo.structures.shapes import Sphere\n",
    "from opennemo.core import units\n",
    "\n",
    "style.use(notebook=True)\n",
    "H2M = units.HBAR2_2M0          # hbar^2 / (2 m0) = 0.0381 eV nm^2"
   ]
  },
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   "cell_type": "markdown",
   "id": "63b010c9",
   "metadata": {},
   "source": [
    "## 1. What is a quantum dot?\n",
    "\n",
    "A quantum dot is a region of low electron energy (a small-gap or well-conducting material) that is\n",
    "surrounded **in all three dimensions** by a region of higher energy (a wide-gap or poorly conducting\n",
    "material). Three conditions make it behave as a dot rather than as a small piece of bulk:\n",
    "\n",
    "- its size is a few nanometres, comparable to the electron wavelength, so that the energies are\n",
    "  quantized;\n",
    "- decoherence is weak: the length over which an electron keeps its phase is larger than the dot;\n",
    "- it then holds a **countable** number of electrons in discrete levels, like an atom. Klimeck calls\n",
    "  it an *artificial atom*; several dots close to each other form an *artificial molecule*.\n",
    "\n",
    "The lecture lists three ways to use such states: absorb photons (detectors, inputs), emit photons\n",
    "(lasers, LEDs, outputs), and move or store charge by tunneling into the levels (logic and memory).\n",
    "\n",
    "The simplest model of confinement is a particle in a box with infinite walls, of side lengths\n",
    "$L_x, L_y, L_z$:\n",
    "\n",
    "$$E_{n_x n_y n_z} = \\frac{\\hbar^2\\pi^2}{2m^*}\\left(\\frac{n_x^2}{L_x^2}+\\frac{n_y^2}{L_y^2}\n",
    "+\\frac{n_z^2}{L_z^2}\\right),\\qquad n_i = 1, 2, \\dots$$\n",
    "\n",
    "with $m^*$ the effective mass. In a cube the levels (2,1,1), (1,2,1), (1,1,2) are threefold\n",
    "degenerate. A real self-assembled dot is not a cube."
   ]
  },
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   "source": [
    "## 2. Wavefunctions of a pyramidal dot\n",
    "\n",
    "Self-assembled InGaAs dots grown on GaAs (the lecture shows images by Rosa Leon, JPL, 1998) are\n",
    "pyramids or domes, wide and flat: about 20 nm across and a few nanometres tall. Their shape breaks\n",
    "the cubic symmetry of the box. The ground state is s-like; the next two states have one node along\n",
    "$x$ or along $y$ (p$_x$, p$_y$) and stay degenerate because the square base keeps the $x$ and $y$\n",
    "directions equivalent; a state with a node along $z$ (p$_z$) costs much more energy because the dot is\n",
    "thin, and it looks different from p$_x$ and p$_y$.\n",
    "\n",
    "![Slide 3: wavefunctions of a pyramidal quantum dot](attachment:slide_003_crop.png)\n",
    "\n",
    "*Slide 3: probability densities of the lowest states of a pyramidal InGaAs dot (left) and an atomic\n",
    "force image of self-assembled dots (R. Leon, JPL, 1998). The shape gives states labelled by node\n",
    "counts such as 2-1-1 and 3-1-1.*\n",
    "\n",
    "Here the same physics is computed in the single-band effective-mass model: a pyramid with a\n",
    "20 nm square base and 7 nm height, on a 0.75 nm thick wetting layer, inside a barrier 0.5 eV higher,\n",
    "with $m^* = 0.05\\,m_0$. The Hamiltonian is a 7-point finite-difference Laplacian on a cubic grid of\n",
    "spacing $h = 0.75$ nm, built by open-nemo as a one-orbital tight-binding model with on-site energy\n",
    "$6t$ and hopping $-t$, where $t = \\hbar^2/(2m^*h^2)$; the confinement enters as an on-site potential."
   ],
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tOV2bC/ZOZM/pFtsnUD81WufG2hvfouu1H5tWoNYF6nvZ3B3UtcDtcieM059WSYGC+v/9Dah/Cf39vhBnRstgBxDvz0jdmwrT8zp2vCgr4AtdF2UWBkEce24QxmmWpnlZncCaPWy2l8uhulTF9rJ157pweLTnHtcPFNXRljs1VZ6tIRc/NtvDvsjWtSK/30G9G3Nr0uqtnhZsdux3QJ0wVtTX41n68afzJ1BvRarnW2l+D+NbD+5yuVeztl+jVK2E+uCvQ/13ovzTwttcjhAENBf03JuCp1+UryHph6I/WuWh7Qdh4q9yqAW2eZYWNZ7w5lhtNhj2YwBf78GtW4jjxyN/f1w/kjVFb2gAzzs6TWybIzJ3ytZ3HLMdWzqbLrtPt+jcCdU1Xu+hfmI/XkH9JMw2SdQ7qGs9+vk2QLsF9du7bAworHdf0Kbu+BhFrPHvz9X/Yu0+nVkbhGdO1AH0XXOpqgKlDdjvWZqvXN+OYz+Mi3VZrek8tVnnSVLs8bAghTnt6ssZL1y12Zts9T1i+uP6oZRtvbEhJHdINSlB2zHjPgjUb/10AerNZ0LR0lvwHzV1vYU6BKztaPy4V733T6F+b29xj/V71KtefRf/JXk4nrrs//hVoH4L5d17hle9XbbrNdS8GKnXpxMsoXfotK9Wjpf6XhBmCZpxyOPXaMhlRbap8jhYb6vj9UxtYM3XpV7vjcfKxsf1o1lTKKhzarynAL2hsOVw3KkMvmu3NadTS00XglsL5VZm+gnUj6o814y55h7qGrJdNd4xYpTA5fg51O/fuzsTvg7Uv9Cbmwab4xn5zWYH8T72O2yLNdJxNOC8wA2yIErwqe2+SvMs9IMgCAu0NzYppnGbA4xxDiVAX5/PB0jnxLvukcE/rh/HcApoN3BfY3JMUfnh3OyOza71mji2wnGhs5/UCI0NOeUHczi27jAdOR3vyadVk24v6D/favWTFq1pgF+6AK+Sg5sHlfatOraz+FsC/zWh/isoLjcH+kBvtsc9bGd2uyJIoiBz0tgJIzhCV6ddkpeBBzNJJPNBjHAfrsr1+bAuTzgrT5ddsyl2zeGS0LBu+MjgH9cPVKsjhzcOgnQGcm0x1bRytnbY1mDy1tzY6E03EO8S+GPLX1ddO74Vnmx3NpzaKuDUcmMuF9V4kzcdlNUZIH+7XHQK0EV1mcPhJ2oKzd+v1UW/NqL4lDL1cb7fgR5XHVCtg/Naxa4bYZy+isp4c9oWRZVEqzBzQyeIgggd+RNmbXlBDg2bcWtg/NxUa2Ty+yZYTpQt7XD8QPzj+nGgvm2na9r6TdlIidvMSU/HD82NrfYp1LssX/jr9xP1g/4nLeVdo1iV4B3U5a+XtjWvW+2n2+zt1MV5fc58PajDTWKgjV7HpMCfzjDSrMr9Cfz/fZ16HlpvMUjCSNTLJElXnK+nDvpyG/j1JEFQFEWWRGmBnL3ZrqEggAIGzh3r8rirvFkPTldC0X3U7Y/rR4E6YnZzZw53/PVYXWO9RZ1ixLcU+M4IqmlJMa0HnArWNx0boY6h+KXtpd+13k93UD+rL7xv0nfFA8uDrwV1tQIChpRgyM2C/QXZzeUNC1cRo5tjGSJ0o9W2rcponQSel6wcVOxlhilbtSmzBFQauEZjUJmzQsdkkZ284+V62pSn3a4Kh5qe23/U7I/rR4H6p9avLdRbMykV5alNPekEvjne/GA6CmwjOvZOsCKxXRXix07PIiG8g7qQXfn+QQnebsj+pBmPMfqlrd7P7O2dvhbUQWcTeXpvMPdAluGMDQV3BZdYTM3LvNzu1znr8SB3Hc9N43QNNFdVmUZZtkJfLoiLsswLjN42uxOyd3hTgTd/uu7P66IqFcKHDweqx/VjQf3m90po0+Z1q1Ss+Dv/2CuDOCVjbbS/c4ttTbLRCf2pI8brBP7m6q6hfvkE6ifd3mt7/ES0HAunG5tGV+/6EPhatTopRGiUT+2aMzZsZcM0vdqe0ZlDxQ1M52EY+7bnFAHCeQ3acA2JS+R6ThShObfK0zhKskqEMXDtOV2buuJEHu3JUx1hs8TooV9/XD8U1A9tVNf+bsoMVm1a2WsDOdWv0w24RtvAH9tUvXWHuUG9UZpXhW+VrxPjl65EP7e47STsNy68GqJf9PTtcm0PB/XH14P6QJZDTLLTLxdZONMcwZfZwWKjBoOwjLB/MUoDL0wwQd9V+EgcAPsYr/so0bOMuoEcfTkYVqDKh3P0oUGHDgkBTotrk49b76tHY+5x/TBQ73wc9QYGgH3H+fJG9i5xeRJH7bsuo2+0maS2qmhaT8gude8yeR3K1QXEErVXDfWL5uDoOfzxNj0Xai0+r/J7DfWuY//1oA6VOl4E81Kj2K6KzaWpsdzmeMJE/Vz4mbfywHdPgF2YZq8j3y98xw8yPwojGtG4Sc6CHW5z2eFEYUzVQPSKon27KZEQNe5s+iS2N4/rcf1AUD/dubgdmb2j81QWKEUF7eB2iwGV7tV/Uqvfr3XRUP8101XFZIE6L52768b9XtlZNV1OcG4p8JcvQP0rJvAcsUGpHovfLXmAFbde7NYgvJ8Th9k7IA4tf55kkRus/ASEuajKcrTlA9+3scAt5r71NKZP/Bvk+5sSVCT0Hsr9HuqYfbB8EGke1w8D9YFxOnSklrOYuUrujkI1xzAJYC+h0lxvBPBqJeNW1e7b7b7RS1644+HQDcaP7Za2Vt1yG6MrqOvgLA5T2n5a/mxLgLMm1rXyFsWGv8ldzte39G9BHXYxA72ZFdteziC54TA7X3f7gl4UpMSlfl4WjOfZlmV5EnmeFxYRvSgC3/NjztyjAn9Fiy7BOpxy2zSX8x5qdnhUXY87uMwe60NGVyu63JAU/xC1Pq5/HOqNXrF40tij+GUNOyVeRaEhv9ng3l9vqhbvUskrXTuT/Xr/KwZrq0X7JIdXWJcZnHjQ7ba6JXDncCUOtfrEaOP57bTAB/4u1MWDQqyoestcHHG3JVa3bEkWxMgcmh9scqk32zJbeZnve26MVQ/oyCcI7pmPtctpHiUI99C2bLgKAvkAhnKVZERr6IEx+d9u9uDUWjCjxo6oERv9j1T+cf3zUG9avwmG5x2QS1wT6BmuNIHbUprhL3jDKF8S8RtelYrxNb56sz0cz59eF11qn3WNrqHOYdtRrWrci6ROf592c/NB7YNpDsd2lN9xbb4S1Ic98ZvDH7OgQZFeYXt6TT77Fr4zWMHI5dP1JkK17qLNjqQ93mzyNPAzB9P13HNXxTovL+c8XedpwZekZoJS4/vgeNoJdQ4Uugt2REQLs0jm2CXVlzTicT2uHwDqYibFvFxl6kBvQXQnSRSGq1UYgzgWYrTUxvpChXoJ8puSie3ueOqUpjrV1n20Fuo6e8cHlZc0t7TjwFjrZGGjUc+HsBMXnM6iqo3qOlP4u1GduTRc5GYBaG4YjwGqzY7dd0zKtvtTjc3Tked6UQGTqVWZgBNXRK7rrYqVt3pZF6+n19fXNVvz6yzGwC0Jk/oMXk/N3W4Q7Dc0+djXp+vuvLZg2OfayzEnbg+D+Mf1zyfwWn5CrG8rwV21RpFOqEchilMMmKIogvVKgiifMsYz3rdBHl8Il8WqPTFaqF+FLXOfuLdQ52IIHis1f4qkCWu+w+/Grj8fAdeaawubDurXlkf7d6EuNLmpVVzfUFNDl4Zkfb2H1gfkt2K9Tj0M01CbBxnMZ4oqAOrTGH9fpS/r14aMntcXXKuVlychM540WeO4wMDghDY+5pJvJ5jM4ingEZ/82TI0TW/66M49rh8D6q29I5JncL+IN0IdWEcsBynUg/cKWGMAfBxHGDYl6kozYj7N0ZwKk3XHntX19fU2ZBOQv72p7juhrkbzIJ2yTpDTgjkE04VSNwOB+nqr2/r8bgJ1ncH//VodQd2EuzuGYmvMw9GEZKm+PZzKMOLTjVceTrUqByE2A8Z9fDDZnN6up9ePLx8+vODNCyJ7WoFRw6qGnnwlEgJ4U2xxVNJYkvxajDIqf4ENzUY8bZ2oH9fj+keh3vbOmVbXUoVXaLtLWI/DlS9YR+OZKm1eDPHI66MIaT1MU5HkB35U1HtRuJwvt7Ja4nkb0gXqktbTmK5B949RHT9DigH6LydZezFrgHEbiXwndWzoodtXgTqQPhoV1wpWr4DotcIPwoqLdbXbwS0STy/EwymSVRoEfpAjvAfgyWB2/vKR14f3Hz58/Pjy/sMrpumo0Hk27c57kuVpSMOJXY1i5nJKM8uwrDlMty13Mh70H1Sax/VPQ10tO6UJNDtlmjuD/1qoM4PH5Xr6IhhQv6OCZ5THmxBfEOaViuqXX0FdhfM7qJ/pQanOFMF6rjRicaySBfyZcl6tsM7veL3evunfr9Wxfp1L27booWPE1mwwR5dioqpLNyjwc+MsRt8dKHdRj6fF4fWwQxB/ffnw/v0Hgv3Duw989+WleH2F/dSGXTiY96CZByOaBlJBaFkvjT2fzQ0D6xvBo8WOyMnjjntc/5zh1JBQb3T3SzTmvOdrqZaxm0y68EkYrFCvuo6D1hT+xFtEdx8hXiQfK54Erm27EIMcuu91a5gLPw4oxxs1Z5ORukzZqq79h+QdTYE4YroghYK8Q6zX2+bWeW9JNID6X9GLDYZ9Klx6fGuUp/1mi0h+xli9oiVctTmVcVqUOZ+QH7iYq0VJuUNj/bW5nD6+nk6EOHD+8cM7XB8+vifgX17ZtcO/p4AVT6mszldsaEYWsDEX8znCuuXaYWFilD+cjEa9h2n04/oHoa6nZC3UBYItCnEjw5BhJVBvL1fFeAE80Q6kW5YDY3ROxlviu2a3KbjruE7YK6jrXn8lpDxm66kkzgEShUCVCThLQmjB0RQ//WraBqj/pcqXq1jH4gsb7qApb0471OgHUAKaGm5Rpz12skVYyebhGfloyeG821Z5jnj+Ebk74vkrgA6c440K7nj74eXyWmAsjy7ctUHWjj2O3HkBDdHGWhpWkNiL5XLheDYXsGPIN3n04R/XP5HAK6ifWqg3woKrNRlWqLFAe4IA67uCdVtjXWK8111YLm7aflhUakB2uSO9q0mbhvql3c3U/iT8ENX+Q2Mv8BnPkSR4LBhc+TE+bCC2Tesd3TFj/yrUlUB9PPOP132x3uNsAy0AVBlaveLYyYKV6yGJcUF3Lbb7bY62W+imQHoLbL5Vf74H4t8J6vH6vb7SfQb1PtJ32NiUWxjxnPcB+nGGZS4Wy5npmoZvTyfiGP3I5B/XP1OrnxttBCHeMSS8CtIF6qTBFxivxYGk7o5NrOONq5DYXoS6BVPVcivGkXfUuLb3TqxfNEf2dqpIX2AtYM/iUHr8COeEOn8ULjdIcH6czjffGuHLEur9vzJNZwY9d8BSR85eF9hyATPrXZ2zZj+C9gpVegAeHD4HX/wiCQo87ef96fVFN+M+dEGdKfz7D+/+8+7Dy/uPb6/rV4zmMTPYMkNq1qwIzpf1cj6fL9CYYx6/XIaZb3Jr3APpj+ufhfpFteCFLqdoNB3UkV6HN/jZlq3CugrwfAOoG6btBOmGytbPWLBvgnRW65dWBHPSOpe9IstJXE+kSicL1WFI1z8I2jJ09o/n2/iujepf2sbU+29WcliwZOTNG/Y0leX2jLliTb97uMQVdRV5BZIIrHaoDhVGaCTRoPuevl5eJayrGl3wLiiXkM6S/T/v2LI7YUJf1McDrSnAvcP7l70zny8XlgvEz5a2Z5uOaxnThwHV4/pn1jMC6kcF9Ytw4Pf0oxAIVnRQI9TZNIvZq+qgDqzz/TbIo1JHqgqwe/BpuMP6tWu9K6SrkN7J2RXWJbCrgj2OViz89bfkhR/gMYeX2fr1LoFPvuT4+t9L9XFvkuNbUJYO6n5FehzOtZMsXSXJdb3H8Aygd4IYftBh8cxCnTM2VuXvNNRblP/nncrn373/eLmA+w6VjPhPwjb3ct6ASV+b88VsblmL5WLpRsYcSHetx8jtcf0zUB8a51ZXziyZ5rACdWJ9zVFY2bbhfRXIiUINeI18ZO+YKS0XC3Shyp005nRQv0FdTdnO7aq2zgBDseCBOcpr2IVf+Sp54HfFhZ+FhWmbPd2rOqRf/iLUuQ/ZOGARG8yf2YQraUOhVPnbBp00UGQ3iQv6DCr2PApScPj2J2nJ6YE6ojmh/R+EdVy6eAf2Xy7Xdbkt4S6HlOCwWWOEd9pCArMyFou54RomnpKPNN40A+sR1R/XDwH1414rVCXabiSHJ4sNUEefXSOdF1BoS9htkb7kFNnNd0KY66D+pv9TnNYW6m1QJ9ilN6fkNZmwcO+gzlQBPYCo2MrCiG7iRqj/JXvGp2l8WWPJKiZiKNerXbMjfQb5NrbVbdIoZ0eijLjGpShoCL3WzfcPCusfpGb/KIEcb9+3nTkwalhmbJkmNAfUABu+BjhPnJlhuXVmmsu5gwiPHMV4mNI8rn8I6ualo62fhQS/o+uMjrWUopRCj2UT3rlBXUVc/Z7E9PlsOl04BTRp507m8qYv4cPeL2xSYtmmldewBYiWAKQjLdQtdYJIWeCusupAS+hLZ1UhUf2P1+rjwUg1w5bFualh5wpEnmCZRxJrebxctuC2oh/olFjY5IGph9UPWKGcPnsvrx9fZcKmOXIf1CXB/cN//oMojwjPI+DFE35txW++hkIOKtgtHLPQEgDNboXG3NyeLU0rS00+jD7060+P6P64vmtb7kmgfrmD+v4G9UrHW4F6oHvwHdQF6wqPgvQJoS70tvuofv0U6toStlsroX6YnuxJWPfuoL4k1B0/4rD6eJuu/0moK0z1h7MYS1ZhIAcLCQryQGPdAdGnbbZyk4yz9DxINhu40MD7Oc6wrQlNOR3N1ZBNynRi+/07NWt7R94cuTSvz7blJNgDtduUG5jPYg/U7rg9XpAw1I29NOZmhGPSMBLbnPfFe374YNI8ru9KoXkylcuLWoWoom3bgm+JNIQ64y3G3Z9A3TTNDumA+ngyJ9T3R5Vqt0W6Zsnd+7q3NlXqZ211tbBWGTypdxrqKAswmQbW07LeNnfOVX8O6iMQZ/rj/qQQcfquxubZA+lxJOfuiwIdOIfukFG5ySq4yKSbPKS+J3FW+asu1D+8U/FchmwfP7adOWbz7z68RxP+GZNBcIPxckHmAjksFtpSHCuHWmDaOLDs+QLSF8e0yJybPsbrj+v7D9uOLdT1BIzzbrkqNXLTUX2leHEa6pJbK6QvVfo+GQrUufPprGL6jSR31d13hfVjF9MF6bVG+loR7vVxwm+OzvUS1TrGeBkS4ZvnhYL6n+q892gXSdcYtPORtp8hVF+jR97sglVkBxEaBdz0UFaFDxFbivZ7EOYracC3TTk1Ur+N1XUmz/fefzhBlBeSM5jAPxY5SrWTyE6jjdP5YCKsLxyw4RdTxzScwuw9PbL3x/Wd96v37qGukC4jsFo14Tn1zjMNdTVat251tHFDOoL6YLJwS0L9eG7TdxXQr5r60m5naw7akW6v+39q3lYqGZ36GaoFAKYZO3O2G+Xr7bHNCv4s1J96E8jKnnLZIn/YE4nYKQ/rSPTP1mj6BQUfwnaTREkRYYVLkCU+DeTy1cvp1FLlVKWuq3X+8V7FdpXQv4IA4PlgE4boYdJfQ4z4dlwjASmMO1vMFraDqL5cOgvMFBzSZKePW/BxfUeo978AdeJv207BpGGWMNySMdfC0Oxgzt47kd5Bfafkbaopd1UD9RbqFwV17SatSoVKnyjk0QDrvnMb4Ak2BOs+VqEe2qWuAvXBn+XEznYNoI1lDBkwSHepE1rm1baAgfuehu4QpoP5noRAOfazYeC2ytmBv0H9XduUk+D+7j945z+KD//u3ct7C8cR3GuQ9jjZet9wiCfiPQz0ZMAOdqw1NZYzbJCY2bbh2I8E/nF95w78bVWi7E9Vs+6tBuFmzYm3hNvVSqjp3RhMxXNcAvTpZNSfAur0llRuEjczCkH48dTO847tLhnd/tPyeOWEEQX6OFHZwoJHiWrNgYum/avPfxLqNIedLjyM0/c0gN5Jdq218Ne6yjZwksJ8LUbu7meZDyFPlEZ4vimNpV6pcmkpse9aBo0u1tXkDf97zZ9XIbh9yElc6HRQbyAxOsDThvO8dRNhEjk3g8VybtipOTfthfmA+uP6vnKXkdlpxs5tu2ynFq4Li2bNDF6RW0Ip1smC7bpxaMcB6ED6ZALO6XTpFsgHDnpQ3zXf1bfWC5mOTVsmHFRDgKy8VriOQmGlUgeTQu+5hroh5XrVNK0pzZ+M6iMDe5hOoMEewX5fb44HGkM16MDVhz2kdBlyb7jC5l7oOQmmbis3WpcplqjbnszVXz++apX6uw+SteuaXZPlwIN/LZ7TACwDB8uYs9CxTJCJmgvZOVsgfV2d/MVsObdy24FbhTmfoV3vPqr1x/X9oA57h4F5c25uuen0b+WlS2hAnV6SjOuIWkyvFdalRlfJ+2Qyhv/xhFAHBefTYZtO2/Wyl1ZTo5n2aqZOB1qq6MTfivN7m0hXl+TwJtLiEJPrkzjEnxWFZvgHnuGIIX2ZQGeGp4XueHPCwxOGHFhzVbHfBV7k+lkKqPsJhm7YqpzSWyeG8zs5+PmNLfehK9g/3FAukf71xbNMG7bwaYBTylvFIsaFbGYPYh6NL6Clca0wq0vmKaaBwj3ybXGyHP+Rp/G4HtdXgPrwU6gLq0UZvW9b2VlJiamyjFAElzuk82JIn4yfCHWPrlPN+TZsU2M25NzHg9q/eFKLorrun0rgN/TB6KDOzIEDPEkaFNZJkMXE7aBEsgrq/70vNxpwnXKEjWplebhcZJVF1VzpEku6OuwjsjzEciaIWwKo1KFl85h7p565NH0Q5vKV8/zaxvQW4u8lb2/TeHzk5TVd0XsPl+9YnLkVeYgZuu0W+yN/CkwwaEVb1zmfDl48yIVsd66MKh7sucf1z0CdrNhK+7JrvhwpqzSPpGdE1x8X0vtcIX2MazS8h/r5FtQ7qB+O7XVSG9v3rRGNJup0rpVUxd6gPpfWHAJ7kK13ytKKyrbeH5KyAUhWc4aDHLBWISvYU7iGyfp5jy7Epg7dIoN7sxfGAGuQFWXqIX+AM25Ef50gDm07P6ku/Ic2qr9rUf7+43uJ8q9rthNdZO1eiim9wH0F3z0cAKuoJEmo3mCzU7muMtDgLX9lWvOl61vGeMpVsJMH1h/X94A62HI3Q6dbVO9a45Vmp5MuB8+ZlrYqZNi5hvoI1xMWoKEDn1cdXU4H9bdra3xx2wunovpOG95sKnWe3EHdsaT9rnN4gboBnxt04YVi/0f16gDRcFaSngqqKpYoH7BrCZEdQlOw2gD+FOsbuLHFizFmSDBMj0J20AMgNiJ0nXydvuRI4l/bFP6j9N/fqwSeb2gT/Z70GXrpBvTdAzEAG1yJeRs9Bq+o4GhVwM5mu21qC5WJZeKVM/2l4cb2DFue+o878XF9X6jrrehSq+/2HdSrFuorWECJi5zVdsgV0gH1p+FgAPbaeOFwkHXQ1u2tXF0pXY7tSuZ7Tl6l53ll0UE96qK66vkJ1FUb3g0laYAbK+fqfwDsXJ60PArl/YA32J2IUSDc2pm1YMVD6TrgvparDBQaWGM4qBKCvMwTeQc2uBGUNqvV88taT9y6mv2jQjysJCF0eX5B/85Zwe028SzDRHuvyFZ4hdxgg6MDPT42FK/nqkT+wFTINGbzmVlCvw66gDkdPjL4x/Xdo7oKu6CL6hVLtbhJrsW5uYX6jUPTQn0yeWJIR+3cRvWjErdJ811zYmV301ljXVTxCuk6eRcryRbqvq7VdStAt+EF67Gk8MfLHyPG0jNyYoO8RrEqzhPOvao9KDQ1vTLrEiZXqxglObN22wulGyHumHDHCGldCzhablpgowva8DCMFQ2beMUS5a8fT6/eO9PzQN6Xc8JbJanYyDOyo8EXBjn8odGwg19lahlzAyQa6NdNAyzZgPrWBcwqrPnjTnxc3wfq1/uo3tzTaFqolzRpj8OgK9XbYl3a72i+t1BfAuo72bV2UoP1bpv6RaZtpN42cphojctG+0MXyiFaZw+e2Nq0Xb/ZXFL5BSmyfg7bmJOC+h94gpO56WywNQo2kaSy7DFoq6sckRsOr5Ds5ZsixnwNsdfj4D5LEnbTnHjdQjfJEnYJvWcucDo13OD0IrO3V7GWhBsVOnDPK8sN8W3cVYjIHnlSs4P655nIf0IY8xSJi/pDUL5AzyGIbBxjlkWBv2Hh580et+Lj+o5Qb7e7iLRNYi6nbUJugdM5KtlEWcRQS27e3CjmAnX25Fqow15ONkMhrHdj9UvrQCNz+0Ztda46pCuoc0uKQF0caFuoTyWu40wh1g0bAyxJ4P9QrW7kx9P2BCr66XogZaZeo4dfJ47nQ1YPJtsqTiNC2snwBDEWZzcAAzMM+xiXoXiJMXfzcbZhXdv6efXeo/H75bR+WXle/vLigWTz/MyUwLKjcs2sHeYcIMZyIu/4gH+ABRJxjq0Pc9NEHWIFFoxosJwV0vUlLGRn4M6ZRvqA+uP6Th347iI5vQ3rXJGoaulbb7yTomi9i5K5KKQPhoP+dOll61pSbOmTKwJ8R4yVqM5LsXOwLI0EHZ2/q5UuKfafhZ9E9el0Npu34X1phtjAomr137OmmPDJLRMYs++ahuzXGjbtJxq+7bIkg4YNG+b2VcKSHD8UgzYiM/AwDIf/fOAI5gvW7MjfY+55cZidQ8y+en7G/zlxX6V5ETOCuxGcskjx80IZuWERRoAvoKEGKgMI2TxIXUCSox+84xLe4MrxI45whGzPxz63wQgu8fLQ+491T4/rm0NdqcjFnIJ28FvdIV8rcjo6TOI5dad30Yo2GbT1BzJsyzYCddn22PlBt30A/ABZ4Yi5V1XVbVTnVkaNde5yikXwckvg76AOm5tgQ2+o/wJ19rkGVn3hkhVYs+9Rmm/oMgXjmWKVbCr2z2w/SVFUr0gYoCItwOa5WLXVMlpCo6kO5MryGtTvgLqfQeNKbDs+AndKuMssHW9wTADbfkAOjY0yw80xfgsd02H9n8ToO1ghSgMVyrntxZT5uo1Ab7grd6Y8q6HJeTTjH9d3gLpOr5U9NOrarRa8KKgnqmfVQl2rV8V6BpTYJwX16dLPN6pH3nXgWz+4k269s1SnJ7Se2mPOVhRqdI/17YR6pKAOrC86hKtOP7wvliTZN7otN/jt7Yvj3jS7XPDQK9YhrNUpNmuOuyLAynRpOUCdUoLpAgN7F88PibwtvTha47Ixxz4dnrbPZwv7Kb6HrwxILwg0wcCJWcszJXeizTryfCrwuLo28fGFYNU6KPbzIkLRbixtCxXIXAV0k4hfLLEHwoKxpGvPENA5XR8O+jfF4eN6XN8M6iJEaaEOnsm2W7SuovqdivUuqAspdtAf4AadGpCDCtT1YL0VqrdwZ1THT9gqqOug3jpVZrLPmeYU6ocY7TBvpmd6k5HoaXZID97i3+3AQw1uNRtuhmm4NP1Ey7xtDfL7sUK3zIxieFv5EstjEgY8RmZAN4xTaF7YdSeVHV8AbOMLQvbUQ0F/Ao6wrxJ8cN3xKJ2A/D4k/V4Ss8YPsW0uspD5e/gOOcp1z7GCuTmfGqpCdxHKFxOTE3c7cDjFQF8CUR4sWUng+49FT4/rmyfw3Vx9L1DXrFXW6lyemJJA5ntux5YTqGulC1L4oUA9VMtTW6grBrz2f7xxdDqo6+3qGuos1KXRr2g6htFGc7n4U5R0DubL17g3GPR/T53rXkh5x2SNBtCQ7xxPYMLuYApdZqS6B1TQQWOOrJ09QLT2yxysd8Pycdiw9GbhzgqeiyJVN57+czaX2ERq2w3Sdh8yNhwbmUP7jHAtfFhWACHae4GPgsDlSM2ihHVuuZgZwlUSiDe91DHM5YL7GxehPbe8zJ0q+4yBaJAe1+P6tgn8SctdENbhki7uFMrhUaBOIbcnu9s6N6j5TKOQdDkk8Ea0rjlXbyk0ndilfUOZbOscWamGHLQuOn+XBc7dbglGdZnlTTTU0f6jzQ2JMOdr1BsOfs9gajJzsQL5WJfgqQHgJX0o9/UR7pD73YFtdw/5uyTl8J5GbY7n5ZO7AyAn6LKxiRZzXM4E38cRhJMBn/R9Ttw5lAO43RDqAJDqEONj7LWLVg5OBpAP4FSFfxi4WOhi2kvSAugRPZ1b9gxtOCeElkfS+YVholY308w2F2YQ2HMW7IOnRwL/uL4t1BV3VRSmDaAoaxo11NeyEpnh1lfL1Fq23EJDnSx4tuGnZrwRvXpbq7+1Wxrk219aS1qR0ujeO6jhSqmuYnokSNdQX2ioT0RPg9NkMrdRIeyaE6D+9HuImCBEGu7uCGHL/kgnV7G1Ol4aPCl8COwZQpeWN+JGAT6sacJJrigSh27UIliBIsXjU15FnAAi9kNws16nFLG56L/naMRjlM7HG4eJUOwcnh+5j9rDCnMPB+HCtAzRqC/RjcPGBwstgmA5hakku/JmYLv4uTb7jgYG+u50JNn7A+qP6xtCXcd0kasT6jsNyEpFdczaGHFDtV/ZVqW0CuqqjgbWn/ozM6lIqj3eUWjapayE+klz7OU7Q7ja5e+6Ad9CXUV1U4p1FdWJ9Kfh0xhQr8m8JdSHv+tFwSXH8wB6dGxJBUUO4nQEdPjOYOsi1qHDJRbYxeIY6ltkiyxa5uSuy35pjtxWamAGkqvPyI4vSKJnPPfgeeX5GLglmMCBLr9CShCxAqCnNA8EdPNCdO1i0Gbmy9nCNWcoc2wseMHIPQKRZo7EHeZToAjgnxiU7fmg0WHoZi6c+USbCDyux/X1oT5q2XKaLKcyeEbmvbKRVMRY5tfRKrytblNIBNJ1ZB8PBqOpjR3r9JYTG4pr5zZ1Pt+LZA97pNKtlCbnpC2TSj3Rp0l7mKgfMFEhfSw8e0T1DCuY9udr+IcAMZh71RFmz7U6tZiiYL6O6p3c2Cqj+N6LIw/LJ30W6GL6ikWRnKezA0cqjC0EV/Tcwzhx5G9I/EUKE5V5Kl8QcIks25ak25B1l2WoANyAyrwlpufgziT4OoAdoXwJ1C9tTN4NKd9hWIEBO5h0BmqJxy35uL6n3OXIjtwW6xgIddWBz+QCEFUp3SbwzN+1NQXtpgajmc2xuoK6MpxqmXj6v5P2mtp3hnLtTjhBesoVjZ9BHfpYQTqhjlrdhkfjfnf6Y1Dnl8zt8rw/7kGC5dtyf4LpFPKW9QamU9CqE5kFmUGAbs55OmUqrTg/InSDJCsJXbTj8Vh1gq+4g0K3oQiHXDuR44BuA46tjYMhCFObHD+bi6ot2EbOZwrqAX4oZu8o4tGXs2iphRR+uZyYifG4JR/X99Grdx34mq0v7B6v9IollNECddUfJ21V2nKLlrMqGfwA6bVDtcu+o8C/Kb3LpU3g8QMOMm3baZfYdamDOpAex4R6eLfygT8BiftY5PCjIdMG/AR6OJ0uK7rY//dn+MQ03qzgGomlyOLhSmNHHGd4htsNqDwF2KyOuEowcss83V3l7TwdXfeU+bubIL33o0CpABjZk5UM5RIM3AOPvb0kkpG7fAeaXuZxHNAA0w15ZLE2XxgO3CpszwVhDj06vOFHZnMh1vBBPBxkH9f3MZw6t/m1zNXZKlezb8hC1CwMYGQw87T1G5tmc600ZViX/jgcGu8b8DJcv+1VJNTJltvplYy6TM/FfhpX9BlNZyG027EO6n205aAgR5P/+MegjkRjxC+amDnKdOxY3ULbhh+8kyVSNQaDzb4M0VRHzg3KC5VzMk8nQFOyY1yRn7swloSb1Io1O7nunKeDbJcB7voLXPTp8PW22E6VZQw+vePDaBq99qXN0xCyNlhhZjb6G+i+z8iYs4F9OFVw9hYk+AHG6CFmfVzfBepn3ZUD0mnxeBRRijjGSpZdsFiPxTlCQV1WuiyWi1tcHwvUD/fOFL+COpP7Uwt1rVPPJKzHraXV3ex+qSxuRiOliGcHPi+5T/GPQV0Isk+j8QBLKHNgmxcXKG5pBA9aDR/E9rjfkPUOnmycYOCOefrKoS0NKgqgXxnLhOy/h5D3YR0z5+kcueHFAA1WOPDUp7ODz+kcgr5HFryPet7m60N+nAE1G3rxpokEfmHYC3TnoGlDUmTgXEvSwrWNR0h/XN8rgT8rASugXu/1ilQW6rJjvZB9rGmUULauoC5hfbFsoT5jqj1zqGFt/abeWqh3wzxlJnk6tUud9V71XNpySN4R1MX9Qoix8iPmao4HpCOo91mrZ1yV/EcT+P5oPFLqF/Dzwz38YtewehM/SZ5nzbnBFsVDvU5clOTIK1iSOxyYRQ4iuBfDUlJYdL4jlJpY5ulOQJaBnrlhBo+CxgPjDkI40GlisaAJQ4tqdIzRsOIBxbrJYp3tOJN5kIW37MktTczoAzdxzQlXO00ed+Tj+i5tuTaqg0AjK9Z3qlBXO9YFkhmL6VbdJmF9uexMoQDKEaP6nuvV76DeKtsut5Vtp26pM+kzuWr6kXkrnlb3G2SWSjj3pJB+B/U/2IHvgruk8bO4Qo1+OnI1Mqp3dOagcRWJ3fFSr9h1D3OtdAlU3Y2RO5lyflJK193kUI5fgNCO/AOtN5BpqHvxYhnKcTNFGrsgxzFks/sO+qvrIWuHPH0h03MO2E0Pw3bDTfwkT53lbKZIsU+9h9jlcX3HYVujhG2HFuoUpNCmXfXJ00R8IzojSUE6jSOQqAKUc3hDc43TSW9c1jY0F+1P0UV2saYA1tclZut5qpGOq1sqoTfIKKgPhkNlaNUfz6ykAN31Dw7bGNFZ4vdYBvO/uVefuLcNBxI2LG3hEr3FNtZSaLrY0sh5umyXcSFwIXRFzwZGHAKzeEdFUesKu4J4bQWli0rwKWyDA00Ca0iDHbgZ5OlL+NeQB2R6C5mxia+9g5b7dGnjO5YlWHPzGR/k4EmWNQ4eUH9c3w7qg5sLjZ61EeTKlwI+p7LdRVk3M/jGyonGcxztBS9GUAv+D5PhKYRtm+1ewnprLHe9RfVLu4UVRJqd2Nsol3mcIWzwy2ZGtSvKuW1nZAL/1H+SmD5Aj39mxrmu1f9CEwv/ZOZucIjJHtYazAH4S56xBWK/xYanYwUFKufpJe1faUDli4gtjFxBMtBPFqy9okIV+bsTRgEN3z0/YWuPYhc02tCBw4uBKZ3rQNKymDJ+ow3HubmI1G3DBtfG9+zlozp/XN8V6oNbAt+O1W8sdS0p5zInjsOEQeN31Fi1/1xs38iHJ9TJoDncFKw6oF/uzCkkrO8F6lrtwo5fqtgzQffN9XpGcmhGwxbqw9HMjP4G1MVWcmrncKnAz68PxWbLVegVd75swJTH7A22sZ6nojS4r7KoBaavIMyyy8aBe4qPqeMOO93yYmUp2Tqc48F4Q9diSX69bcdsYqD1xqzHtvgXNOlgQ4MvTTJrQQrswz7ycX1XqP+f0XXgtcRUFjkppCufR5jLlUzeIwnpBKNGY7eLlW8wZTeCst7d2cB/FtW7CyIzUbbpsF6oTa+hShnanlwHdSHKCdQHAnUIWJq/CHWNdyNHzQ5CDUxkD0wwMBZAkw7Dt31T0ToyYGeOKjZ3RRIcmLABRfTwh8/yiHZb6LqTKeegus9yeEBj/TRAbnjcOOV50LksHRsNODU95/JV/MVJYTSfg2oz57T/MVl7XN8d6hLVlddjt/R8265XbwXr0oCPg9VKBbSbaF2pWQXviGLhBjYQx4uiv7c7l++hrtpyp0bZSNaqB1/oURuhrje4m78B9amJzllVN5fgr6i6UfM/0QVvMDXiA2ZvJXk12N5Gzj+9cXBQIY2Bj5RLHYvHsTqm5wElqmFR5jEIMCZ8LFivc6LmQ6WOGE5jGcOkJ2SEtr1hAtjotbnUuSxhFolIjxfMz3MW+YuxJvENhw9d+uP6vlAfmu1E7HwWV7mdtMzEg6aDujTg1d428T2+ZfDKjobAZJs5QlP7eDzfoP7WClk7qIsZjeoH3EE9U0Q5tf6xW+us/ayebgk8oJ79dagrj6rRhBnBMqK37a4k6WeLERxM6I7SrMMHc5cEuWKj7NzhH51Cyg4bixSezjjvsiBgny6O/KU2iITiHCm/jXi+4AcIcoM2ctMFSDQwsUlgOGfPWZyP4TbTHw1a7+rH9bi+Z1vu2kK9bcpxu/peD8ToGKuCesSdg+Iae6vW1fY2UzXRDAd+ruji6+WMN6jf2U+f1HKX3VYLWSWDVwz71uXGugX1xadR/Wk0NVYZPK0O578EdRm5YZvKSCLrPCI5FixZGuNuOXE4HLkYAntYMBeIWI1Twg7CO3Y1yjw9LDbUrdjiVYOKBW32JXWqEM0EFmtz8FzRofSMyRJUV+Txhht5XlYGhmq1TyYD9Sg4739IVR/XP9GWUwl8o5BOqO8P+26Tk5BXWaqv1DZWT4vWVRsel07mrUB2pR5va1gF6q0/hcY6fWMbtZlx09XqEtVXrZRGB3W1VEItjxGojwB12D2uNdT/9HBqJBXyYNJ7GvH/vbmzJlWoYpEOj/hy15Cjv10D8xUxvQIHHkoX0bBSwI58JkphaGsKZ3duYIy2NCOS3A064YkXLJ1m/AVKdBMEuXiNRMCYTVtZLXk/IPWoOeHwEdUf1/ev1RUMCfStQB199L3ep8ZBm3ZtJtTJc6EXDa8WlnxL5VeykSVOqhn3drtUznDXmjvR40agLny5XDFoVjfzaW1TqaA+7qA+JtSxKv0vQr11dNItPQTWqb0570tlEV8d2I0/nBvpGeJDJSfoHp4uBv6YqUPB7sHQwoOt+0K464ZnYaIGdSoDuk2j97lnTvE3w4U3RZm6sWvMRnrKB3bu4GnAEp2PfNAfPsL64/pHiLEKgBLVZaa+PyijmJILRJVHDLAeRir2aqi7rSm8XE5QMn/n9sRbAn9rzZ1vOfxRmLF1O1iXnEFRaFoCzc3Riuz6DupPU8OH//qmPgZfycBhMDXT/fnEVa0HeEdj+0uDvW7HwwbSmANFruj4QwEDrYqTpiuTOEazfU69Onp1yOBnM8eaGsupRabMgrsXDTuFdD2F/fvjFntcPxbUTxrrqlKXXQ9gwnBzqQRd7lcXL1foNCE+E6I6wC5pvMY6AjuUm2nFLUs0gNfL1Tugd1DX/nUqqCuOve7KqRb8HVeuXeAO14tvBnUG1qfZEnXHnmumgfdzsyar5ogXoV7varrZZhkXWaFTt7TFQwqu7qafANK6NqdRHNkxJseNiPvhJuLmlgel/XH9aFA/n1q9y0HP2Yh28mIL7ebabWOItdOj0Nq8264XVLMQbZYwtJBdD2qo/inSu9UP0pZT0zxtZqWhHq7Czxrw2lyug/rTcGrQufVrQV2rYWBDl5BLsy6Ply25upDqYx0VBm8QrII1tIK81iKnnUo1A/MH1BaeOUN1bnFH08J0EdCBcipYc/rCa5g/RueP68catp2PLYdGadXv7CM742aBI1SeifDaWLP7bE9rqJMsDkU3lp9rpN+V6m1f7uZQwWFbC3Uxs2qhrqK68+lKiXuoDwn1WKDuf6UEvj8YskE3WoZbEbmibNkeRenKR1llKFniNIgKhy5wKMED+NLgPbGTQCPOhUR1Rg9IE6wa7HjzllOlUBuNh/1H2+1x/ThQH/7fwGihfjkdtTGFashRv6o9HgtlL0ejGAFlJBq0uw1uKNSzzVY47rfF6l+AuiLRHMnHk+2P4jGv+vu8grsx3peg/oTYiT1LoMt9FagPb615SmHWZyjZy/UW0jd05diz2G1gDQmiexBbC3rO+Oiv0xOS65IdyvkMauotL8fiZVjAzxWtnRswnh44f1w/2rDtBvXzSXk372TZMnCu1iG3F1QaAnXpoCkXCdfWWKfOE4M2DXWdt3+WwLeC9aPygpe5etl+a2VCE/o6rH8Z6iTGQvmpoD74+6JPulgNh/12Q/M0WIMwe9iVXNBM3lxzOddoVIBAW0HpAl6MB9kKYzhtZNByN2aQr8CRAnRXk712lP6TaZu2Pz3Q/rh+uAQeSXebXBPre4F6u/hcoJjLjnUgXY3AiXXMxnzl4ixei0jfjyedv99B/a4tpwXrGuqyEE534AtlGNvte/gU6rcO/BAiVszVW6h/nWkVF0KN6BvfH8vs7YhnX4tPDvj8tNcrUgrdjIVqwIlwheIek2aQUYktTrYxkYH9aDjW7HaR3T5usMf1o0FdCc70wI1Q3yrqTNXGXNl9DtNkIl1m4DIZkx3MwqRx/DiHSOyodi3r9vvn1frdXF284JXnVAv1XHfmAi4s/m2oz63wK0IdgXfQNuKpFoe1/MQsAPPdrlojstcg15z2AR8GhCugxcx8+MIt5kQ8hOqBU0WmMdU+NxPWA/3RsLPCeFhNPK4fqgP/f0jgiXWJxzq/3ummGbCudq8wrHPrQyaozMEUBdyx2YkJPLzUArF/b+uAz/gzLYmmG7axA8+ofhurt4oXpVh37Bbp7YZ1Fr99essB6hLVd8evF9U/0bP3scTVTNF932x2INCVGzpIk+Q+t21ucMDjAlMGlNkY1hWQqE4HD0A/rp/GRlJHdRmHK+nZXjhzIkfZSH9Oa9uyXPk+pok4vNJR0iHSE/pMYet5h/QW6r/c8+VuMtZj5zilE/jiFtT9L0J9KFCn4RRUo98M6vqaoh0Pg70dV0NsEtDzDDF6xXiNtu6mnRVY6WguZ/2xxPFHpv64fhZvOY10aZLLxWVOKvLW287dVbSsm81a2zmn4jNHn5aISD/qebretayB/ttQF8MpUbatlTlFEmuou58udVZmtBrqUIrBn7XUUP/q8RTk1ScidzRaRAfYzm22lL2ECWSpXL8Cs1cPi1uCBNEc3jg9LYx93EiP62eB+lml750C7SzsVqTZXNVIaUq7v63ctOvWC3rD0+MV5XvO3ntrR3G9g3pbqH8R6nqIrVasY/sjCTpK23ZXq5NdrnrwfbbPRtOlI2P1bwT1PntpYNqz2p4HXOEae9jRlBSo0JdWFkTrNRwgZ5p3MxzC4PIR0h/XzwR1SkvPd9ZQR7F8pFm0SE73TdO6UMmEjGO4Cpl3zuKdtuzM3XVecL0jv3dQb13mbnP1/e4TqOeZouGtPlex0qdSxG0C9afp0oW3HBrkp6D3TapkBeKJvDN3902RV7CkgKkc16jb5MHBln4oV/fTBw9W3OP6WRJ4tuK6nhq5NOfWa462j2pno1q2Jk6ynEOxSV+ibIYb4+7YLmr6AtTvBS9X7UDdelq1q5fFuC5JovB+1tZiXWnWuaQFOfwUlsoYc38rqI+QvQ+lhw5RO7L5McyusyDD4/PcwF5MJr9uq/cfXbnH9RO15dohWWf4SFjenODuLgX5HRniaFmV3HG6O15uUH/7JHu/R/q12xWlTgzFv1XmFFTTiPVFoNc9tEjX9bqCOnAlFHgN9eE3gLpO48fq5Zn1qI8H2kNIzsfUnI/5mfF4oHyrOAB8zM8f1880bNNBXbPXb2/Pn15qk6pYTR65jGnDVedwjbzqL1W7m7rue9uTu15aqLNM11Cntk2TaNRy9Rx7UlbBjSxnapNKgfq0gzqEbWX9raBO6vqTOLPTQkK+/WSKGRv+wBBOPQTt/yjRXJrvg0dj7nH9+FAHWmTYdpItDdfL5W4bi9Tsl5t/TBuVlcXziWEd7rBqxKaacuffyN3bbU5XNbdHb/9wUD6SlZa25eJn5Qca6uY92JU9xRNb8D0hy6E5QGuK/jcbtv10V1/tnFU8vd5PxN4B46ivtAg8L/tDXUT9RBftxp/k0Q8H2gd48ENDXU/bvgD129+6UZxsaUGzDmscm6NSp+uT4AtQf7u21Fj592qr86GFulaxynYXrjTU+9rMT1J4ncErqGOszj7gmbX6g2N+L9fRDL2+QgyB88O/PipBwm4b2ZgLI7ABcd4f/zSxUtGhlQXwQHxBJ9P+j3hfaqi3MbmFa2vefj4f7yZw7Ts6tecormnOd5/4IkuuRbs+KfQC94bSNg7tW8F6rqDuib+NlsB3kZ09+Iniy81tmMKAstqcV3hBH53v2/U04g02HP1cXcIBDXR74rPHsSUpST+XQb4kJVL1yclFKcVo8qNGdRpOdfT0O6gLMs9dQ61dlt6m5OfjUVXnrU1kS5K7fjGJF6ifNO9WbGiEn8PWnrK+kG3OgnWy5TrHC7GNZVgfkwY/XDhY2bZ5QP1XQJe4gg3308mE7tM/UQnJVifxPppSTND/yfoeuCsH4laIcD5FQ6c3Hv24tbqi0KiY3kFdu7efdUNNt9UvN13qRRFp2w9ojtyXoX69b/LpRv5BjGlVVOdQnaI2eFj5vJRcztJ+tKoJj2KdS5eXXibjPUJ90Hu0w/Q1kdAyw0LIwFlOVa04+AlenbG29ezzoWOrzmyslMU/zQvPNIQn1ATqCG71mQ3ap/XjQv0srlOfQ71bsthC/X5KTgDfqHDX34J697W30d1ZoK4G9GtZ5qz1q16g9rs4SjB3Y8jOVQY/XvqAusz3Vnjoj5F2d8tNocjLoZmfLr2VNX/6SSb+A8l2p2aRurD8WFow4/2pHPmUihErP9PM5q4u17dnP6bPmEB9ZLYbls6fQf2G4BvEP2HEfPJ3+eOtfXsTu9zVA9qbglAHB17I9RLUU02VE6Cr4Tokc85t+TJ2pgjUJ0bA3S7bw+kSPoB+H9UXxQWOGpIL2V4KNf1PExnHRnY51DlkgpaLRZfEys8EdyzxMLK6OZYuPITx2vMJDH58qH9aq9/6cG8dufVTF9gbv72F+qdY/6Vb5HTnQ0O6zhGTOoH6Zt0indZyK9kJp1dKAOqO1TpKYqPzDepb5O+A+mPUdoNLcD6Dvbg+5bSqXdrc6Dz+Cda1o4M9cZoLeFT1tvRNbqFHGjz7iYCOJ+DtLs0ansOFg23bSxN7fmY/JNRx+JtXLVc/X1rJyvV6G5F9Gs3blvoN7584znyWwP/yy6dkOZmr41BpV7Zpv1jxmOciJ8Z17oXzxXfKUTW77IgSttrTxAhLOLWTtRP1hv/bYR37I9DAHvKXOFgeLngtAfbEEw2eszCDOXk/fS6X+BZtQObeqEklXR2pWXh/qhItuatGuoEwYeGKr+3LEP2TvjVbcKPeYr894pHXde4atAVwl3joMk3ofzseYl+1y3t6+wd2AdJKFA8bDxe7OHpqE08P7OieuIjh4086tLCB2BbjnBn0FkfuRtnswaCecROAaxh4AvzKH0kK1UH9Ni/X47TrfY3+Ja7rbR3bHbivX4L69X4dq+7K6a3O91CHHa1k8DCjVXvWmcV3WyBZrFPDakSQ0T6gfk+RAXtjFDU1k51NvIqsOSYWsNEIFuKhJS2ur148YmI/HKgBUx8/ZsjNGXwjOqEnAvwJ5ls4idR0gA32ce/TLqpYfE2fesF1u1ljsX0aYn8lXAFMa+maEi6/Za8BE70nnj9TnE+jifAuB+JMMuafsniLrfQRGJJ4JKMpoC9regat+ahyKeBzji70F67AnkbujqW8WM4ZGD01dvvxoH6+3FNoLpcvQL1D869Ea3fpvOrSXT/vyr1du569hrrSwLeCWBLg1dK2IFSudSzZZa1EaxWNDH4y5MrlBDJa7HX+X4e6gsFwiBsS781OR6yhqjcxFriv4IEHU1snXvZVQPpGhQ6++xiAmbbKAPJ1nvi4xhLO23IbTtmjgQqF943pJ707rzfdnst8X9WFj4duziBZtlxXeXgNBt/01p/M3My0TcASmZFty+Mc4vlwrchkNF9Z3IptB3haU7csbOBkIRwZTUwaSMTHvtDmAPuW7SYPsZ+bbdEZWvGL8eQHm68P5P+A+g3pHYvmejOZaGvxT+v1tgt3bxV5fftVC/4G9Ytuyp24yVxDfa1dpwXq0KtH0qCL1RZIzthdvQICGfywP5pZWCCDHVMC9UH/fzmmY320cLVw583MC/RH2xJ6+jBK6VJvWLm97PWUHPAbFQ99tcF6LIsu+VDAZxzKhHwmbyfj1ieIDwPhcXCj9ww0wQ/+A9sjbDvXGVwB4ihARgJbAMfoq6j4zYZWcopMk8tsMjNcxIx5XU5ILebP7c0cPAHjkuABL8rzdDS1Q7s8G6OZN+OrqZ+t6pHgxb9gMRC9ilarKA2wEkSeANOSYe+HhHq7qUFD/XIH9Ws7S/tSAv92/cQq8jeg/nYnbCPSm53e2NbawCsXyTSLEpJpRM4aiqK1xTqWIWJcDKhnULWRd0+o/+/25Z56ikKKmDpZOul+v96da9h7ZDmcs+GI5RiB5SyeNKC+AdGU26+xS94wUawvzfmQjWgJ3oDKkmifj/HYlpbBx9hfzp7g9Tu9g66ABb4+UX3aVKdjmUb4vWelhy686VrOlIT+QX/0bRmtXsO4uxgNJ1aVSJYBGE8Gros7a7RPEN9H9hZ4Xj71ps1q2rMiOoUOmfv3mVKOpnM3r0/59rhfp7AzSNJ8ZWJlJ9wWZ4N+70dL4AXql/PpExHr9dN5+ift9t+6bl9yffstawpVq4MY29Lftfl0rtJ4vliZlO5sx8seSF/7wsO8cToYjOd2zvQdDfj/bah3tLKZvbmcsTUX6XuRJnmyzpJNgmoRjWDumJv0W/ndV79m0dE2lo4/ma+3Vw97pJ+kP4fbyeg9GVWOh+dU20uKz9hXC2Axlp/VysvkfN5j623VVJn82rMiW2KuCqxjqcZYJfnfTqUyGgWXp/EMZ9XYmhdpvyW/LA4LNuY2Ef9unmYo6HF+FS7ocIcFb7onaipZ0Vvx9bzFugBsBcppswqfltTgEwDa7Xl/8CNGdYHgTb52x4i53o3Zvlywf4L03yDG3kV10bUJd0bLV/OifSO+01muVkFKzd4SahTUn0aTpVfWCupvhHr/fzmqI3cHX6bc7QGoc7VdJ2EQ+2HkRT4kA0vbXRp+Yi0m36RkxIoqAAVheoKu+WwYVROBCe7u8TyEgce0ynuThTkbudcFouLBQ2m8dJf31JNFUFEHcdltQJTwA7ZkUbMt5pO5E+Kgit3F6FvLbPyLZQUZOAlWLyme+tOZTA7sI+uNUR2j5z6ythNxH5uueSQc3J7QsbmhC4amxbnY7C/nbV0UeOGxAyjM3PlyMvd8DEAid/EDRvU38aHoBC/XWwf+7ZMZ2/1qpt8I7b8HdanUlYtN6xWb049SLZTgwlO58LEkU1BfSRbPDB59uemIPhGb7e5wPPyvQ11loNO5l9OJs76cDuc6A8pjFwb9HlY/L/IVXrRlFFjz0beoefEd3St67eifoS43Ajape+ILtLZoiJ/HMszqTa8GguDWQS4+TMLbv58snIz7gyraHG03EbxI0aCJsNjWMMMA+zUMP7S+3S5bYvBp4F/QQ3MH03A+SzIalPoGzAnSesr2QhlywOY2tCkZjmyDhfkmG6k5ItgoSy9Hh7ja78+7w6kC1H3crit3OTeM2LexIMRLzPkPtrPt/8w70aq4tQOXTU3m+uVM8RoAfH47nm67ValVvby1PblfusHbryH+y91QTq2JUvaReoOTbH4sWqirmK46dKle18jQLsU6ojpao2aEUh0u1IB6/DN34KUjPZziGs+QDY7mQhEbjtQcZzAZowycShd7PBkPtHZq9iQDaaDmqS/oHQUF7zasyN7UZ6yQzVMcl1EekzFn+zJg90wXqeStD/bVbpxBzzsvJguLI6tZMle6bXZTTgs+tDyTwuFpXtPJp3bozGk003bSPOm52PAH3sx+u6may6Uss7RII6y9M0Gb8ihbNqF5suZiCfL1j6q+CE6DBkO0ac94225/eSvQPYfzuDtLj/IAqwBvRsYFvwE0G5zeEx7EptC/PfwC3PRQr7ErAE/geG3SrEySHAs60ScxHZ9PYBngfelQjn4oqLek1StFLG+XOo+hX327bpIw3QGrpyLeXN+UukW14wl1tbHpS826T6HeBnU0BBq1OAYNeDpNiwW8bIAs19qhQtJ4xaiJuc09JtRRraMFPx7P7LTSbhg/N9QZKHrz8IzjPwt7Rnm4eBP22NBAQ/o7MyeLfP9mYZmrWTrET1hNx9OlqQkfnD0gVZ4s1/TrqgkXmHPjlS2ynJac9mIxQxMeqyk4pbbcaTsM/nr3XH/S894cN4uYXPjX9XSEnzTFbyg4DunTkyWSdwwcCz90urWJHuNqkK3yRLntbHfcbWA0zCU6eyTyG/RrqqooifI5HvoS27Kwzt4Zt2yWr52VUAoYnHCY9peYjy2rzYLTCsgCe+5Rjq1txNfLPHE8vjDGyO4nqN874d0cUi0YF+93XPp1OF6qKIPN+WbjLkABscD7M7AdZGE60x9EvvMZ1JFLCXHuuEFjZIdYXjlB5Kx2l0vqBGml5ehStsv/3n7FnXv7lAN/v9tFzKpIiCXU1bLlQkGd62P04oe2Gy9c2VQ2POvlrID6ZDJzcvTfxRwLUP+p83c6zntvs+lgYk2w5zF4MwY9Ld1ermZTxzSDX1Dbmpj5wLohfMMsaGIhGR5T5DPsi+eMdcGrye1y0PoBNNWuzj10NbBRbo6hj4/9FNhDY1r26GZc8RUTYO+KVMSA0KY3dN6W2G3l+JCmZWfplhZIdTEbnbvSdt+7nK3PLyZng33hvV+I9BOQjooMmNkeCkRxoAOwWy49/DdDh9/2JpJADL9FAdKbptcp5uA+H2KSDnuKEzQ0jzPK1eqEKHVPSFjMcmVFNmYMR4szePJmRta1KYsNYjrME7C9F/ylwrdMbPObL7C/0zGmaGLYpu2P+Zvu/2AJvJqtU/OyS/BC79/eNt483VnLaL81zNx39te3toYXc5q3VtZ6ebt+tnr1S0g/0ymWA3XxlFMgl60x63a1s2CfCT09abgeDv8H1H0q2Dltmy78AsY3Yln/lvzcXq0sAe0TGFiTWW+OtZCXqCcEjsF0ELqI40gS2bd+KkN85dDYk1a9qOYE2RCBURyOLPTesXQLdxt28eB229epBXjPLRUVnQVDJJZHjlR6/TU9HwBd9zobSdEBpBxopjteLqyxd5lIAp8+kfZqswaZjhHV8cPnb+ZTmz8bZ8bCmjw5ZCN42xTmjN1EG6cUiL00GbNWvqVAOf4G/B+8xm6MuaRnEweWJT7BwwkSjtwEA3uBvuC4P7MTsGHsdZrniM/LikqWoZozHHe7Ex56uQGjAd7J9Snj0YoTT2hAJDfMDTcyeX7/CAP2X9XqiOzM30usLEKxHhuz7GgilIZzs7CNmuhWS9Lrmik5yvfj/vR2hevUp0z5L/bfGdXFSh4a1K1sdBYSjV75yksjvuygLq34QBTsWI82m4EBD/2qKOXfkp+5qcZWz2DsXJe9gSF8715hsWzk2HZ5nAl85vUCAF0nskVuS1iNakfoWophPnmytvXhfN5hIfwJZWPd1GkasCUHkFNRyaXQlpm7Jsls4pjwVSHjNpzqO9zHMc1mPf39rfP0CfjOCzxQI1j2MGIbTLc+f75xmQ+FJ4vwaR4qbAnBsb8DXDbVoYKHKKIhsG4A6iSXGoYVu860921oczhER+NJfyI8d0myx+0v5skAVYZMvlFPv2zif/fUm6wsoQPi3z4NDBgrXhp9M2+qcxVn0mJAQJ/jKSDAo4RKfJuZ2vRHgvqNLMcS/ZetTahf3Nk8OeKUwkll5NaiOALqlwr72orIr8/ndYQNbiFI6WWY1Zffmbx3ZLkTPaHlQgMeWWfNqVutiHMK92sp26lgT1sKHUduvkMSzcJK0PG8g/pPG9bV5nXr6lhJwWK2Z+SjCfa8MkzabxCP4B40Etxt4zphs8s8TjnjiTZPSnUxlP/bB+6B3yO0bykNq/IgzmyEQ4QTRHWyttDOtCw2nHrCR/9q4WU0HM3LN89E03qcFabHjqEM9Ybz2gA058VmPpxnVzRQkVMYp4hMV6fkL0xNy63tuoTyE9UYEnkYDxdBlNkzePOi+sAfVm5ZztK0E7s12vjafVFFz5Gle+OxEucQlRywjfBDRW7Tgx0KntZILdkdLg0ZMqp/b+3qcstp0JFFyKbOQItVT8CZQ/ViFh668IaTuItpr/ejQb2zhL2+1YD69u1iT2fx2Z6OwYkyc2seHYDYA0afJkY4blFjhmhHxtz0oqURbj/b3/Slap0mVdpcmkUmxG0NFW5tqNdec1Xd7npWpFlS51YeR+umX+w4U7+0UP95OTQotkHFeluCmImcEdzLWW/m2yusdzbSE5/YdOoS3eNNyNzXOInVSXgeKkoaZ9j9eXbkccklWqjTD2UShn4Sm7DnWliWV+BWxDENvGAEZKBGGI2/4smIdHemrhEaUAiPU2k/4FF6HmUs8zmKeHh6z9mCnsyEQBfarNN53ExmAbgz7C4QKfiFY9qSgAKPgD63XTddbxrUIDMD40M89MngW9z5A5LdhX4rIjTF31VcfXG+Gow7Ci1KKDzf6WI04FJu8feZB1jeCUbsrjlB11Y3CebqcWwtltO54znxbrNlOm8EXow4Of7BavVW3HY5X98qQL26XuwZoG5OZ5Y1tTAkTBDVf7kEs6ld2lMr3zoTvGeir1EaU5C2fpdDox0qbtkDrCTBkFWaVjjNHWAsz4VRZFVI8aZyejJnc5Lj2Ya3MUXGv9DOtD831PHbH46Q7E6GwsUyjWFvwWrXddEe4e00tue81yabZIgJsFXjb/1eeFUsV4ahmV1eYNHRsCW0P+32+yIK8TrlHhJHd3MpDxhz0IDTC2c4Jl1r8lUdH56YirR6zqlefAUYY9LuzcaaIzseifaTjxa7r5auFt8MkCOit1qfkcVt4ROOBdegUUCpE4E/7pTHLRCETGSxMENsuoYiZfYtCCVj/aAR35GUkyKgXiAJ8fIiI23HnE3C/0hIAkNxhEVuPzaz5rzfHTciqIbOMqN6AxOjJahLxXmPgch6iYrTStCaw8xw8ENAfQCoXzplG4fq57dfanuKBP4UzGfhBWU7KL1Gbi7KIzD8S4yB4cmdGuHFnSxCHAcwEcHXFGoC93kH/nr9LLLfG0Vf7nsEckmXXixqtso7WnxqsAyCHjVJWbP5rnyw0IHv/cw+NEx37Ss5Fga8okCsmrPbwyaw12CSCzXk0wSYGZfkZz6ZBw7e+3HFMh2KatBMY2gswMnEkK1iXAFla3MkF77GJr082+IMqDJjbnulJRLqeNrXpfo3HVw8DQbTxewLLjn95XKi8uSBFRfM3rYQONZUhTXQMu/3h7pqNljxk9XUfxfmwvYyDxMEY5HMJML2/+E2qq5RppC7RVg6skbYOdTihLpfV0g3UY6eyjRP8wMGCzXwYnq5O5871iKayYj0H/Xq7qB+v8Hl8ouq1X+54uHGJ3NuJ9nCTCyzEiRHyKsuwdRIrv50mV6dmVlcLEJdtK/KNPJezv659qX9pObad29bwTxHALIMkpfsf12Lp2yCzc7NWfvSX3/ytpwc87Pwyn3t4cy54EQLppSM4J5enpe9cXIGkMEsn+8KpsbuyaAscuMN2c5DL768FOn2UO5OqBf3p60sgkd0z5J1AbFQEoF0iuSyRNxs0NM2TDcdSxteFtJ9Q59yir6nky97KCM0onE/L4+g+G3W9QGQro/I4PbVut5tKNShsDEjH3IHPlC5OYacsXs58+nx5OkflI9M2lcMRfyyOqRsL9W4PQ/nwyZfH3fr7aEChT/MIc+LiuqIWhRbS+sz+qOWaeez0T8uffkM6iJHwcj6isHHMr9cK3/pFUsjPexR+7lBIxD1Zwv/4E4Xq8aZLiB5mC6TvQHQdy7wGvDXT10rfu0iey+pudsyobbFnZSLNKp6xblBIo82zkUb1OMn/JL+zFDnCd+HsBlDRNsamZ7te8ue8mvpPeUOGts+ZNvL/tPMQeY9Hhv+HJ26eSnq8N7cP58g8cbdRq103ZzRx8bK2AK1eoCmr+t5RQXtRQm7/bpuKAKPiojZdOcS881uKNlk90VxiVqKMPeq63l9QEdmD4RvAJUd1C55kcaen8Wu64G/scmSqr7g+GvQ5wLTHIfdVLEIn/7ZPAxdh97cqa/NFmfrlt4zZXM+7XaHIsMBG3hp6DtuuNlhglQezyitGswnFm5VDvS0c/KjQF2T4K+XY2Ys0Gi7Xna245vB/npJfTdGUMcpcAogo6iChRFU7sJY1bA2ijfWwszON/vYz9wsfhvqv1rfeMM9w7s8JDjW7GWXI1xiL6235Ruh/nOT5Qbs8ajngIRXGlZ9Vfou3Dk79GO9MaQ3nAyeWDFOHUsi2zTEywK0gEC+ZSyXN3uMQsA1CrI4Ksr8cK7Q0kS9gxTTNrHm7u08p5Gx7JP8hlDH0xj0e18Un6qZoodf4lEofvuqQGSHVqfa5kHm+a6frfwEFm37dY62bHM5bI+B6SXby9GUXvk/GxaV1v6pF8Gyac/mMZgMmw3esMrEUNjxXDtN/HxT1CcM2/MSxLNq61g+qGeV0dc+dD8Q1I/i/H7ZgmEJZi+IsZDm7fCRY13sLsKguYBOUJ23MHM84TCuLusMFXSZZdWl3bb8B6F+/RXU73yuWpEdS3o28Br2Pi43qEtU7/+8HJqnjskxnajR2UB8S0i3GPSWyzE/NVCWRX3l8AAXNpODIZiZ1ZfyfN1XUtzU+7qAOigGnzFzA2AF6U8RBtiLUUZhWiFL2yITbsBRCed0SJuMv6VPeV9Eb18Y6o3U2pYZ7pXzBbQ+ofyg+5ZEBXqJKGqDMCmLaofnsEZGgop3czritsNYZt0ciuX0m4lx/yDSn5Seb4ZmIqgMGHiQjVyf1hHrpRW6oR5e7aysCi/I8xKUeIjeTm97nghITPOlvCiTHyiBP5MDf3m7FduXa6tp+eWO7d7tWFWesPg/qTeXy60ev34qfP3yxpfPkX47JG7+GFc26bvG/Q3qwpYb/MRyF8rAxk/CFL+zjphI9306lY+jQhwPJGsl14MMOrlf/AuHktvzBdGlRDsucCAJ80KkkMXhsK3XeYY8PqtQRSZxXZ3eLphp5Mgod74yWR89fUtf9MGXEDl+EhrM2MWhU2+xce9Yg2ZW5YjlseOu0iIuKIHapmhlA/OIHVGMPvz5hMSkwHlVR8txr/eP0s4GI6QsUw/6+n3V7GDQi8lHjaw9CR3APE/LbVWv90UcoClabovQy0AaeTuD3r9Zo9mcLXqT6Y/UlrsQ6idGd+Uwo9Y3KayTCkvs/vLLZ811pYH51JPqzkT+D0P9JoS997a73MFem9Nff/qoTssmPniJsRzb6omOQF31cMSGULGye1R3kbgF9ilEMqfLumq21H+ij1Hn0AgA5TDiAumshLgq9qMV5ANoyVXof+XFrkEHZrteb1HRO8ZEXGa/Xa0Oev4XZEjSlBvN7WZfg1KxK8kz21aZ7/lx7mOMTgUUpGGhB5+xBOs3Nyg/9mCb/tJc6JrXgOifmZN/DurKhLE/tWFkvT1s1vsTXLLkqPISDDgxCoGPQhrmgYuWaBiXYNAVJZQ8SGHeTjWqknV9TP9RSeuvh23EkV70cj6A84dab3to8P8T7hhQg0CJRbPsRG3rYc/B2AkT0uZyv1n901T8N6H+Xx1tPgn4dx7z6j2B+k+M9KHU6z1ZVzZpdzHprb1KYf4kjA7EQxLkhmMF+plTXerycjyIOnCLcdXKQRgE4WxX5gWkQV6WOBANxAU04JBjiIlfszlcz3i7gSvVajn6louGJNH6AtZxTo2tzXVz3J4uhEW9PTbrCKlIURXNqQL/MgB1JvSwjDfDtDBCY65hRYxk5Hqp+WybbbQc/XNAIZHAriDS2WPExv1CIHOVKxjigftxaMp1Ea18N0vgcuyDQxqHKcZvGCSeUeheG9b122YXLv7ZmU+/r6F+1wM/k95eYZId6StO2guyUvyFf6fQNEGxlWXF8deWNbe//CacO43r7Sy4/iGrC37k/4X98f/KfhfSOBjsBxMnRx4OetGZI91dva7RVUH3rc43sJD004BQj/yiqPaYVkE2BIw3u8O62vBXui/gWFPt5jhjnvqDlrn27R00nshKmVh5c9pyaCDbumFLsVsXWXWu8zpLPB+5ie9F6QrQr5XAuYK/S3Uu1/X5gAYXProvd3PlzTzpf8fti4rFDCKgmaOhiAdyINfrgJBdV0lWn7HsoVjhzAo9148SnF3ozW/QL0F7DixGsBuqU3M58WTGNf/HHKPp0z8aw0bydNIr1lV8PyEqn8B5xV5EuZZfuPRn+EmrvLeZ/FWP7fq7kL+bt/8eif4z5F9/SXq9/6FNrOKkvshQWrG5eyZv49gAMMjg600BhKBi9JPADXMMJqu156EPDzpKWtDGg8Lqsj5fOWjfAuqD77bRrS1EeosIVggwZqJkFRPpU02oI+/dRD46C5hT+V6cQxhRl76DJCVP4zjH5AdJJErj7eHC4eKmmbNr8T2z+JEaV8BLYBHixKlpA83pLwb/aCrWm0NVhHG+QrvhOcAIgVl7GTjP6yKGo2R+2uOQQrGF0SGqdQ7oppQk/iNbpVmCDLF0+fRJTBfHibcjmjjTz67uA7NZ9yG8axSfDcmvb7+D21+71PzxDL/j2V9+ScdPo9H/kG3keOJCVHSmFcJuj3sO+gEIemsIg3zf8RLwHuDCCCTBICGLMP1BgVgBMZstWGmQlWA0tz9A3VDUy97dcpLv4XcJfqkdN1dSANC5rqFzOZz3+12DNrvvOWheo6eIMI4sN13LVt683Fd5HOHUAn1y2wAth9P1BE7/TObr33E8zcyHDZKRlTQouksinSLC645OqDk6oq4bpmgwvBSveIivcq3Tl9f9Gp1FcOoQOUGWB/cBNq276jAfy+qYp38C6n1lDn1Um5w6hwog9xhzBaphmOqP7k+5GNb1O4axsDe3ON6G3s8pMp9ve/vMPFomb9frl2I5e3BfOCSif+QV+0c2Owhmpot8txVe3E6txqlQoW9ytIGwqjrMYlCM1nCloUTMD3zcfRm4KGVRVxhbYbCCYnGPbUPXaz2/rVwYfg+1LrjkM3QNzoBIhQkBko7tLi9w9MQhODPIQ2KcUJQ9FFlU+I4fBauUuuYNyaeoVEAhQFtrg6Da0MpxIire73bGjuXFmmWgb1JwjaMKqUezTUtYzoRJ5COY41h9RXB8/fjy/sPH148Ee7HP83VSHlDUg/eFQw6jucv5cOZyrck/It0QG8m+9Xbs3N9vcf2Kg6kUA1d6QOXKICbTnlDaLCpX/9+c2n/6aVS/vl0/y8B/+Y2g/ulHMdnjJZ/X77UudV0G8Es2/qkWdv7NC3OasC7JK9nRb6bc7ks2UpD6YiyN+nBTItyjcxJ4TpS6WHyXb8okRi/7CPXbYV02b5dG1KKHa6ZsiwffI6yLTAxk/2qzE19BdNXRk0NjIU7RgYsSPPR1yckBXMZCzKzYnAsLUgJi9BuQHmOeiAYwTjgQ/etLjgHCcPBd6fBDcmcGLuokGqvgxcd5Wq8TzNgw4YzgHZmtX9eviOcfP8j1kdfraf2cb3bgp4D5C597eDttiu1hd1adxeE/A3W4nVhH5epWaJvmPCsYMIhsMX4TqxjlFbPmuk+cZ/xYnipL1wjK8lJ6kjAJ25HWsZYvKEv9r7XhxBpi9I18UL5dyZ9BBZtYxxbKXY4/Qj6wpmWFuE0iC0psWSUcp4mbN0wYjqFtL3r/O0ubeGsvzxcgtQIJi2K2GiWhByJsGIHkVO1o35WFLiK8G6RpmDB0YrcQzuSKCRsF1VAZn0DoKMr9ITGmvduGkt43pwoZ9XlPJ7YTOX5AeuT4ceIGMW41VL0l1iXggEp8143itOBvflchhJTUw5B5dtifEBjRBTtUu8iY9Ebj3ncsnNBrmCz2DScC4ANAmoNTFkNCnExBuCHB7LR+eXn9+P49Uf7h3bsPfPPCyJ5vQGpk9n7cHi9HciHwOiTLp38ogWdf14S1rZiz4lqFDBV4k0jQWIlnKzajytZErKpJspTLgmgO41JCbpjY6I06Mc6IZVGmYF+DDBfxX9vAF+/XmL6QsrVlFYTh3WfUPsaQtu/qYeAH8cvpTgFz8yQxZRfm0oJRoQcX+GuTcwn30+R/pFbHsHo0Xe3R9m1Y6O6xc3oHuHhJnqdgmCLI52GIvhamVSCgoPm7qejdk242tPaQBjCiOcBP7XC5PkB26cx738fzDDf1zN2cGhh6Y8aG3jtCdcz7JQcRoF7DPjJmSw5MlMhD95299wjjKpbsYYJUAJUu4/kO1IAdTv3dqYnm35U3Q42uuz8fd6ddAbcfJCaHKnGcEMfoZrcvXy+v64/q+tBd7wD49+/Xh+d8d7hC0IPUH25BpwYSmPN5Eyz6w38ogYehxgrw4kAtJlcJ6IJ9fZwQ9DJmi+UEkE9jW00GFBOCMIuQEh5Qx9fH+VrCMP0haRfFsyLu8BwrqEfyH+Ed6W9HbepqJZtcItnoIp+I1MEArCdZvIK7x5TbDdzAnCzLS71uKi9yluP/maAOFwsnO56KbYMm9oaqyQbEmaioN/lWDCkYy3NW7JxRgbEB59gkZcg8I9RvduWW5kJobx/q/fWI1KAu9/ao9z3UVnBpMnMwYWv0onc0ykEajEWMBbXJMJkKZMZWYEToI0jswfHdrLmNKhOfPDDoMI2+Ho5gyx/38C2vNhi+7fzRd6zcwHwwNzgg6wZ08e0GNKTTLgs454B9ZPWMAeILovmHFusfP6i4jhD/8hGJ/eumOcCPhe28w+lywr8vd43zT8yIRaHfs9dixAxtvQR3bMnzuOZccJmkEpw1SjFCAL2BH0zhzo+B21JFdXwtfjvA+faADqsEdoEz/x2zfAFvRPW+XMQ1gKx2r0oNcIv/Evv13/E1Yk9iT+CUbuXedG6d3+qy8M0wN6b/6j1OIP1K54xc2IldsW4tRQe2b8RcChvJ8ZEi9ZBG4tj1cCZmmKiVFY7iVY7k0kcmjwKMtl5Fed4zugBcmNOxiV/VNrR1A70+8RskRyMZKqGfZUBFixl0uT8jKSFrt9wjMwd4yxwbXZwCO/lWRZrWe6TtaMv5eQhdXuCjKVRK7CiaLaZ0OCrAIWDLGKlBKDoBEQg9fTuC71jl7xMTPXe6RGKlEN3SSoZy2BZvi7xcucXp48uLwjjTdkH5B+D8w7v3ePcjQ/4a+wnB5a+YVaH9jeXY24BGHXfql+9C8B6IhmCBGB4zrEeSXMOh1fV9xvVUliEnjLQx/5OUmu8B6wH2VyxaqK9CQh3XroGWCq1UZgKRitlIzlftUZEoMo6Ccsy1DlLth5EuIGIFbxX7o1hlFCmgPpiaQebMlsn1l1PhLLDVBGG9Pxj+W5E+1OTZIU0oMmzgIL7Fpou8cPSxik2WRz6sC12f1VBW0HoKKoscGPeygBkyDoIwzDaodwCjNeRCYHTQNeVMVqo77KSZ3yS6T2DuMhwt18dfGghb1uy8V/vTGU8C6xiLKAZdBnM2RHW0FNFor2BKkSG4u9xGhWdDV5d0fcDq9RMUPWdEdgHZFol07SHP6esH/q2uidSH6DJAyi2+22ILi9SE2uENO57B87OXvraJ+0eVt+vs/d2Hd/8B1PH/0/4VY/jjFk6raGEdtrTO3Hpda39y14v5HhQaWGSGOnvmQkTuUrEdBAvU5bksYOEGhlgR5sTXEQBEIwWu9rAqVFAPeGfxEG5AYzztILjg2aBq80glDIR6zGRTtiq3UE/uynXWCC0vL+4YeqgZAPXebFXE8LrJrr+c0+V4Cr0gzESf/rVQh/HcSDahjHrL3ZWduGJzAI0EGhFwMcDCjohpBwVukJMbB/laka3Y12IeX8ZQJpaU+HNCgoIXnwaT4yQ1OxICMOccQGUo9XrvWxi8TKQ0XNJhABYzWGyGSp3LOg67ZhNm3LkZkTQDzglIQEVSxKD3YvLmr3LcY1CyqkUgmF/vqXhFAAHGMcguYWt2CkfdEPIbbmoV35sF5J1XDA3WWBOO1x5u0EDrJsE007ExYTtxsqbydgZ0lb0rrL9XH/yI1/yVswTk/2AxbdFVPR8itbcHWsbB5yPVb0uMxcu1iMJIQ93nKkSg1/EZqSVWcDuDeGelCur4M85CmPjCmpRQ57lAqMONfC/TcaRnuZwNscrTs1TV5beaX2K8hrrAvYvqcQt1+Xn6eCHUi62/mC6c8y87bzGB3VWJF2zwry7Rhyo4+m9NdUVnCo5M7E3vGdNPmY/aHHku6Gd7AGAdg1UaQSaWwAYFoja2h7HBGgu/8doXoJ2fyIXHrXqF3gSi41q6W8OJEpd+AyV4n+qWnnNFEKc56JGd973w5M6FR3F6iPFOdag580ngKufg2CpiBJcNWkF+XEgRFyZoa71d9nAfQhcbCkd6tmHGnhgjJSDofUvrP/YZ8AQqzC1wVO1lX1aNzOJSeInru89E+kvbkXv/7t37DyqHf4/c/f1HievEOubPOwCjxLjzKpEd83kPToLj0fe1RuTejOFgsEx0uQwXDYtkGSybQs8diRSXmSN1QS4ofbaY6GPena2s5Wx6B3V8bbGBeYTQYRDWU9Vf41vJBBS6JXKniT4G1K4mQX6oP62QznIe7wvVvo3qm6M7n8zM0y+wuMT+z6BKp/9iCrzaxkK0G80BbjLo6VwwHa9g0sTpI6Y9sHOgGgQABjcOqS86qAH6XZsUE5IcygvYUSD5CpBPZZu6JHFiBz14vUOU2uyEm5IvJQ8ef6OdzNDgoQ/YcENHc0Rkp8KbXYbQ3cQwFMcUFeZ3YYaWIpTeQRIXa3oDF/x7lCVSvKX5tix3b5cz6ntYVmDUhf3GIOBUxXImTj6jb8lOpDh9C/4xzU7Bat/wrC3xHEK3jOKCzDgp0cmaubXeOXID8N8zrLNkR3PucgV9CAwmJGNXKBfQj0RDcgkXgu9qtqGNPY1IemNwXAfSyX8zJYNnVOdTBdaBXQVB6ckBfr656KDuEuppTqhz74oYWWQKzlLXZ5mCOipzUcmofWzS9tNQj9vGu0a6SvzVLieB+nBenTwQdbFzprLgP2QEdTod/nvD+qgvtoWYphcILMcC0RACl4o7j8ptg/Q9Z+oLUwrooh0PbTgoLTBEL6VWdxP8QsJUSBKovnJoYuBMhagI65cCNBy0uao1Ss/UFsR8i/DCBHUWX/ebHXI9+ILWtPxf44DZpEw66oaeJ6GLh47RWpjBiwK3yQo02TSAep0benNmhjFtRGEtiztqS9UuLGyQRx8P+9CaT7+t1xz8OufBFWcjmG5nNkm2Yny23+Rxsc8Q5wl13ZETwKv/GNM/SM0OwOMTL5i5gwrPl5x0/tPxvIcmd3eKTLptTL+fOJOL/pBrGZHMzDEqN42l9NoU1IFeNNpwKrPVJmDv8mrYcxPqC+z/g86Cx0LOlTYHietneAZJREYOprL+WBJ2jEpjafbdQ1314HQLrlXQaTUd80+B+mC+aSRx371tNNTj2ehfLXfhku95sCN3AwtccKeBJ9fIogQkTex1ITg6aQZqaYA2F7pbCIgOa3UPtXpOShOI5Jyx18dTRVPTPVwIMOFFc6sBcw537woOh8b0m5DPBr2ZV+K22V1qJr3IDRuudkChWxxPm6ROwfIDqkMnh9wzLTZhiIXRSE3Qjc9Qpmz25NCghQhx2+aIMw1tLTgxY2fA6XKGTq9K6Mk3/5a2keOpAwU35NtoGTYcfBxJhjmIOW+Vr/U0XdXp79thOtN2mbW1nTl8BlBfr0F8uiA5hsoQFjaYn2zICjOn39FyQbXl+kYibfLIsw1u+dJZ+QpQx/M6UPKm2uoJ03Lm41ns3EMd/zbJRQqgoA5SVKEOhpXq2yeM8Oi3hK0gVg33NKYlcVfa2FiifprK0E0WvADqOebqs0LV6M0vcJ7H4RRUXBjyr4X6E3NrOL2f92h2HoDQrXSBoewGvawodtB9RpmzYhsOIuIarFIk8GCmJCnITOUOatVN/FyUKUZCGA0h+T9jsdsRCjGgDy06/Eqv4Hf62GybGPcmOF/txrJzGM3kwOhuR4I74hlT70MKZ1j8vlGtIzwE8Mqp8zT1Vylc8RJM31Lw+Gu4SkKyzpYwchd6J2CMuwe5FE7SNNiCefkevIC5lYbG7Jv9AkbW5owivdy/YUi5o+sln0C9y2FDgSX2xSvT9lcFdt2CY52u0nj85T8o1/EJ4v31+goG/xavOXhMdM6EQg5t+LlVgBv2HaEuTpxLkl1YHktXHask2ZdDmZevSYrZYQcEm7+5JN66y+YsudmDUJcEIOQMFyspceqSsX5cwwI01o30tvyONJrlA22RfiPNSTLPtD+juElfqa7V+9OkcrGL1Ti8ra0pRm9R4c56/8oh20jWCcHJwcZdveVOYgRglFEyTt+gv1ZijzecZ1LO1PMN7I3CjE6lCcRtCdvWhzrbpCvPe8nT52ecnEGEXhIUYkgMSKaBTVUJeufxet7tsGsIvWRjIjZ3f6d0HHeZCJemjA14RB3hvwSznJqMN6YWW7raJjmocjiRUGVAYo9l8FnouMEznsozJwlKeO/bIYhBmPJEaYxuJHhD9QF8XmCFxjR1DTb9aYuH7vlISjprj6+mzkFIfzKLt/OhFGXOju5Y9RqqVezMQsW0cgP3BeQYnbe/3lHk0IVjQFf5+8f3xDmD/OvbK47eEhi/os0CK4Ejnwl27Xq2az/pJRPfDerAGQOsOWdb/Qb1kh34AwL1FY+tkJJbcCpQp5R1gVwfQZ35e84kE19Lecp5A6i3RhYqiqtQHuul6UncngQd1OUzke7bqZNBQz3lXN1OQ7gcW7trhfX0YxuPddrr/fuGbUJnwaQHmRaGbLI+fYdCccM1Alsu9wWI3WSFjZVcLgCadYjtlRkZTzgioYzmbtvYBxfFW72IoLLA/IS0LVgQ7GVZK0dvEG1gIfvp7eBhP7BpOhorT5O/s9sUHrjo8NESK2ga/DC4xaHbTAFqA6xDi4NHFUQUteBdRO1MxoUQ6ATQd7+edniweWznsRs4US7tX1R6FXsToA7RnwrpDTZcACzw23hDl9Z0DNt5EsuOr9iPG4+f8AQg8t9CySH9OLQ5KsoMNpgSwtbWe/bw0rItp9GOGv39O53BS4zHSJ3zNhmwv//w8oJh6REk4B1Ex2dwzIrq0Fze9g7XaFqkeI963xnqmGqbKlTfoI5mwlZ85hBgStVd40QsSVuoLwl1zNrYlau3+/NVoI7mSaYbcB3cWaELzDv0t1SZqBuqK46d+oSQZ/kj09Si4sBJ7dnSRXLqYS9WEKEP/y+1phih4TSYJpAJUuux5fp03N3IvE/b3INdOmZTaLrBxyEJkb27iIqgwINqStEnOHMROTSuVwA5H1+UfhrV4uvulb6TpJ7uYR5YcfkTuPPYkgbWYyjql7/Vie+rf82aCpvlkDuQrb9tqKuFNB3mTIUPBwd6XSJ3y8qQ0gYs3fTS5xXIpdB/Au15+rJepSvbJ0mDaitkiruaySLaDEgPKBc5XsTXBWxyc7lEZymefVVbzAHteXv+2xnN/or+XEzdQaGBNwZKJpyqeO29NFW69K5a12/4N02ae8eIjrqdJLr3719fMTygKA6kwdOZylYWxOYMu3JNbrib9L8n1ME/RQV+D3UfY038trBrUjxkMavJpLaWBlvmGRrqWBCGsw58LVZUyn0SUIdtaQd1FcET1XiXSN1ZVyV3UE9u8hjhw8qHMonqgPp4akQuHpkJiQ2WL68CAxyTfyHUJarDoWm5O2Av007vJK7ZE9od15hpev4qYTEVxiFe+DAJQsxJAAcMPfKUtowBfnOweHi94AZ80R1itIbA5IAIS3mwwybwug89DFtMbA5FWP3baOm35wQSkgX67A0yd65mkk4WDqymitxsxejBdZtQ1LtO+Oyt0rVA5uWDDKZxvQDzOJkQArdwg18XJcRwB3S9N6BmNZT6gC142eGhz4B07OB2bG6DGH3VXcy92f4IeT0bcPJq0Z2v3G/jFfqGoCdhOvCcXjBSf21VLszadc9dUN5GdNWt+897yty4Khzr5CnPQ/aOBbNzzLrmhmd73Gr3Hag0t1odPnIC9Smx3rXl1rJV9iTT8j2LdVViI9oG5lxD3eQ2Ebp4C6O/hTqMie+vFt6Rhnob1j+HuvpQB3V24BWFZjCeo2U5n2BHyWSCd5H3jP6FbTlyu/krmQZ4CY/IfU/kvu9AQYFVE+QhER3jUiAFkTvDnQcKSsVxdZmHoDcGjPBJXFavl4YIevmoFdQEffOKuVfDGTE4UfUxx+bGhYn9jYYXB2rdzJdXNfzRcYFEV4SovgcTOzDbdhe5tXek+GDVKtS27MtCYAEdW+o9P6fwajn98vryItPoD+//I/JPPt7X9fNzrrZvo8A9sdanUAbHU805+6VCPARSMCqyi0itxPiqqlXvDUk7lzTtecqyfKqOFcTpGGXCSnHF6eZbx56RV/ddK17VKH/HJyJ/V8U6+nIo+g+n4w5y9/1lA5TPkJLMl26WSa3ev3lwfgeoI1Nuob40hO0KqOPmwEstho8N6K5pq3QDhWbRQh2DdZ8UGszgD2cNdSbwtx7cDeo3SVv8xQQ+bjUvKrh3UMdekulsac3ZsoIfC9qHExK9/o02NIOnwWSGHdbwKCpkSMVt1BtaM+Qok+DFhpGaH2JYBUyjeIcFMZw8V1hTC9oxFC6koe6alrP5TveMQOp4Af5BNofX3PEAo7kN1tUvTNf0HdPLTC6e+JtrktTywcHMPVzo1YIsG+4F+700Fs8b3B8leu0uFurC+r18ZvfgcnnVMH+nx9J88/7jabVyVhkdEXIReYPsJzZPIPvRiPKALa1z1LmWgx3spTmbfN3Xfx5CyYb5eVmzQbVr+FTqPeSaFTx48QTw3yp9k+a7QvrrJ/T39zJ70/M2Ce3v0Zc7QYvLlYOnMzoAh2IOjNkgoHtWlCzp3aEp3v3vk8CzMXcHddRVwmtn35BWMG8NBiCp7qbFFLbNNNQ5boN5NwhNOzTraQ/1y7ntwMe32lxBXdfimhurU3bRu9wR6lphG6DeEmO5pHS6nMlrMZ7Np2NJd/59FBqqIGYuWHHbGtsRyMZE+2xPWukejsOwe4cayY99MGA3YkSOw5DU98QH5QwzENBmQXxPVSHZijHeSc34/uXyxkySPe1jha3Gpo197ggt7MzZBl/av84+03SWydSqUIvCnxZlB6wcMDjgNHoHi3TSrlwH7PcQd8rr674B0Bn3xNLhQ8sjx/+RGb94sMEsUa2vaaLHORcUOusNnPROZ0y6S4upZGzNZ0sCBv3Zr7ZL4WlugYUMeuJlx20aYP9IVtVUosHEiBCNEJYdV77Cukh/bet1RZr7+KFN3tXH38OnAq4gaOhvdlshpDWVyfgIGhCg5gYgMv3NRsmfgjpTa4zbzKmGOuCLwooc+L1a+KCgLgx4/oe5Ljnw/FKGdTx9dODBctZQx746ydVbUbrO22NFgI0VF4feFUrqGoXtsO3+4/xHWUuMncjSo+mId+N4Smc/EVT86+bp3MxWneAgDqoMelugmJVc7guaXIleNfDMvkiZlQ1JJnBhDOIVbj44zJVcGViVMbTUz8+N7hkpX5S2kATWTzsoxcrTAa0XYGS+sK3FDDWvv7B8e/432pxPIpHE+l5wZnJMxi+IYhTUEZrbXQlVDolwZLzCcG2/ViW61nzq8+iDzn7RWWie8aS4CkkJdpHUbEUuDsIcAuN166Jhgw2nqNbnJhYHZsFXC+x2frmwwwnWUrMVTgNee+ROdAMIRCycF+vdft28fLyp2j6qzjvtKDpVW/ey41kixVqj/AAPh/MIjjtdlh8ksaAQsZZmao+/E9SfjFRy6Fj32qT7xeYOrPCq5qJd4ATqQnMVsIe29ODxtTxiSaJFtn+QvWpQKJQkwXf2E1LgyzBdG07ouhx6jLBVxQjvvT0W2j68tAGFLcelf3DVHcmmhCesGOwPBsod7d+CdxGZjSbG5u3K7i977qhPjwxrdX3e4cVASMGWoHx3WhdV+RykzxB9Yl8YnKFBv6qbEutWncBFg7j5qAdBH/Vb3IQS3T9iq9MeHofomV3L6Rzu38Q7FwObIaiStC2WsnHwx3kAfSnxId9AK3F9xuPF2UQT6gMn+egjgNIbB9mKdmE5WgRVuoHtGh/eezWmkkr3Q9fP4rDq/RrGcxhrkSmIIw/ceQwJ0WW4YtKNUdXhrRDyBx76fDmHQYoLAwOk8ehj9/9ixSQwGI6X2GJJFrg4WG9JZWBj7nAGEcwBUQFnK5bqrGH7/pyuX1Ta9EGfUx9V7q6fw4d37czt/cf3UK2/sumOuQSU+zDoOF5yPHCsjucTQBfeAGeQFmBP4/4nGuZvBXWCDq/YrIM6BiNgK22PbVSH1V+quWwEfOwawoIXqKOFp6Cutqdi9lkIDSZtC3KN21AP5hMtbCXUu8DfCl5BoL0tmogpsbGn4/GovajvHHV//5fw4Mfq1zsax2h3NNK4hj0RJCJ7yEXwHkaMSNLTimSUdbxaE+bP6cvLitnwntNz7BVx/BIqBlSSJ3UffrhVwCrFpKEpjuL9DraTl62H221umssF+rC2O7MdI5Ab7s9Zt7GVh50I+Ice1hHiocrmQm4zgfCzpg36DtsX4XZXc0RD1+rnl0IenA577xTTRClEVEr/uoZyB04vcLuFNV7NeRcQCIhAOw6e7XnjoK2FB22ABoLROh69JTyg2V9tKOL1R2/Ma+TWpQ0F3m7PJwwPUEHUtYfNlwlNFTEuA7n7GUwSyto+3FrwrUy9dafQxTq5cvSnQN0Evyzs3ziCtogddDX2lS8Xhrdge84BHd1iz5m5kUjxv0XNfg/1SEF9pot1GxEkAwsQt5oU69cduK5x2g7QMnpTzLtsH5IFBXXZDYPpSJbetd26Xluodej6Dw31RH8kDFU3LlXcGhXw+e+cuVyz7tJ/wdvRT73O6X55N21ChovjFf5lNFHb04SYfgjco4WWDtnsB9LNqApBgrtCaHx9SV9PSNZfUEAVyOydGBP3xPUaqdQVbfO99keRWxB33tvpFU4X9LDZmLMlD3V6CYUpKnZjGdDQVIL0n4B6XxZB9xb7S3Wlw+WeRkToNJDjeuJqZW6FrfaoOkCB9Z/TXFSfLcWsxch7NbMi7t9DFwNCoOtgacLpxN3GUOrS7nZHbwi8LHXF9vvSNFk/uglyYXMZGePxX3bfpifMcFFddzxW+QTwNMB6obp8h8MqX9PSowLrhw3oBMcpJKyX11bm8vETgwolaW3HbSdsKl+/ooGBkh/9FvRJ8NrDGgTm6lgdL/1FN1wuHXse0u6v981WYqv0d7hMVBPctxScGNYxWAcFjvjdHRnXUYMJnUXPxEFT96ylQF3mbQGsPpG4nbnNEcK2VGNXN99C3VUPW5uZdqLWBvw0iaPWaTLSEjpCPRSBe2CpC+paeWNa7R/mpPevsIOXnhaeS4a96LCZOSgnBFqPK2nBFr5kWNoNshKYpDB5X7+sGVbAxJKhD/5YP9tY/QD/GRwEr3rm+6qg3hWOjJ2kee3g6oIiIUBAn5k+Iopl2Iup4c3ypVqONf4ze464NwTx1DnuN9jjR8IJ24l7/gFtPJb7HasM0xtYzsAp1nlGz/BFBtEf7/J2BXNRe394eY/J9SpAQW6/pMIAwjIY0grwmsCzFcG2rkB/R0B3HRDmLB8B3jVWDIrTv7IkGiAYcQWNBwIyfS6PuH8rRvZCeEmH42mH/kOersBK9KCwTSJkV3lxoSH0x64f9+7DTfOiug70l2P/DosxK25khziP4mH4/DXVNgLSlgaOMxcd8CmqkUUyn37LLryCOvXq4gvloUmjozqp7ZFAHVt3uHz1AsVkHKnJGQCPxlzomDiZEBIMcuvSQryMsHr5uKXkNW45sATtqn2vY8ppG7m4s5QUD7q4JeloPUwainkteNOeutAd8RyHlZzHRXiBJ3u3f37h+kgp2Uw05Li4CP1a7vMT1xmKqcB4zdGt5HPGBsBVsUdaeGpVk3Qs/Phx/frsRb5fJHByWX98/Xg/9pX5j0bVx48nUFRwKIMj4hiOUxyQPy6WDm49N2RrDi5Xf6I996SWMEBXv2GqwEKUGbco7zAq5G73XQ6HDDDjXP6K89d1q+9Wuu4PH5UZm55N8Qm9f3n/3nsp1jzBcJS9cmvKmoq8mraSoHmAT+8uLS+vIwOB3cKU3UyDxeQvNOKfuiXRg2V95V4sNKcQzrnEBepV2OJxQXoB6g/WuNgw5I25AgE6wTwtXopGZ06ieXmva3V1ouID/K28eNYzRqZ0smm9RcDtPcGl2zXsMDq6CO6GMzNmdu7Nvult3EIdxIYVTeWQwzEtXtygTmLMmetVsHAr1dqVVDzn0rhTt7dQR88YBEC61rS0VxXCaRuph+ytgK1Vrmr6jHK1W4nrNMt21cMT01n+Ga1WrSmVWEhrSTtS/Zmkjz9/vc6dH3MfkxiMYuCRDEk27UpQ3jbHLWwWwbx2wjSMsIotz/en08eWlvm+m5znaxdxHbkytr3ws68fX3SprvVXOmd+//6Eexp7Xo5gP9AdnlXbwkZrzimyP50l0Ziuj4aSuzui1b6Dfu4AnkizlWF001Rg6gLkITrYIOnDauKkYmHbkRP1VwvzNqX/+BF7kT6uW+qpYqHu8Wqs6xO5REdxiq5RTNsITSg8EP/zEPrvp/5fOWKlWpmFKFVp9lhCILBt5JSF1+ulgiYngBtWjlUU8RoyA2Ti9RrNz+fn1TOw3v4ibtbQunzHGYWzamUj4S3yWgoxygL2dMTG7PByzDmfcPjaOziurDhYflPZC6He11BnAPVt0bYtFF1ORXXhwL3RbiLVEhShtWAMFjLJkkRaoE7vLQB9Q+pDfCvQ9YytHbJHtzeRos1E2kaSD0BDvVOvp5EWvOnvJm17Os8qbVyWTXvDfwVnDltLHJDiKCM4wqIUvBkIpBllYFkIiUGAlCsC1Z12FM2NqvVBG5oJTNZrVFWuHcce6DIfb0349u5TTa//fHiH2pGL3yA5e4OKpGbBboNiai8XIWwIpn+qAyyv/djEqKCssPyLG+XgjQWtLB1zYFYPTS00El65Sqhl3e4U0D+0PspdBq/ZZdJOEIy/tDasyOjJQkHzEZXHjgGXnPSrUOjYZ7BWtoWQE6Of/ec710+q/pi6xQVTgz0pOjVtsTDHx1mFNZc4ojIXDtZFnKzhyIuZJxbewlsOgw5w+qkxwOF1n0B1dhVISJ5XUN175MqgvXisSBNoeMpC5Le7sFzYWGCmmrHrWMtl5oLIJH4k36T7pKDeX0ZiQ8MU0boTrEe0m0Cux+WNGDwUyktSuOxpJuKUQKzoBOro4eG14s6HIs/aoK3c5ZVTXGssqf3gW4WrIsEquytRtd3P6GIN9STu7OdoaRuKw7wwZ0muGf8bavWB3ZxpIAUTNd4JnKvDrAkmsLSZwdqjCDy4AhYm0Fo0Eq/bYZruZH/88HJ5ReFnue56nWsOzesdxltYIT8+rfFTkDts4fnZHOEaalme8DlInTJmf0Jb0Jda3dheaH5VHbGLYk+UN8iza0ptMfjPQJpBn27XwIJ8vXq9c2dq29Yqi3+nLdTp4/Th5WOnG+GD/w8z+ldI5NCio/4HfhUY5jWNB4a0iYeOC/ehbc3+2lbo6by+7GnWczogl+JxcsQ7bE6JlZqDHbFVsT1iveoaA3/wxWCd4wkzGeMOEhM/vtwiuxytiPZrIH0FZmMYWGzmofxHA2APNW515vRw94bU5BCwTxJYMzJ9MTU0p+PhN4P6UKJ6y1mJAw73VVSn5VfBnhC2YR5wmhHBulZHYyJRPBcQmsVglqulme7LXrdEubm3TbnO3z1WfbhQW0nSgEp/VJL4WHXj46RT1bAjwJw/5fcMVZuOGyJaz0v8gzGHqf2fWJ8+lCXCGPbAoqRmab6F28r5DNDvMF4qPBAYcJ+s4QVJHlxAbepamFqvepD2sTU141/BnnND1wqe982ruv80l+tdN/L98Aq19YmeMKgewei4VuYUo3WYuswXc4x80MKfPklZ9HuQH6rGO6Vso15wYJ8aaTsOKDDWUd9u1pfSg9YWjjhYVnZag9KOuiJ8zhWP9GML9Q9tT0s/OB0cP3bngCroZWa9xnyatEEupuSwHQdVTSuVpYM3gIo599akUI/+hE2nbH4f9VZccItDhM2zM4xVKuQo59yHdHCFfbDl+ozfTIEBIEwCVvTCw7iDFl/c5QTTnJzmsch8T2x5cgZ1ohvVOn9x3+PkhX1WhvUolp1g4XrNMSrdM9EApBHEBvNCUP4MFs187eG7gvnxRO7or7vn4A7qGpHiI2lIp80LxJsCm5NwE8KEpo3VEtd1xxwxFgYiaJatpIjP0jTpMnVFb229YLVppCbJSGcvjVdiX6X832lPFSetkF1/mUBdjd/UfhgJ6mr8LlnAZPBTQ10siMfsvRvAHdpZnCqBCbpD2URpRxzgdUciX4AsF68C5Iwraqou9+rJVz26Aj5QHMY+qeHB+vV035r7eIMV3hQn+s6iz0V17KV2lxzyoseKARaNnAIbBGntO/jbefuAAYhrUeG2yM2PO7YPxUcDtQcWJGchgsMa3XeY2EGnk3JGFbx+0i3smOLvWLN/lGmB5Crv2qG7Zpd+kECP58TAuCmlv8/M5OjMpFpn1YkHjofuWPPxH27d9GXxQr83x2a1tTQRuckAohr8HcszAtJF+fugXQZW4SGGw0WDi9TZKba9vFqjEeFIv/j5Zd2c1Gsu1QfbiaA7FM8BEvgVvEMwNglS7s6jDRiIc1vo31Gxe4jniyXt22ZsOYAma85nqumgSWJfHertMAw6CgcpOdtyeEapuENzSFCI94yGeptQi3MNunkBHaeEANfV5zffiQ7pSbfQQfX2MnGcFmP5LNFpQFuq66kbS3dFr4m6Np5AXTPlk0xi4qD/E8/TVX058ThLIkNEuSjTcXDL+MUJL1d100QOO1y8l7e1EkvfyDF6jAYC2gtVV+hgAO72i6wH/fjJQjGV7uMz3B+8ld4ZYkxmoxWLzhBQM3dXJnSDS8uknva3ffa5bGPY7ynLgCUaTtBFcaeayFLQzsIiRcT5EnyXNCgLcMdRgMAlh+22l/cqor/vEvhbRv/a9ha6ordrzr9nluyB5gdU7o6SlNQyYAeLH6UuBsQ4opaMnvZ48IeE6Zg1PMm+9p5F22l2+EsK2RDeTyDu7A4AY819eHlBkUtcrOwgeEbyDhZJAYJvAeyuOBJ8xjikrdg/dI9cwN7gH2HRWQCWr0eaTFRDuoMeAJvXSJh3hxzytuXMpqPj3AqsBSowx+wJO/RvC5C+DPVWOEoAMyyw/HZF8FLJqmtBeqJdaOLbxsV2W0MYt0V26x6XfJq6t0FdB/1QseJb38hMjg70C1r7ClXf3wp6RZZXH1YJPN+gZUDf0N7Pu9JpyPA4mUxNC9TwBiQUtLD3lH1K/7o5XCFDL2A0gc2fKX4f3jrNTzJJu+jALgwZxTzjux9f7BV5daCPeYW0h19bK9POqfxlnT+XhPiGSTfszrYJ8scZ0kjDNOyVCbsCUDpaJtxvbm9RnfrpdI55Xa04fRtxtAUFBbR1DPOKpIZzBhzkSCtFVET14YIOIAFcP+T3OmyT+/4irBTt4/K+VYGKzUPrwApyfEI6Hg6UNefs630yW4DtB/YcIBKbU5D/aEzT/wMBfaB3A80NK8cjhofVmnx7PoFdgwLhiPFyDE2BL7U54hnXz1BZBG9UrLQuPPI6sOCleW1Op1fdg/iox59CXhJy4tsJtl8In1w1C69+x81ZJHAWuT/SFDTh4184fNW9BFNDZ+66SOCHT4NvVKu31TU3JWKu77D8hg4fYX3NRluRtagk3EKRoXXLWwWK0jqTEB3db2jp2uk6pU+6hQ6x9olXhtDtt8t09q8tZXV6r90mYxJt1SHDgj38F0CdSrbhIqQ4BJ3Z5rplpJKNWKLaPKO3BYM1/CpcmJrhrZfv2hnURzGf0IalLXZeX2EFarkRzKjQEnLXr0rfpnJ8gToS4RXqxpJr2sFCo4fVqXbnxhLjHmTASwQY5MK2/V94NAO1LWK22lBmisVqKNHFMAe16E62S2wLLH7PbY9Cb4o/V7ILcLU+NXoW/dIxSFUIRNR+6ah9mkn3H04M3mkHJ5xSru2mPFDI7NqST3ixQKCxogyZyAJtphluXPMPTQv1yoilB77PmZJbluhoN1RiC4sZM/qKmZ9xayz8KEIyOuCTHPiIz9h3gqwpTlfPrMxPXYqlqqRP/vzAHv16ZVr8LkUesAUa1Jyt6JXiGBiCGwstK7zyFqzZbdM1GAD6XzlVvU/g241K7Kv7jCO+7HIqxPinW44qFs+hPhjCqPVzVv9eQ5EZgs7XOwMpjXVFoY/b/hvOCC50i1Wznp39T10raE/b7XONW8iLlbVKJX72BB6TrcVqe6bTLgM6/XkbEi1YszPIMHdBeYPIAlvVwAm94pTfSVleb1sBxZYYE7eX52d0i4LVM0PQC+/D02s3eCPyT6/pc4oKM8Zm1xOS1IqacifAJChfshGMPpfl+zbJ8MPfG92gTF86JwzmT+heY78oNDlC/8TYgF5NVYw4DkZPyD2RdNEAdRq1BcbRQLSM0NrhAJzSX3MPzHd8QiXs2p1NSOTvW3XrfxjW1xHqYpwgUPtt6cpxOGMrbwwTV6wKXZDRZQcru/9HO++TeVDR7e1CJ1qo649nsd9De5FGaxnieATbS8T1FGskoxXXY6HoRr2KEwet97dfLqfXbpgpovu7zcuaI4QnhybDGpoFHA/I+MNkZcPuE+1Lynv3oBi68MHfpXjZ59TqmRCdqaHh1w3sn3XgdWENHOFeUTvOaQ4hK9tWKw31LNUKtFCT1JUOXbHeolaXqiO5nApdX53SFemvh2I6oezgV/pLuNgp7vwmIz2XwzaAKOwItHH7QHXVkP3sbbnewALZep+jQwMmJl3az2KZSLPErTAZ4M6fcN0i3GEz+C+mr59IWTrimZpAf8RMCkaxHhs8yRqry9+/XxWqtBfiGd+CkJNgkIv7rqilKYB24AFeDFWFPB58DjKQQ8/6fccHWUS0KGRSAM3tAZGWfvM0adqJFg8PfUVGPlY6oGdbMFRgRJPjxxpu/iqPRFFjYEPz/PKMPoTHQr1lBOk6/uOHljCrdxm/pigvTdtHt5yO01jaCIRi4A2eKRS5tuVajmvPJuP/TojtI/Qb6Zn2fTCO23LrIuBHqoukJhXyS9h5YYYO5arnyz2PLrXQdX38GlKm5hz+383YWsW6Duwt9EmmWT37tuVxjWaGmh0pQV7tSZuAZgCDSbxqATqLeAImMmrHX/TY8hx8Rc+8O6hLlNQaE4X3tjrWcTtSixUTJunkubbKs1a+IpOvrl3XVeihnsTreXyiAzi18Fmq7OH1HpdEK9raObyK69DBp+p76vI9VEeD2t4KqP/kw7beLHvDPocNczpsMeEuFJDOQGdD1ww71N0SIId0G/YtWOiyKXG/rO9NJ5Q1cbvZm9JJkEpRQCZc0Qp+HYRubA6LwaminaXIPS3ALg6FWpyDtoMO0e6UI3NNF8jcAwx60dN2HIJ99NuTAwy1wmtT4sHvj2VD7hQCIcbpIjHfVdianmIXCB46ePsYWAHy6E+5BX+PmOOCso9DKUUcX2EgZfuwnEHuwfL2vZoMyo5y3ZOjH6M07969g6gMoTYMQOTIVaUAY9dtsY2WULgFLlXgNs6x2R9b/e6/YQiBg4IP/Iw9WWjFkfFOEmvteWXM5jr5MqjNsTvLxXTC5w0MrdG9i+SH24qXT/J3JW6VyM7nWpYJaQ8Y0uMJgN0dFDIDAZuYqzNdcFmcCLKduYHfgC0H7VeO6sK9Ngok0tqdOWrXJYe3qA2IcfkLInrbcAtjHc5Fl4ZNgO2KVS1i0WO1UC9zkYE8Anmkx+ns2HN9M9lx+AtyB7Dm8QHJ/NPkzowqEYpeyKlcKlBXm99V0E9UVO8PBz+jvAXMqKe+eaUme0fVJOhlNGvfwckM/kS7bQGYY0SFeBfBGwFQAfUscNJGceWEacKk/P37jzeVBcUiz6s4hMUy7io/QEN1xR4rBNYQvqJ6R2JPjioQxzvK8VMys2lyjjo1R72I5hx6wWaIwrEIYAXS+tLfSVbVOvan3mK3kxaWrG0Ba18ML+kXA1ocyDOgPwEpMabKKHS51s8Vw1i0uPCAgHWI0tEvd54xxCXtMr3xZT/ejNU/odIhgedEBguPYavhrMo3kGWrExSz2MTgOBgQc7xu+kuI3Rxak32JaNrXb4ZcqYFNyDgr8ASqgsx3MYyErTUOXixmQ8WU0LIem+DjAFMwPEi8we35bHvN6fVTLuwtiGvzrPtP4Zfi4cl6OHlhIyK3NXIDZ7WFqSdGIKx2tgXs+A2YSzKDhyIhhokvdsbxYQ6Gw68FdWDFWCetcFyT2bSPY6SNoUI9eE/iVpem1jmhlkZwRmKWJHrrUitlidSKVYVcJVXl7rZUxmzyE6SFl3B5gcflMBl5MvL9OXJvq/NuM3us7em4gzBMNBsfP1EcBH/CWp2GYkPkmQG93nGvVpxzwwzqdGGc3JB0liNpx2pflk943gjoaHEVaf7afDKc/njvbEbHwuKZO4KwpBVlsk8tMpsvMZhbK49zn2y9zjz0jkHrLhIUtraTgfkMsjoCOebrcziOAO850uSlG8O38/MkUnbJMUN+suFAgkGB8oRCP2tPyRnaiodjlVCYFGMrm0QA6KLQgC7WWC2HxZ8BQ4PPahdSXF8mp75rWi/S3HrX8mlu6lYte0Noh1In9aDt9hNYY8MjZsdzBpK/DDEStcecW8iMoKAyw4vMxWgw/M1uHFetTt0zx2kUp6/pAA2uGJgzaDRczmXIPbeR7BXFzSbROMJGPCw1Mm0y/l7YE33fBnPZzvYJC/7DfaCH/88LGvYOUtQy4S/BDUrxC9uuj9DlNmWKqoMJvGWAveZlSHOWbmTCPGD09ZxkRcLaG5hVR0ftlireic/UEO42OpP4nosrvIrrWa4NoJNUnxcqyqv8PW5TetkVofcxtq14TvZgQ4mzk5vcc7W1Ne5aeavwNqAT5k3MubpQ52XNUyptuf7PqGQjXIZGxUW3Z465MfCh7BPAAVbQnc1ZVcHfCPcXAOIlaGqBhuy4Mi9/+XiTstw1rdGBxz0a4SXCMZEkPuM2DEagTibY0F/Fri7wa0Kel9Lb5N9ABytsar9tSpgBFMf2PXNpzBZoyRsG3VG66DgmuWOgbORW52a/3XNSsD2IWeSOW6Y4bKtyShmxMA6xzDS5agrSW0siI1T1pGKQYgm79zxWjwyekeuPnePlhzuD5XZ7+TuJlu/x5GJ+E69YY/1yg0oHNuVwx7PRUMRQfUn7U3KBDAAKa55+3W8gVYDMGfx/mmEjHKfpGDdi0iab3g/kJGPVQxEhoGDwFLHtgdcep6JryxNYPb/IXsZ22/L7D/cw75zh9Yf0E/kPbO5ToBzGkUiQ8evxVtzpCgs7LLGDug0EJiB9QTkxqhnoUJZLDyTl2UiBvD/8WlF9gARe818S3eZuF6LGSSckv5Xhkjrn2c16Qkdh/F0Ny6hLV27PoTo50k88n1sePL439DVk5rk489G2xRqissjTVix7W9PY/Zy0ta3gUSJQ/1nF6oguc6CvgWUhdvIqv3SYTxRYaIaaETYxEEsKMl0ebqisfY5BLY914lrpQT7edea4QIzCSUAdGguMiMhrB80jYTbgs13qc4vmircb0F+iLDRBBQERJYMW2cDICoN1IMQOV4DKDHw5jNohAze9z+DyxKS+NzOTFDTPHeyOSYlFEorUJPYTcuboQISRNA8V0SGyxRsKUnDYgDPHygKJICoSrvYOpaftp+0K43d33lMfWomram69vDgwLJeq3/IihOPcVSw/zAyw/sGKI4ZFCzuC+dCXhj/+4t50NU1HzQw/qyPMYTfcN4XOO1TpgY8dVxAHgOJdJjyccLNik86KHiouX1DYazxLf/PDvSFFF8U/vHvf9ened1kJ/vMwGHmWlhvyVz4BaPF25yZ1TehdYNO9tAiDIOazscjpn8HZ0/SHQzUG+UpRXYlYQ8VLafWl3f4VPdmOu1XIGqap8onsunPqazPtFaXcZlhiS/af5e0atvhuPSPtLXCbiWAWdKKNmjZx56vi1wrNtpsL6BJB0XNjUbwmPy/Ukb4vo92J8odqe8EgV8bcbMWB7xYVpJbGqGtWNu8ORnaPBS4CdI5I7b2cdGdOe5JK0qvoMafiGX4Njsh+Mc0OuCwJkCbGGDFoIgb0I40GIYScnGBF7rsJQxrop1nwwrIN5jRLtLYw+YE1azgbf5aNYD4YYC5VHbis5Lgj7UT0bCV6gE4C7swuJ+uSjL2ACkiA2/QjLlnGRzzVbgH8hasFMUnGx2O+b9tc726NbFHXq1kiOHb4ihwnFVpjvNlgVhDlBh2LaWVvxajeEQYX9KGyBPxg/EVfGiIMuE1lnqyRTZ0oLjrCGmZLb779rgQdzstgFotIy41TOIrk9eIPRWpSYNppOc5q/fqxleDqaac+pFqYt5PPtoPy4T0mbSZMOZAceGQts8sckl9r0YUGz8KkcIEnLveowcB3wUTFMFISrL5SI2og50V/EShXx1DaZi2gu41LUdyOtG9jclnIA6zq5Wrx51BXsXel2uYC9TS5M4nmP0NTDRFksRATm6zkKkju1MWWrEyGctIHkGIAdabK15neS09P+LGcBP6kCXxvFmCauzkf0XQvuX4QNFjSKlYIWpwsbOrSBRUGARoOjMz78EoycfVDJvHPeuVvSyTn3aaac5Bj+FBSuWFaFiG7Xkg+obbg8C2U6oexHejHcBrbTmlA42JZDm41qtschHK0haw5wwwUboiOIFhM20acREWgZ2qXVzBgm+uhyJmzQ6FFCixbq2FGh2pQRkwHY/QiZp4O1DC44yfyoYNsDUMahy7DMQ8uhs4V9j+gR/2+ZcTeSd7eaQC9f3lxV44LORa+A7s0LqDhccGLzeIXejyYr+JpsNsAIyo6kvmxNRl9UYo3c0q4AUCyytpjR3YBX3vamSOlylbpYUuqi1+sU0h7kRNxnSFjO1572O2jW6Lrpw93wf3jndBQDQ7ekwr4Xp1RyEbRmeDGM7z2gDhmbkxuvDktY/GygPZESalhOYDD1ICAnWPPwB0pEnL/65lDL1ZKS6LacJoac5ObKziHrTl7t1hVMdTjG2k9bjlyraV7KCk7t7cmsTZ+bkM7oR66SxHHo9+Ui9AKTlxvIA0WSaY2P5FiE6xIspepLGt53PGBrJIMo/jnbcvNijOar5vNkVs+4UpKqTqFEH4OX17EX9PnPAIFI2I89nV6nHGuKE5wUdaiAubuxY93oZ03FYPMi20nOCoZSGWqk6y4tJytTwhO0oiRnSAsyd1m9Y7fqc1Ok2tRu2xzbQrKXLyZA/H4b+Xbnw6upoNJeEHBseZmVBhooHt/4sIpJL9IzzOfaSdnK2i1eUh6IZoKmYnZquQtsZENzDEZ7bAjv+IGCHSrCo6jPtyYM7rGVbmxLD+EnwtqGZi2Zpwt2FCU5VFsUoEJ5vsC55PB80nGB1gjyDTe8+z5F5skU29/RaFcNggrWJ5GtTBSk00SgHPLqgJEl8zHEwDDD7MDzivI6eXjxvmJHqO1Kjp3ny5v10LcdzfTqQ/q45h0IndP8yQknlGdwdYXxHPsU4lXCYy+wPkha8lA7SEE2flyunDQejBNnNmzsaxFH34VqGN9ptruoqCesoe2CrUj3C2IC7FGr0yUglmg2m1bTToGq7aUCPX2BnVuiJ9725CXrwylH+DTRYQJPE74gkaddJa+wpthIwk/eDs03+L8l6tewc8tWMvLvEUSifSnHbaZBzjBQHWN9jW2Jda0NcLG2xo3GHYZBAQIX2edta8Ln8l3QNEAXxBwqqll/dgW7ArrMjjPA5k5YxEr9+MmYMeyz4PMkZMt5AZkOPNbMMr6+BmbAiWptZy7zNrnNjCymJrunI0t8OjRb2ZvePRJV2uOlWxQhGzPZIBcYWG7pZUDhGwoCLCLgt+XLXaO8ti0Dtl3dZCPcZbssmhnZOfAjDV7wYPLssD8WZ/WLILftTq3TtBKQ60XGGeWyDlxMngcemFvXcicALosZW8NQqxEjWBOtwWRbKFasRZfgrpRn0HxAW2/pLPXHv3ELVKTPQYerp2QJ4o0BIohmYEXUnawimaM8WCaxeHn86uyi23NMJWj14eb31RrqkFe7H6duvJiZBl6AZw8YOEWWqc5tK84AdFnYHMEImK6wvMJcLTu0QbCxgoWOl5/Jah3i5w6dfkn8lM1XdfLWMKbtZzesaRjL9pyiUrdW42qkNSjVnWeqggdK68q5SOH0Ewree1jxz0/DOuHC32oYXlT0nGW3CRDjKpjUcNXXNZ92DC2CwkX8UI48P2fBup9vZ+4aA6QqB623Fd6ODSneq802EAIJI9F4TPqukhxk5XLrBe394qEs5DdeD8tOZSm1GJNXsyLLDZEtw6M11iGckHJ/J2TrbRA/91l79hnfELVs2LFHKB0RnsZscpwEVPYscZvYg7jUnJjXRy+cFxmxeg6CwzhWvM7XuEZc6KSy49BWWsO4PqhJ4d8WNpYOaArCYN0B+BlQGTCt8SLVTTGBK5IWC2gjC9QbOAgX/HUgXtTLo6RHz90yjYhn7ysMKh6gb8TCJk4Hgykv3mJhj7BYEDlsmAAF2GeDcBjVAVQWa6NQmQZwEQrnEsXcXITEvbGq+NO3FtxwG6wM3EHhR/6oacqYqEEnWlKIa9HTjYOXoKSfYGQC42Afjk2fWRVL8ooR3zrW0fMTmL/Xv1GLm/rZwevPSwqAjaXopDHXojRBAeMPL4Nalhdiu7nFuz9KMXFiwcWECcKro3yZIHhJkJZ/+/qPD6Beni37fxOaS5vkuhWw2uEZ92axUgCbKo2N6uhe9u1T+8Ha3fvUa+aRdKFEKjHUqtjxddFlkbBN5WDOewTMwTqvo7p2P6FrAtWN9w9gRykhXr/54L60whmY2u0ILdYgUx6GXxEDyIXRv86YfQjHXNFVmGo5ukY97D0pka64IASwS0EiwvjinzNwp0weZEsWW5RVyZbSIrgJB3SSwr3MCKsCzGWS9oSIhSDI1ruqA/tuUAFzeu5qNuQ+tusgpHNLxYhAjvmdvMJDRMGw/F44gMjBf0nkIqc6ayC2oOCWAAmC2V/H/IJn0yRlfSwIQJjRWIi/ZVxIaMaAI7nlgqDLiRHhfc9qLxKH/ai9juJRB2duBVOttxFhxpZwgZPCF0tD7tocA6Ztlr7jZQEGTD9TL3EojEjmvDLJR6MY2fOfDoY3d/x0xU7oMzcwXunf9VJ9jjjHbz2fMg4Unx5/MhD5PFx3onjC8djkgYcT6IqAiWpeNFDdTX518k7C3TCHKbd0CMEfIZ+Bgcn6Zf4mLmxK7niFqcFtS0z1ko2WwwGjSLweuH0RaYLUauR8dbP8OvRt83f0q//BtTVArX7D6Xa4qnbudYuUW6Lc4F6mxJ0ovQ4S+N7TevNQ5ZKlrCFOl5PSOjo872nZSXsadkkgQcIfm9iM49eCGU32EZ6FEtafJoSm58V6sPRzIfS4VRlQtDCBXMpWqbReWEd4w6DOjoPOGYFRIuY7SAMrlDHIBBHgK7nSLjmDeiisZtTLeKhu8XGBmKI54i1N/wAqFELijLR8/SVnqiHCdq9oMFKfYgC12DyzmkuODW44xAg53R1gcn62oVT6NLzSOhQfp0zp9hjTxMWIZ8O/KXtYdG0o1MEiPQ5BuZ+vs54h7MVUIBEyjwlQbEQcuuUK48MKQXV2/aKKjHO3DwaFiNz5tZGRdXXCh3oKlPy/gJxGgWrBfQZm3NomCDigILF8YLCMCDeYMvfWpBwBj0ox4YZNyUZyMqXd1I3LoawM6yD2pL+ypk63PX3tOUFba7ZYk5h05EicqnnRYBJSQFwVxkFqOD+MVFhswPMQ+AZj1bTdxW14f1HpVIn82HNroQTsesuRRTZBDgCYVUX4VCaQW2LtH3pWnCLhd4eZ63p+rZizC0w+WAALPG7AHERTAfZudN/+jv9uXuoK+cHDejkfluDLELXarZOy6r+aD1nQq1IvV/LoqCetH4Ut8/qRCFdiRmCQB19ObGcx4Z2gfqWq2SwVEJBHSGKwSqFPxc2gxPrXPS6Qrs0m/6MHXgOUGYBIvuBijC0gZEDr7FegE4UkLFuNxnuf9xbNPGVybNLkmu2yRGtIYIs1zEJXJ4kWhxPoHh/b1MglakogtmtzNbgSYd7C+4vsTTueTzoqV1pCr2MtfkSJi6YqsOiDZ17hXLebmgA45jAXB3dFEkrQejg7GdKrDCc79GS22Krw4Hc0osiynFhJNIQV3o7vLXZYkSjJeaED4h1AfKY2HYh4UFi4vq0LkWmQbaKRPZCBDCs2mHNBhkMDrCAZ0GKqt9n4x4FLrMQPGggHlQAJr2ooTHMIuEM5lOI81YIf3gwgRA4J0iSETs/2V8/mtt0hK0OXMoGnc6aLlNHee2h6uUp5EaKESAZhDyfsvD52mNBbC5Z0ipFRx0P88PHk6LDv3CvJBwqIF9/fXHo4fSM3EZo3JzRYUcuCiboWZws5fmEl5RZO5rt7IR6+AUjB8H7Cy7RWzgZagjkWxiCTPkE7Mno7xJpPoN6Z9cY3kdhRWXRhjGx9o/RhXfHamsJrJFe0qQ1qsltG+tdeSCy+ASbHATq+P1xFMQePDtzYjrP/TAgey1bqPt8REnRLpU4YAVpzCHeTzpsE4XOAlrvA/NIpO3cTQY6CmpfRhc4IIOoxpMs0p25knW15aAVDO2F45BNY7OZGQsRzg2wUiHizRJJ7KPQcyWFclLK8WC282GUzTD1xucZ8Ti7xU3HlhaLZ5c+ZzZZW1iNxKG4SZSDjIaOCiKpg006o6mQaHoTu8Cj3dLs+MDNRw0XTpHtB/EtRNkgiqSpzNOhVS+lNqelg+8L/Fecp/vxusAjk6FcJiNsn7wrOPuvcG69f+9AoJei0LUs7KoSrR7H0ez9uaCdAOQc3sxnFucHsGkkbx+nFNpzzBYcskpZjSCqz/Acg3uD+CfyBLgDk9l7wSUuJQ8sDN3OOy6lkdQEoSeX2pz8YQw08PpgYORL6oGz08IfiNee+d5krv6aop+AGM/GoicyA5siYXgN2CKEU3xY6bZgfBRhvrmkpzXCN157g/MWh5ZfFjsM6HTgx3tMTuY+hEcGs/zVV4T6aqXNHVudS3xzjmpJsolexMr5tvTcU1GsdH28WElf0jS583/uVrbdXGmU3ByjOt5LCuooPZEsoVptVAJ/PazxwzxzMVcL3GkijvIcCfyeO+QkrKMViCbmZPBzztV7VIHOXEZC2qnQ/2RHCStdC2iTiL1qIIbziMOIDFIRbLOivUGEXUKWBBXk9bwraHOG1xNKDLaPHL7+UgGz/4X2Eb4iybms2VPzdFnZQ87KSs05HZ6lVgpqGbNeBBibrK1VgOxSesIAP7GOfBiOD/JCT8iSHY2nZgEx204YsVyVuqbwG3pWLGBBM1sRvSnAlY6zD2oKHxDqUOYcqMUcysTiTPjvKO7hv8a9YdCX4Cs80PRTSUpwS2HNC5v66I77DDZxiOeurORcJCSWlWFKgBqXj5cUFGcFdRvNs2ZUvriIkFMTxcfoLn/XntAzewP2+VbZTe+6mp2KBCRaPh8HM1WFbReNTFrwi4KWjAH8RijVyZ8xAmUjxMZQ7hlp5yqwpW3KvgilarzrZdQpG0pIMPExjcQaVFl1TbtWlBkSv6VdgpcZT4DllMstZfiVsCuPEuTrJvCtZrVtxoXhXR9NCHE6TLOLLkIz8YSLurFaayeb3Hyiuo3pyc1vItaLXAj1eQt1X2+SQQdeoN4A6gnDjFoJJ6siM5r6qbAO4gnCGJL6ZDL4SS3l9HzdLo90PuGiAWwAAaWc1k3UmWFFGIIdBx0kUqFxuakyVQFz/OBx4ITC0SH4OQzmx5EEW1LXYoobiJjMx3wNsvHY0/N09AFwXyGvh9Mbqa9zQA4UOSbDqhVkk3BvcMgrHLoFoyK/cOrGS8Z0IaU8Cb90amYUuHAHyo5WDmjPHWAYsaYfW01DVbId6SYMc+gyEhO2VU4PI49UcrbnwDJHcos2IM7wgiUJh3IFpDCuxbk8apeYkR1fAOOMIrAVhTxmOxd5O4awSEcC9rANZUUDFQ+5cjwIQISfTRekmILyl8yfPl1gPxxPeGgZ6bFpuIiR3nisnKCeabYyfCtBaEiwTTggk4+mrynfcSiAQbMOx1IoQsMkF2I77H5QktsgHAa80wMaOJHvC54SZPt8YqA0QROLeTqsbLIiQDcUZZJjwp854EqqpSFsRZedubY/is4Jki18bmqVi6/Ylrv5P2rbNkm1orZ9Hieat9bN2TlcY1+sM48lejt39xbqUt4HsqCpE8K065swS2uHbSpsE+q7s3Tgr8cNMgbUXXO96RWMA3Tg1f4JLpDjJh0Sfn5WqGuGJh781CqO+7XYL6KjreyVDzWSY3g27QpGkYBLs0AJpUwF+MUhGXPLAbpGRSkAQZWO5BJ3IOMjgil7J9IKQuYoSlG0wTETkXKdfCT8WmHhGjJTtBKkvnNxYUTO7tBUnV5nwAhpsS5VoTPcgBZmeLSj6HO3shptIsJMzGxHgNCfCboRGl6iZhfn2PMWVDz83nirM5kIJbRx/ybn6RgkKPW2iV0DGVt3Dmdu6MgkPvYbW/TIyYQDDDlYwjIGJwPaYnz26NEkIcI32mf0hBZLa8sl4cxjUxtTakbCpUeLczz0hZOE1vRurK61LvDYwWtvlCyeqD6gT9aGa6ggNUKLDvZ1pcczBqmGTk34BFYyc2NFmWxKJXhj0sRWvcfky5MwqV57ulAIX4g3vscaFceXaMVx+hosWl0eohYzddunjQD8QOijw7eL5Yod+rm75GMwel9j2PaEpy6GU9pASrPlxIxGVisQyHGqkA1wKbdWzrm4ZSXUpXnYesOpkVprO5WoDU2RGE9wEN45Sa2E3OooqBuqGM/poamhDsFPGtlzWUMglChybGQLmOyAfjuwB89vNB72fvZraqTcWFpSZVWJyfL2eFIOD6hTcPtw1kkeNpdlZUwcXRf763l/2UiAfbXWTmQtKCzzFcvXgGIsAsRDCxmGACFfbUx7PCzmoKYUcakMDDo5ENnIGVF+rgyhXpMdy348+eUO80ykoL45//LrbAS761ktGa1keFXT6VZ2x1SZ6I3ZQ8DvNy43qczTV+QKBEzY2XLETRYpNk1YyFCOoym2adgriENPSr2I1FEsWBGuAApxVM0Q4i1sMa6XQBEbYmzN/gOhgnYDFswi8+VM0Zr/Xtq7jHE8UVGIIoRL6mEYcEJ3nmKMtdzikeAUkxBhKXK5CeXBgSMTd1KdYpICOS7HNJOrzSxqeUJ5yBjbRULIWTGCg2oA71w8XGSwPth9onNZMBfAIc1WHcopolw4QZzAIYEH9QAHwOCrUGieGFmUt1y4CrsGOVEp1PM2AU+VApXhPFp13bd2aUvUSmGiW6GvSDeaLZeoEyBtNziF0sfzzLle2swVzzn8QBqVwKNqgiEyRZWM6obq0AvJ5sigDvbsthR7mp8d6iORT0/ndCTZMUSCUw6DtvJyEn1oiTZRSW+JFaCrSZsRDEwSTCRC4cqk6/LZNoVuU2QyyA7kN8nmPe5AF1GnKFzKDFI4yofIjUmGl1vSZNywuNElDJCrSyiHxEqSd34WbyOKEzDdku1Oo8EX/BnHy2CNepeidRJMCXcunoOQAYLWIuI4GkL1mD4Y7CZw5kQiEP8KDnBqs6mIxTWKVOfHnhxcAI9DXly+Qc2u5LdZTFp6wPk0NDgcEkLNBqqcD749B1NM6bHnEC1sQ5aBW0gBMBMDR2V4K5e+7O0XQoNb7hvO2rlzbkun3p2ocuuCbP2QjgwyT6fpIk6nKA1VQUSVnbk0yfqIOetzeLjppcaOtJoBalYAeChxRPAzI+OmBVWbgxNgUZhuLNCpI7w9kmlA8sV9j5a8m69BW55PvpLc5UkdbS3Uw09GbLSkWIkKSXwgxDsipXt7lOgqXMlekm4uT0c6za1TUFdDOjXF42bVmwIeHwy5/3PBbgqhDo2XNN3AjaWAooW6ivqo9xjVUanzujCDF8Hs+KffzAjLb/AClhGmvFhsecAaTGSV8IDfi4wENXtJhyXUvjKW8jt7MkCF1Tyn1s/eSubpvqvn6RzJQ4sFNzq6yCHBRxuJyW/osgRwoBOBzNNi6g4xK6DjGGoajaAC2hkAP7PBmEMrBomBOVerskbj3q93KdDrZeGuz1LyYmUCBlYYVsPdcUsBPvSsqiHIDAQHVK7c0DHp1/P0QCYGHBjIgl1I3HPhA7qpDAwsiwI4KpuQYGJqAOIJu26IeJijm/RlNAxPeod8LsulTx/GGfi8Do8zzzWmk9G9WOfLh+1o5m7ejmtIK/HiS0ICYxDsgaTrHvz5OHIT4h+HlUUZWHJ8KZ2eEyiEYOoecrwR8GELJxfzzmcG+4BEKJQteJ5IxhDsPXkC1hRJR4RYb5qyP5q74nGrW3LLg6rohCVcavGbkGHycPK1oI796lKer8I2povJG5pvK7r64lcV0DWmWFOJnClLCg7iqDvRU7V2USq/R5J2Lbyu7976w7dLnKTqh1hfD9a5NYr99YOCOm2yQSsSqwS1FhaT181aFrhzrn7BhvtS6WJ/3g78/ZCd1yKAYvrMrQNoccHnfHtsMIpDWrlFV55aCdbmPqtSFLh4mZHaQQ0DZmnwnJfPMpQDH023rjEFWRFjKSt43I65kNKRTobioCx0a9nU5jmGuEFTnm5yEe+UmhHDQadklXv460he3BGE0/0vrG18otXhaGFz/YIQTNGTB9cXBYgYRVfYshZL6YFzSUoP8M0og2Fua0sPAW0uxD3QapD+CpVXKNb0K2aRT24WTQ3wD8LE0kubWGXAnymApTV6h+zRLSQezhAc+dBTjPjw0MdyY8jyhN+MB5IUDiYzZ43DFZQgblsmexEcmx35f9i9tOHcAGMDNU+3QECMsOkhEH84HCmM7HTzWK034DhJ1ynhE0TQwxmGr0O+77LIQG+JGTu5+nB7p5YwJn8XZxblB5YvyTsmIphM5B5EgQusB6CPxlcznKKN5MhI2x1ogngZqxGRgSsL2XDqEuoll42As58pZ1e6eituO55bt0eNgT7VK9fS9GYGn7SWEnduF2niL+Yt1FGNr2sF9SvSdxyPEvMF64R6Xq5p36DOgrcb1Ps/NdQHrSiPoQfR5aKCOl3CaYkKyj9oHgQNuus+1+2QT4LulQifSbTMhcBl8fUEp8NlawjhcYVfoCp84e0G13KXxXsCk8Il4YINCSgQ/QhlIlDDltzSQ4U+Y5WIPlHIuRK4Xsup9sBDN27YGSr/iiIgeeHU3uCRCrOcfnP0TIM2lHayFbYdMSkJpaTFt14jstvsxpeiJFGiVAn9Aftu6MfJwAAjK8xSpemIG4b+ihad1yzp0qb4A2Q/BkJuS1DL5kDuQ38HXX2cWFOVhXB1Qrcv9ovXUBx2RuiOrs9QGMJ1uqE/9BGb3M98RvDJq8D5wxNA5o6kCVGuhGc7zyQ8gYSVyIp2YJh3AsyOWmrKd9g2xS1KPiwmo6gkjIVF822cVbTzBX1/JqUGCAtSm5PJTy9+/Cuc67Op6jc/jcdfySWVUB/0AfV2Y0rcQl2UaDxvZVEjoA6yNSz9K3qjiN8jnp4bKBvYNGnl7rFEdeUkqX0ldeGfJLc9jImm00PatmyLdXRf4Zd7PBPpmNgU9AUFi6uDOuJCsdYyVzTuJIGniobKn37/5w7qw5F2fxhP7QKryRvy4RHRSRU+grSJPHKHnb00jvGS9RpDGxK4kFQGMWAfigoc0Y/+jNLU4GBIdX7prwCQRY5HuoroVJE4Ih6yXmTOSJcmsmgW4GwA9x4HceiJoXQck5w00qKqkeLz/jq+jCRkEu4TM0cn+ySGUzs+dK762564lvUAcJDiXnBPDefp6YrWkr7wYTwZ3BAaZApJbe5FstGbgT2R5iNmThgEQkEPm3eXpbplTVFkWMTLjOpu5CgR6OLwoLYdY0xRfb89PwH50X+x86Rb3tPTxMj3W6SLaj0NU5MGo0+aPKJHiuaGnD14oGzR4cZbyUiBBplS3bqK6LvOpbngx2LJi2lhSKcq01LLYpFzGKQLob6nq4awfsgQYEqFNVQYyUECBszLdAa9Eb1dB8qDr9WWozl0GN/tWBObxgTcf1GbqJVOMtTecf00G2LMUsTkTSwk0kirYWKdwCddy641qFM1vfacS1pKXkDDkIXyoYENPtNzDNqAdCZ2kbeUYl2gzg59Sd64JsmTTkc2D3+r/Z++XmfAHMtdNzaqK92C2Y1HGxiHK6JLTSkM4mPJCpdEeBvFK9psGAdB6VhuciWFweAcTWHO3Khh5csdQKuCBvrKlvqQKRRbeygBGMoNtQCUpgiLKWilCFQbFPzOcqqxwa2ReEiSwg9Hv0HgkJWsMm8fGdlFuCgcvnGBIgLjhaGe3Uaas/GRYSqFew1xEveWQztZGTu7iH8hh3LRiowBbrkguMg55yAQc3M8Ac7XADiDCjZm6ug2GCzReZdytzN4KsvJiBXFmB4ao+FIn1HD3xY5Dygz5E5ZSJCwJj7HnL2gTK8UO3ikJ2eRIZHVhL6FgBsU5RWNJjjvX7HpgHdIaExpq0OiEnzvReHhkM3sejxKTZEOkTFnidqWdlIL2Z3FChbFiMmjO4hR0A5bpk8fj6s//Go3N/Tq/FYLztV0S11vZ+FszGvVJpJeFzQVwgaMZoPsPlCs+EisZ3Lp1MneRLVyRWwVWqgrrznlWqNXJyeKMYcuHRgd+mcEKZGMlhvK1VzMDWJMf2ZyEuCXjpcPFQRUridC/RdJ4FlMTL7CyPGfdZjDrTjoj1vb7z6ZHdgGuqe8lQQ6bC3HDvQdV6eCuI3ITfnnhs5LoJ5ACsCSUcKLL2MQz1Z8tFRqc0CGbg3w+pnNpP0GoRTrdM5z0OSlB9CMIx40RtPA36QINtOxWuGkPKGfWt6xytP7X4qKg+HTSAmJp/McAwT6T1V87LISrqHwDevQq1S2mxT3IlcaU6AkR3a/opU0Qz8l7r744mVMxJHyLTnwQ8MKIrWlTJrndJ9w5kI04c3jFbQ7MNmqxoGE1AgdhJF6sKP/KvbuS6YiZLQBbT0jOH8hpq/RjWe9uuMSdPQcYYlbxTIALMqYTD+ojHJEdnZCEL49BrhQTRWVqxQH6xHxbBrSF+ETSIlsnFIkK8AaYE52LCi+prO2w03EHpy80LLqAY8IB9RAK7Sfvk5U73PY1srTg7A1e0X/RMOQUR0eYGS4gCeMY058oEJtViNyVBpAidNJLGay9JdSPu1xK4CLQr1fuVu3qH6M+EgayruL0u0jxMSZskNGU1PCDs3wUclB58oK9qygXnMJNETs6Fz81Pn7lxanDIxQuLLgwq+VnmTLbjzCI2LNOhbPM4pg8F9AYxnH5yw6YnShHAOW0oiMCQWj2LOInvTcoahlBUL2Uvatcpe3QYqJacqICj0wqlTMxfTvP/o5NpKhr7VXG9ePfBak1FHAt60BYnbdca+wpY7Zm0lGNPhxMnwjFWAlnXp45+Deg8RWDJ/x608dGj/by5nikRk0lcJEymBpWVBgM6PC8WsYM/XnwY5zdTYdxF4SnTmMfjeM7PsqlUY8HWqkD013Acw7YSxD8bxHn4GIDlvgK6FGxyOluBYP3HQTGC9AILigwpZ39YxEOGAdtRJkCp6M1Pqjb3kjq7Zcf9nZUKjNKQL1iHMNRUFntySnMQRYm7SGIM9dbWBSNXnMmgUDM6p8UdTD6beQqXeSxdrJQi1b7Fa4kkGnmPEMQ9JgApsTg3NmqXm7cT1m8rMQlrbwpEiS36nBOqEuzNwJPfGf/jVgfxJu/NN05mFKfagL+CaQVoN+JNa6NVVRHk41mNgO+f9I5pmfAyC+mK9ymE6hKARjFknjFhshDB4UcqI4RyjHRyxqv4SgQes4ED4wlgJvazHto17tfwV7zLm3hs8D1nRX0tFGqtY0R6RqUOZXOfq8vkz6yRCnoa3Sf1MGh9YDufw0YHdxQKGBJb12dhfJ68F9YDr0jLPdJYV4bNtn5Kda7MEJYfcrmBFNRPdWXrDWmYNDxfvFJIQE2g3gj8MKdu6M7HgCyDwKOVAh1cH+WxD+fGj0HQR51xEtzgLmUS4b9wZbb5ioUao2Q8Uk/VCUHZAFODxi+5wE9J8G3xTqA1nkJHSZlWa9qwQe5EvW0QsFdY0zQh3VTEqvKTkX1Hwu4KBXTgQineG/ItstjJQrlChZO6jLSI5LGXkA0NmQLkKYCtNaPmORTqMpbTnt4UhcymCd31v859iXu14pbZOSQKA+/NdAfayWiXGzh1/ttjv0L+DEUQsr/oTITrN1FL6ZI26mXCmE/azo5YiHWy5KF+wRTB2xlqB3EcIjPuZzfbcJ7Cyl7YsRtM09xXSliUAnm07FNPnp9yfQf/AZDCkbu9KyDSmwtLiA9/Ne7U7B6SXuclzEia62F0eSo9AHy6UzfJqy1baAAH0+w0NHFiB8cWwnZdsGwQdzcxxTSzPIoggzhbkUHK1D5N+/DWSl/NPcAn0Guh3IX5CasEV3Ap0RM5ENYj3XqTq0NY1I9A8Y5EB1R9EuvlQRtitSpzJBjIIflgtLfcBoKtYAnBZIs92hNRZVSDGp+uPbxvdvDHU1Vw/1WF0NxDlNC9hPmC+UXJzbl5G/Y/iDHuU663JxCe3k/5gq+IdiDEWX402u2vK0isoSTY+N71azJ6pTh0Gdx4C0kgQ/Uy2AULnHJ5wCLwz1EFisg5fBHj2IyoVysKI1xb8qf+ep1Vcd+Zlb1pdmgy2nxyP3C4sUBs+calcMcx1Zk0K2K/yKmb8rX1lZy7JQdSDSochlCglfQlIz0PA1aEUxxe2GJHS9QWyaT7s271cAOr26+2gxGhk8onEmwbcCQ5saQ2rMEjiGg/A15OQNv2mR6KE2JxMNdNiUDx0Ju6rBodFOwPRB1m4u9Nyc1Fe8WdgpFlTBV27ZbpCU1+trmSiPZNQ+sWGptZeew2ErQ0S8+NKyO21Zb6ArmtMPF5lFwfYohbNJwazdEEcZ1OammXiGIaIhLll150J9xQkw9wo7Ltc+PqmL8P74aTT6xmpsDXUj0TvLtQYtJZZ9U0OdtxDTcgB4f6EJTJXftqqhoQdN9VLYq2xQolNPDzic5aW2kxWox9qgIuqWPN0MLpRBpWbV3SSvsjOCPvHanCLE4B1hgRQaMOAz5WGXInP7d5Xq6Mmg+TCR3tjMZiOYVA689nLLHVE31loKI7kvSnJXqHArtud88t5mM7SuUOpG9ExG9J6iHhfV+dIlMWuB1N5bbwKsQZkqWvFw+PTJXoC/d1ape5ajq5qb0Ek13XNwyK1oWEGJYqTOlAEeZRAoRmBAxcxOGTyji4XfdwCRGtAuWk9bzc3Ztpk5nhlABo6MeKYa/y0VDvPzrwKVvgxD+E2hJ0O/gd1FWcMsRAFI+OgecjzAMR7zCqaqmLVDik8doWeJeks0BHSsho2Nw1mawSEhR4XsMdv4cuh4XMV3HcvCVebt6oEPnr5trS5Q11S3lVaypey/m4qCbkrynDB71gpSZPBajCphPRDBnXydyrLxuwXbqMo19T2T/cp3enWqZTo/+KTzqblbE6WXsWIax0mKcGx8qSG2IMbibi9ae6t4LKtkB/8msMsvXNxSBqIUPdOxUfQklPvsduzTlfwrqkN4y21yit5ol2LOpzSQQfsHZyOSLPwCpwtbdoUsqT1H6mstbeRrIbqhM86b2QuSIcBIaqDR+GtAhfkBvvcQkwRQUdYbvCkqrnVDQYJfHQye6gL9RLr/Zu7/Z+9Ku9Q2lyYfdA7nCG0BLGQLCaHRDKAFCbHv//9fvVX9CGac+M1NvNuBe+M4szCIUT/dXV1dJdt2YaDc4oAteDIMDEjU7Xuy9cVVWpmqw/Y9neJgQMNhdJAGjfYbc6avdFS1O+ppLdl7i0H02BR0oOfqG7cUDlSYRWkFbU5SteFhI/uE0Yi0dQLuPb7zOGOpk0HNLhl9CA85kC2kGbgCPggyry9Wu13Jt4WcGmKsO727q9/lpBLJD91GOSKS6nkp2yZUg7qp1chqwqCneC5DCiRkHLHs92inC2mnb76KN1UbVb9PbvYPr2I1yc3gKbkr1nHRdegpqyfoAedc82RukGdW6zW/WahLz9zuNEatRLksNwZdjjTTQpQgigpDkDWtk7ZLCGVjZgXQHfyEnpSOjmx6xQkY7T230VlDnuyRkgUyFoCRtAALG22PqebPStqk83U6XWGU6zfKrBjYrOi4jhe/VKyU04GzOMIN8GvD0AUSWdRRoxyRzZcOi2nRI5GbTylMKF16b4oOL4/7UrWbzQCQVDIZwLS/In1RsQLlGa1uOod4Bd98WW2dVzsSZsVQE5LGSGJU/aRBEd9jrg6xAib6iR0cuklxsilHFn4NkwAcnJHLzSFd3nHDbGu38RHG5/o3ReU4V28K+JsJ4vRGcRsPKaJP/NYT0CcVeJytMkI9495bJIY06kzgkXALdSG6nM/7KldmT02LLtScyX2sJ5+ZTW4Em/smu8rps5usLJeFB0KcBWeEJobkzqi5vZT8lvFbZXQVIvitdMjgUreB0Y+hTiMSdKRn456jPTN69gLjaMwyILruyeiM29qzIYiijBSAv7gJudTpi2gLFObQVYJMZskwX50japnCbO7sr0BQUAWw3rpV091wedgozQ0Zs1P+YUu13JRGbjBTiTn863tsaWF4Al0WT+p1WZjvSqjYgxhE0hV1Gxx1+El46zdo4Ubha3+VUEEnID2Bad02E+odF4zRklaQ992vllTIrcn2jemDN51APYLuish12NJF2HPQAWBxSN1qN+BEbYCd3axE5z5wWLEZapdA/KvR75ApoylkuW18B1hOeK1jZY2mjFcx2uzfQn1IB1204Bwynk57EXFUMlvcS/VkK4VVNunZM+qNkdN2JMsl4QieLMFmxU2xYsfx3SqGzumTm0AVDaDiN8Q9JU5F7xtOkaYs+coymzbnEe8Vbra1f69m/a9kNM1yJnPwFHdwSauk760O2Cepiwkd0MiyosYB2kBsXCrFUVIz+CcLyB7ly6Dnid/XwP7ur18DsR9n005aXsANSIhHjOIqbHLj14dqlqu0A46r0dqSLIpCFyKqfYqocpMTO6QZvgyyE1bnB9jzWTytSjTsICuzhMcpVW6OewphRyNZBB0PbAzOMSqgU0u3WaLtyd6/SPi4uIApLNkGX2kZ9YtDnSeshE7DWk/ID5BsLZZqIQV9UT8TF0IFndPEiv653FlJBrdQx5kAzZCcS07s6fecyoku1fRmGtEEdPxqw6wcHO8onxrATz4yeJah60iB+3gVs6YCEUOnqYS69nuHOinRYHYcOGdbU5p1ye23NUa/lMiOk2w2EBMF0EcdUSpiViSpDOoNqCnBVYFRjGsbptH6AebSbcfPj2uRq8DsrdjAFWa/PeQoB8c8+OkgE05RiVATEimwS5NFKMJ5pM5AFANiygNHvXLtBxzqXHWHHDaOpzmROazhH/ZlAWNNQFHsIiP6VUM7z6Vkl++J5KZPIyzuEbk+Njmwy+Pawi7WDPMnCPXotoA6uSlUQGjD7d1WSJFSJdSxt89mORPpS+HAz7JkoJZSJNSpX0b5f/b06NbFymWi3F3ukXtXmOdQTylZTBpXVxXwzTpMo0xFph2bhUTYOGnj/EaTJ4wAucTabv3Gof5qUmX71bYUXSep5AuaiC7xSwFhPp9xyOOJLIvLGSmqyQFXz6G/iq0q/iJNTKN+TEOCX093kFU0RoNL3RpclLwEaos13SLPQY9ATHM3FQvcPZJee8Ijw842eELUzOzZ7ZaCD3+Y5y6k6LwUO62YKhF5wKlVwa+uogkJfIOnwJIouuvIEi36DiBzlJaI6EMDwme/a4Lcg1mg9nNk9YYql0xfUy5kh5tdFE/tFor2G2pzCXWlcI2YexPqKPQR6piwrDbCadsWqVisg8Iq9Lo3mfsW6ncvyGY9LmkqgLtbnIQ6c7rajbux6CXXYwQ4tfSW9juH+n1gDCq05eXHFaiypJmXpWhA1LKI7oohELMiZ9K+yLqDOBPDgxWfbHIiU4r1I8oSOacgQ0cufA35IHS6axAvlsuUThL+QAA4n1KKLqdTlHj1idJglV5cYOX6NYn07/6L1pq1SR2bCQDeQRTA6lslyyC4DKrc9wVHhCh11yU5BhdgDSIsIUFbGgKdjtWs2HV+NKT0p1CP3zq1EW/rKRXHobLcg+OC0OWgZcpYV8TYaTxwbNuRnp5rMfwqGH0wq6+BlCeiYDMRoZo3IpNj9SNmya2Hb4xahWfzZi43pcLVhMN75fXWIO+T+2q81fmtQ/22VMbMxlDtZ7BQgpJTQUgbYmiHYsR04ooFKabnWO3sij9LkUIsHvuQHaVDbRo/5j1Sm2Wi0upOUZFsgSuWqOHnxXxdBzyZZHqOrS8uzEvAhLjxkiIQuiuAqnZL/fGjFg47ol0BEqDmznBjg9pPeLGkdEgdoggBW0EWrcHD514tahQIh0S0K3FkF6jT6dzrkY7x84R6fK+v2UdR605tmHKxbMqEjYE5lsqm8US4M1SVAaOt+ybU8WWkbMtQrqbblZhCxU0pfpeMbUD42W2RToEEilvz1h7iLmclTlET5RQrsKH6xt891BXlF5nFVMtjaNrT/apU0uXofoG29W3ZRHWE9Io6fgAOPASUaUXMo0K3hBHC9Tn9R5QkzfTNwKikG21QiShKEFQb85i+iqhF+lxe4yK9hwX8BAIsmAYCi7wPvzQeVnr7R9Cf280ur5yUIJBjw5DOT/wNQMcipEk1EEQ26mycaJQ8mpQTjxgcN9IsxfBpcwj54xqQTxfwd5slCNjSStpttlipKAwWDThbh8My59ide68QA4LIOApG+9arj26hTgi+zoUIP2kS92uvntw222YCwd3pNfF9x33yRvjqVchSxgMiQ61e6vTm2fb7ZnXtjgRTn8DGEKjTw6LlDrYE9HekzThdQhTsCwLsIC7yMRjXBmc5Vstslmgs81sPc/5HcpRwt50Ii8hHmKjMV+V4hJfOrOjJ/iLMIsegaHLxxhSCiXWbl2N8bjb7pt89uysSHt5G0BC4adyNoHpP5Y3lMseoM+0T/ST3B8A7GHMZzS6kYTLugh6G2fkZ7qSPQr1ByIWOPqEpMrolrt6paRu1JCkOccBviqbHY4HEyVrnoq0ou4oh04Shvr2F+lTl8ulNWvIudnOTwLgR4f8U6urLqCfNSd3NO0bR70iZVXaxDHXjl7Jn/IybjY67uszZkVpMmYj3ItoJVssC6uSjlAa9Dor3PvjYsT+DbKq8Jygd5ZerN+3mD4F/2/c4lyochjYj1iPFhiJOwKZpjQ4yL+TUczjYhA5cJfA6DVWICJComCUdFXI/olcXrET+UY48EdgBXMAE6XA6DajcPqBKxSyDRywk0qQAk7jCNdA0itncUodUu/MjQ72jNtsixX+fURsyonkQU6co/EmsD2gaElOqHXS1/RKKZiLQrQQhMQi17tM2KpqWtEEHWR6LpjeHmJnq1cn4aMoGFfyxAtwbw1Z8ulGvudNjFVzXHAXTWaNWP+WJxJl9LJBTu/Vfe3R9+qBSyBPwxUBK31GcTwaE2n/mt4NOrj5kcaUHjOIMHD6fmqo5fJ4dq/ULDETgouvlh81cZccU5B+owmK1bfyTX8BrqDfhRwLQaKxs0VGeg6ZIuiV1yKhRBr4anK0wbSumQnVRKRh+ALbTpHWs5SuTFoY60v99gWY2uXXdyT2MG4MJ/KH2YcQIJr4N99VM7S4hr77rLmCVUE8cL/c/Guoap9XYCIXLd1FNgzG8UgbUSJU6Xe/8vG8Ii3PbL8CFRzsIWYPxGN58nkKq24bxS7z5VtcFQZmErqwEiwnk3kYp/2euLu+h3rg90AsTJLjJTO23YeAh3EpZGW/05TZYOAHdf5bcKn5sS/edu0tLzHWXenXkAto6n70xfmtG50lTgsvfIwEFGOpCmSPRU/lB3Z3eJq8PVbQrvryEOgNeGiFda/0HH443qWhHAIlUjp9lf/SVx/1T04IMbwIT9nFW0vyBULXxq/wGFQ9JM728nGIro6A2LIYF+rffV/laoX5TgBdXabqCqSUUUaJxVKizDcdJvGIXvi2b5TbhsaOCfxvqcPiQUMcG3LTRmmkWW5p+XablE47qRkKeSeKZMnWczRrvnGYd/i3JrrGTUdV7cp/aMdS1zn8u1JVaotOb0tyoazXoG9DuTuenPvfw4tSWq9XHNj5aD1teuwZ1VE3Xf4lyijsq7MR7UVnEBBH1r7jv/x1CPXkzUScedgPjhyqKJdQj2j5gU5raEFCJloRLV1asu/aUNYMnUmEQcd7wPIAy1c37QehyU0WjSURoElUBPZM5rceBoHZc8fGMmrOKFn8P9UTcIGfTyZ1lJ/292pJhLvuRaMeP63llSguQxFQIsam1za+3zPntoHiBpi2cSqZlyZoNEvpt6byt//zCf2qEyJmA4TTZvG1Yv8Idcwv1iXI9H8umy83QCeRY1uaOYsdGyT3Um5UXEYaGfKyv3JOZ1ccQnIIc10GSuviwS6in/EI61jJQp3m9zJMkgyaJ6FhkKrSJuJNeN34N9WZvHbhdKlKV0S3Y5bP8vIS6/p8LdaWj1rEbrKhZgtONN8ybn/aIalTNbxMBqqpxbq79Ih57DYGOfjf6XdCuI94dmvkLhLrgXJEKdWW3LL1z5PfsG+s1iKSAX+5or4KU3YQ6EbURZXxlsk5zCxoy7ZXVUjpVyhNTFeqNnNRkvj+U0xRUBCw8lZAV5cCNMrPwxaBkzYyqz/KlM0WsaRbaxQg6buSmYwXJ240u8X8t0oWUwhsOzaNxd1giAfOnnjzqikhiWkpr+tZ5fESi/XVsNTEafD1iDf3XyOrTSZMzpVsfN0vk2G7r2fbdYAUrL+Ut1LcM9YkKdYxNRIBDiHXYr6BczY6iUCzaFbd9pgp4QuhYZiuOx3IG88v1Ettam+MKkoAp5XfnBQSg5wWNGLEST4qcsneb3BuM8Rt/R+HQSKj/J1G5Rpy9IyYsuNvaN8XUzk+eIdUy6u2XhtdPJYgfQI/5fE4TO0atGf0Lc4B8Jc1ot/SfOdTFVb4/SV61odVqm7DboGaNULfV1joK+DSTQRq9UndoxKeqh2YtTRdfGclhYz0rxZ06T2WD9TYRbywfJqjOR9PTuaLoO7Xqiu2Z8F0GU5N8v82K06o4QlT4WCVvpGmUT3MU38d0svJOsq7Vbj0ej8fj8U914F8Z8E2oq4CC6HOXod4TyK2Ral/uxSwV8zZRmhBHB2DpQ6UPTe81jNvKQiRo7lOym2WjLMhE2Zmhvt2v1qdjsTtj7zpJN5dNeT7lS/7rOF+fN9IgTJKb1OyNLztpZHLEi3fyCPXH4/H4pwW8TqJl3AyybppxApzD17cJdVfQdehOEJc7NJ4LUxV4auWMNpqw5QnUumuRSbMdN3yXyY37qvxjoux4mucM9dXxUGyQx9NksrtUxfmUri/L/HQoVuctKng0CNO3ZNm7+p3EOhuNR6g/Ho/HP7dnhGeb8mCN3+ywKkqaz601IvDChBMIfn08X0Q2dtoslyn7B7EWoXUucfR01gBqtyz8qkqBVBynm22WQf6UDgZ5RVH3ybQ+5ul+PasPRbpZpsW2xqRult6f5VZwqOZCmb49svrj8Xj8K8VYOLEmsqsmDbBabGuCPeg3vseyyip8uTVVJ7C0nt3WUGa0V1eHhaLSKxWJN87qk7sfayIk+EmWjTlEB6iX0o6adJoZsjjWZ8D9iuF7h3+mXFkVShwR/JnSk4uanyC69dGjV388Ho9/B8uJjKSSgG12WWPlxjZWwnFqlyUYQ2GuYqifIBs0ew3lxjddZXeVvO+qUjdQTVweYBSc0r0RysAo8aEUJ26q8jFIV6XAAvAHdeMhe4gvKlLKyRHQS2fqwBiP1bxNVHAgOPUI9cfj8fhnoa41CLwwaJSX0z1tYqHkrgavKniG+oahvhQm3ORNZZ7cEPM7527cEOub2CeAN6MuAaSGqiW9OVe08VpSFrGGG1klPtZU3KZOOL0vKYNMU3FFmZfnuz3tI9Qfj8fj35KXQD7uNzZOSg1CWawKwg1TZFjZO71GTZKQ23wlAjNE0hrDhiRO7sX6m1AXRarb5vkt1IHgcxerKGmNUdKydU7B56JKywr8HJBq8RX4MD6LT+DrOGDHM3Apjiy6e7FAi8dHqD8ej8e/KOCxRt+/RXoj3YxczawJJk0youTlTU0SoZ7my+PpsGZSV3V1s3t205m9JXLFZxu/+Uiz6XJ3cEqEGz9JJm/s25ou/yZCATYe/z9WS2zxfW/95hqBzym3Xe3xq3w8Ho9/FuqqAZYWW5K6skykgQUcKxomnPTqULw/7pZ5eofcmlCPX0t1pewu/br6T/VRgdVGdNAO+af8Rf0ZNn+5fUQ+BqOHEP8bJWLfeBOhm0w+MoiZqFB//CYfj8fjH/ir630RnWmosVJ4q1CPxPXPVybnEuop5Mf3W3hbNBJVt3x9a8xvQnCKLnMrEV4DtZm+w3jz9d8McfzFH755qE/xH8D+cXw/P25wfkOSTdQS66OIfzwej38Y6hR1byD4sRTu4qgyiuDVRM5rv/E4n8yK5WYF17Q3Fi3yL1GFf5V4f0N5uUnW3fQjOWwb07wSDcJ4jB+hYH/8MPVB9RBLibFYPbwB9l9tHOMbusDFzUeoPx6Pxz8NdcTZWCXxt6Ee4sMIOhokQl1OODTYP52nryi7clVr/ho3SrC3zzVT+slrdCZThaaPbzM4Bd1NFB03Tl6tHiaNxhw3aqayXitidpPmaLk93yPUH4/H41/16pSZUpHeFPCSqsNQWDWsun3asUYUkiwyTrdVGEsCj5UBVKJsHW9O7WP1TIqRo0TjGPVx8+yqIBhLam+mZxLP8X11bSywuxBh8QMVTDhNmh3bW8HwKOAfj8fjn5ouI6/3KB4ZKbZcrGpxhq14raqPIMPDo3EsAjJE2yPhpTahrlwdhJP+OmqThmDcIPvxKIpf5d3vgzh1svDnqYKdZ03S7KiydKdGNZm2Ezk7xmre3/QKqkh4wHKPx+PxD0NdEw68VOoSlpI+Y/qcsoAfJ0obdsJmOlLqNFwmlWZaybvK7tk4kmY7UTT1xmJZbZqq8+M+hMN6jPTq9y30sQr1sWTum4gcnz6RBVlZvUmipkkQA1ZVGCh16sew7fF4PP4pMVYzqDTzfR7d5vG5n//LA6LC2k+u//F4PB4/Cwee/t2t/9+J8uZG+Tmfb32BA+bbx//3eZOWXo9Qfzwej3+AwLf/Tcj9OfT+v//+p9/3bz//qa9vP+r3x+Px+AfrLnrnbyLra4fmvwnhf5bl2/oDf388Ho9/Euqa3m4bv+oFNAq9j7T+eDwe/6RXh/To//PQm8fnfv7Pj3bz+F+f1//0+P9+rsrv2qNZfzwej/+tQqP9Ni7kj8fj8Xj8DTGWJfCX9s7/FIm/Ze3/9fl/+vOByLX1R05/PB6PfxDqzOqPrPgPH8rOuN3R29oviQca7aYI0hq7hcfjEeqPx2/aOLRpQgTf4/Z/0NXyEeqPUP/nnrsdo9N+a6T0C17CPeYfv/ZHqD8e/+uN06X4bf+aDcgrMvL4TT5C/fH4m7Sod35l6g5ev9EcVY/f+yPUH4/W/2O2a9wZ97/kmrzW6XwywT8ej1B/PFqfcAkXf3D912w82h1TfM0fof4I9cfj/w9yrWXYvYHv2PovGer4Rbctpz9wnQf8/p8PdX4AvvbcFvvoVrak6OO/UPmZX/yTLU39LBscV/nx1v8rk9P5kvxj6SQEojFVz2+yBm+JU50lCjxtuRhg0YZ8Vr5Kb5l4RYb8//aw5dNaqwvvOljJD0auhpmVjKl14zsEvc1fkknIX1cvHReB/YWW0ZG/4sUZeH2GbCRrRjNAf31dhnoCfKvr+57XH/heV3aXNfOR3v+boY5bvd0EYbv10b2O+x9VK2PE/AqOKm2Jb71z64D5EgzL+FQWwsfNL/SvaRODMi0DQamp0rUtgYyQsfkybJ5hlik/3mwbzNha6xMVuuEM60PqQRd/4I/jgQ1SHw8i43uABKAFmp37qcMtfUOCHi/AMA3rdo7JRXBHgC+//RZk4Klp9bNtNXGdXs+PIr+rN0O3RyD8N7O6YdmMadz5hnGv8jpNuJnMHl+h3jflGNFwi1qW4EOm+ekbzrS+6Ebs4CJMlbBVbpO7Wzf5M1Xia9lcBDDUqWZKD87r69yOo9vrxbFg+dlxWa2qNPSDfm8Yh66tvuvb50Upp5C327otBJjmRKaC0JuCiGnaNFqd5lveHlXyQnvhdreu5uVsGHo9N04GPb4fhv7Q4fwPhrre4MvGXwNMN035MtM0O18h1DWj9Vo2UEym1f4ET7Mjt/OXnC38Vs1GELcsiQkpeFmjMERsk0eMwRPHMLXmFJOva/PDb2MFH3PL0wr2cstN7jn9fg962UHfkC/tfKc+uyXZ2mx+niz0dUzsIOMdsuVMtOSzJmsV6+3vlb2K1ZodDuW8qjZV6MDEA1W8P+jyvdDNRyj8F7M68zdvG8M2OtZrcpXe1bKsJo99Bala/h+dstnhC7B0tAV/veUMVb1bn32kaFZHc7wq8YZBguw7qmrfMmxTpWK7b5tevQ4R/1FRBfigHYYmPtxFYc6xlPE2LVrT1Xperuo8m/hdmFYOYHsTOZphfAdY0/Hhr9N3+T7Y7qBlyciMCIRjG5Y7dFjUW32bmMPAwdd0DTkI3oS61TH7+00Ob9tNEcUuPDf7nueMXB1f13mU8P/BUOcvHSlr4HY7f0WGpEvUbMf+Cj9aSngHbTLaUHWn2YbzqSYVJb7d/pLSF3f/ybecXmi3unE+6d9+vN0a9k0vGk5Ow1YQ+fnJM1puvUY49Ydd9a33EGDC7+22RY2kXiRJ6sGwstv3BokjHfE3h+V6x8ztDyIXr3DiuibJ91ID2X7XGBarUxeBPjsOWm17cIhN/Nk3FSzxtn6fngp6W89nk3Tqdnt8/dGgY5itR6T/B0MdgWEHxyseh8DpvJbxuGv6x3OJL3Tn50v5VUId+7PB+ejKvhXyrFmddn+JdVai6Wnvfj6aZaGx7cpPcczW0LVRttDmgqE+GNt6324Z89TooZjfRLbViio2xf6ITcObwhz/2fEP6ypfr2bhCL7z/W7P6YfjwFYbtd+8eD9keMP63ZaTjZuXRaUBO+q3DNfWDwFe9eCIU8xyNiGOnt7Q/aj2wptg2stjXRXrZTSMo5kPI+3eIAgGLKUe9ft/EoG38+v1Iv8vnY8Q+N75esTtg09ft9qXw0y8YY3iehm0rQZy2l8vn0jrVqu8XvzPDnU5VJwT8p1jm53VJe83hFA4QFU+U7vVGuWCxpcR3pCk5o/sLR0kzY8wgl4/2632u2qapEmUZMDlXH8Y+Q6APOPbZ0VzPePP6XTSJUitGFGqU9mtWgTf9TEiXu8du3xTV2O+n+PI+qjWaNu94Wq536xzaO1TQN/rwoZvMhzwiexHJPwXQ71/vZ4zd1Ccr9ch61bpoDV8wrlct7inL9dz0m8RmTNuOLrGvIAmXlfscEtVvmZLt+S5+XWmhLbZtOmGjKjx1xxRzL+a+Bk2Q11GxXiKtkzE1SsrrtfPzuo64wNZfex6qWPYXa+8OLopEJbRPfYUsp53OXa2q67etsIlcn7b2voyFlBDbL3jhNlyvVrW9b7O86LI8xzdP1wrvTDqW3JBlmCL3yzmzU1hd/2e6ZwzvxgqtgHe2XkiP9iPiHK4e/YmxirmN7gnWwpzXZiwpjup6s2mKreHPJ+nZVakeTDgeH3sdXGBGnsodPPf9d7r8O7rcL0OEwCj86V3Mt9/63N2eglEff791WIsGK/QKZ/P/DF7TH+rnPyJXn16vY44p4klrWPm3AdMy466e7nuW7Zzvl5sTQIaiFlbs13fs1S7h6/0+3zbwPRwvNDFjUf8y7Y9vyffYHcRbS5hI7PLDxmM4n6r7/XIarE2zOpIwcC7uiYzDTKu6/Va5eX62VndljlY9xh2eyP237qTTx0vStweIufkyO/EHfI2M3wXY6xOtJTCd5UQ7JbYbeNiZpvdfreuy3xbJMqtZuqzWY+HPW/sydMwz367X7G2Xg+8xG8BdTDDi9MFjYfv5zHgL9EZ88Bs9TY95PZWNUTbonXPLs8CjjY6Vi+oD/vNblsVZQ1fnBB2OekE3brjJ71+EPRZGAicb323W9N4VfDH5EU31PK/+flPp1hE/zrQLbP1MX/k3/7gPw2D5TW07R/AeP4fekx/zeoGCnSfcdaNJwEQMX91vVwuabelI9QPrQSF/RU9u6VOLjM6sdRfdfE7c7fyuZjV5eTMdr/Cd7W6xQVfsmWtfDgfXJwUl2F3d7keU1trZ5drVOPzG3aZDHXMiTM+zclFb9lyz/jcdHO5el8iH4F6/DywOU5jq+Dldt8x/Eno+Ueg1y2jP7RZBbs+YUcrqWUfvc6bspxwnJ+ul1W12qH8rdIognt8Mpl5Ttfpxb4Le/jI7UqMaN8uUqztBGBDrzU8O+3WcTJ0fRjQe4Ozr5EAYWdbXEpv3+8gOx/GPHntsy+hi2txXMwd6rLaHjbrusLrHydhOBsBg3eCyQDOm7PQse2W1up8R3xOu6niYKqj5pWm/gWQhxSZioL579PBFwSmvGGW9RHabJk/ivPc0v/VsC1CoKV9JioT6XdwlradCZ5ZXY/5H5cNr83EUYzUj4PgejkhnA7Xy5lfjVssRcif8PHaaXf3fALEOpKMxD+PA/UXnCSCC/AJtoCQ8QS45Xhg8DndVtuVL7vgqwdf8g4AljswcTk8cU3fN9iFA4FTic/0eMBpTp8VoNYalzqH7uuxQHEap9RBVpfzolxt1uvNvpyJ83OUeH3PH+ao4u1+FHjklH9TbO40ZVNu94+2rdVT9ul9DMyOTbnjrfDSe4ceb731kAw++zwQzx5csxvP66os6812s9mvJslsOo3G08gFOTZMXLfveCMfZBr2W98vCaFT69yKdq3RwzGsL6nfP2tK09FaX5TVtT93Hu0ve74vuH7tX/bqdsuR4L4sE4aAhaQ9crwlMz2zum676NW7XVwLay4H8Rx0uyc20+H1AiQoQnyb1uVytnV+2GlNL9eyx8y+NvTj5brqD5mpPTdjjcAC/jL18E3XqGUdWcD71+uu72SXCyBATAIqF2XFl4S6Sfotyl6UFyPXjZy+79yoJs7aY9U7ioep6c6no9EEqSXfIMcb5t5tKwZdp9Ur6lVZ1+s1Bm3r87bM0zQrqnrqeYP+YIjU3u0PETZdohXf7Dy3jmM2Il53HbS6dZ9ABuGN9QQv1jGtAcPbxZwBp9g25O/VRXdiqusfVahJ6vUWib0+Hus8neZlmWejwcDtBy5t8ga8AERf+zvfnQ0JE8eRsJK/hKGLXyhmsp1//208X6wvGJbqoJq84rIWGYuG/d3Zh2yA/l4p8K9Z3W4N1iqRX4qeicAuwTTDvyoLoY7wAyx3MjW7Cx44aKGTKe4re3e9enrCuDQtr983AeBd/K7Wd4FPn69nhICBfxn4O2LfBhgwQ22O52kZSP85fjrie2MbgsDjD6DJLRwTXQd1fK/Fn/sFoU7yuz2Yj4Zh6FtuXXJibphC/mvFIRqUEhDb0A4LPJJOpxtOgBMY/dIyBXZk936sECPLVT0v6j2QuWWVz6bheOT1u93ecNB13e7A60WDVusbDqjddeG5wyma9XzgoxxqiL7DDLO2NBwOnbbVGSzRpmjdZcI5xrBi8BCt69YI8rJarYoC59V2s6zx+iejOOS80A1cDt0GfW9sfM/6nUs2FsFX3brNOWSU8CUHh/F5vb7+RUm43fqIUma1Wj9uZfBvY/2voS5VYrSREntpDhFtVZEjsZ4th6HeNjFys1vBpanAneHsiLC89s2hFN6VDwjP5mD+coxcYGz42LJKKzyfyxLBkQ4B54NDkM9BqHusJPBVKtQtlOvLcl6ixve9Kwb4QBrq6xf06nJluo0FkLYtNTYgE9zUUqwORg64vpopHFmZLhNwR0fvBF5L6ngOB/JTVdbrFcOlrot5vanGA/BPABg64NEErt3rIeIj95v+kq1+v4vzlail6zRkQ7zUboYCayDtFnZxBg64/baLswqsP6/TViw497it6t1qvZxXa4Q7CvnC73e5yApybBcdSNfBup4fdozvaXOJTVrPd7tN+sOV2NJsf8HRgRv3MzZzkYBt5wvgfwDPtvNReu049neEN9/QWf++h/nEsA1jboLf/TlCtxtdJMEzclVwtkz00SbDFR/3bZ/VPlvvgdGaXeRLz6CF94/qm3KzJ/WB/MegxVA3UOlfAXkjV5+1Fnp1gvM2nsEwWcDb59tU/+oP8ASo6awUBf8XwSbM4h0Z4pkk1Bhq/of/HHi2wOZOS8aJBpUVecP1PdVOSkU+WW8OO0b6crcuWQlXsdvtW/3hABg8at8+Snhk1h4saL5duw68Wm+ynqUY7S2ZZBJMJAiMuLZvLAJeQj9o5p0YdqxWq/0Wzfp8tQMtFvVJ7uF0Qnij2e/2EW+I+8koMFvfkTY3KOWmuKy8tixA7M8zvljjS+qE7unyr6s/jZDN59M2WK47u0v89obzLmf3u0e64Tjm31cnn4DlsjmAcwKaTKbI6gWWs8m/ZqjvcPyiFDdbbpZOp2nPIeLuGrWCyO1RRTz+zP7LnSiIzkZZMHAxwO1hOHSSwXnEcoChfmoz1D2+TlYNTVa/XPj1QItslPUFY22NYZumjqx2x2ju8S/WV5MplM0lPszRtTfT3lYHH2XfqClyTFbPK2DXy/KwqhAu63ScRujQe4h1kOW7nj/whsORH3WaYVX7a+wI/OMbvCuD0PbHQxfLdrmyZgpVqbcsyzWIfvV2tyzz1RIkIPBnel3HH3bJjg3d4dAbjjlya/b79G8Y8WplaszT/HxmuGc8o/QjGjlD1D4gliCgAXd6MIZTVL6mNrfl2LbuegmyQ6yEv/AP0opv3ZA2ntK4ETU5PmS5qa03Z7+ht1UBppvUZcCd6PNu0NvtJlg66siUhSdZ2G5rNyESfASNBp/K4KvA6c6+dKbKIUveQYDJTgfdv926aR5o6l+Wenrtvh9tcFjFFQRNyjSr+Y3Z/ANsCN1sVBVINrHaiopyxy7Vu9Vq+GfDcypnfNtSeaEjmgvmrVIyPwnLoVhP+aLtDWruHhIrtyQHfdfsn697vPGMZWFq4cd7+FoOoQnLzbKMX4hQdfp5TsALLJzcPgKhA3cGa2Bt53g94btGwOAsvXe5nEwzv1xzvMXoB1YybLM0zPYwojP73aEBMg8KfsM5oCJoVjfkl6F/hUiSUMd9o8agb0KdHCDFiFFvU8dM0apvq9V+v6+K+bbOJ9FsFiDGHRd1sB/kU1BpnEE0SaSy1g3T+J7HuewHtD+er0qehy2eLnhTH7T3bb3c7NGyz+tVPo2idAykpdvzBq7rT2vPRbfuZanbs24l0LeV52Ozd8aADyUFTv8hT9TjdS5ByAjRpZkyb1UwunkhX2kYnXNpmNRm9Tmj+aetmCtdZhysJ+qsx001LO3IPY2aRwbvMg69obK3mZijMokl3K6bIIv9Cuq3jWabWbNUMHKv2mpGW/gGhPqEb7mtAEbDXddd9dSWrB4rbofR0G1U9Avbx5AJoa4JE62jCjONl92xJcJ1wVrwvHhWR36crdg5KE2FA4Y3riNXrgMLC1qK3fk66FfnoNlghn/N6mbAUbbnetn1unbQdV+mdh8Jfsp3cosfg9+SCJow+JD0K9MKpRGvrtekx1L80iVK77LwvgY20bqegz+PdhsIvKN3Ivx2VVZv6fghl8j3yMxrOxiz9Syc91vXZuNgA4G/VH0XP/ziqlDXTSglKS2WLzZr0F49G95y2G8sBAYsb6y+v9uvawyr6sMW/15jrh5F8aTv9N3BZA4O3W4CeKvrR4Ox77u8I7XvbqXQ/ijUVc5gJmFlbA3y0w7BzrH6dlmv60kUhcnMx2vuhtmkrpYrD6ndHQ2iwPedZkT97RoRudWq69kRBEvrba8n3tanS2YrQZ0mEvE+IiF3rI6ldvXV2avrcgLw4jqGtKdMbgxFVtKIWaVN0GmqB9NUSkMNxdnQmtR8Fxggm8C+CC30dg9YTWVmGArBaaritpI0aQKJP7VjGgLyAIKaSrNvqJ/S4eGL1YuOfIOKNFNeI+VBRIj0PhpizcA0btwSsPXGh8dUu90toZ/pwhpoN8xS+WEddfDwejs4bgzGvmW2m5XleznEJzc+ldU7+D00j1OooTBQjfO+1+peLwdTxxl2MuVgA77VxWdPQqLxCalfOUdDJWYeOBnnf/db9qnB8wf8Vp4SKOBjg9y785u5+gHXiK9EMbFqfvrAZlqX18GDgL9QMFqJz3+duaX2yb9K2Oi6enuB/ntpuauW+8NqXmyq1Xq3zNKyTMEs9fxoXO426H0jLI64EXqUQTccquO/8z2HLO2P0DStqVCIbONSBgGY+6s1kDnA76vVFhBpXqbToh4Oo1F+QF1flQO0I4PMYZsVC7Cld74hz8OUdJEbmhqtgZnh4gJYwGNIZdq6JDONiiIdVY3KLY2gxQqDfZPOMliQ6YoNarCC5/M6vA0NIXdJ6jQkz9pqr9+0bPk+qoNZUg1ZtiqiHYa63FG2iiJ8ThV7snMpgSmCP0oRoEMOuKmOGzyD2TFPmBSDh6MUeK3XHW38ZhRAdytBCLjoIoNAB2QDl9dQC0ypQeQ3ZjmEjiyNTSS/x1E9gyNdFd4ERXdWR4vNpWWEPl7c+TK+TfRldYxvldIpMY1bX/lXGUlLsLbLZe7ya9w1g7Hskl16AmnUWl9k/0x1UxySn5PgdEbx7u8Z6OeUDNhCQJfK42Iq6vjzdePh7D4eT/jW8CJZ/XxZavYYOP2WbDlMpdvVBbNg3ZliKo8Gny/UQ5SfZ9Hl3FdWYwaK/B4PPO2ryKGr+uzjJ9PI7ehQlwVH5DBLl5itoctFmOzzvGRo77blfL0p5nk6xxmwLGN/GJebPsD4fhhohvF95yvqcHqrN3ATDMOn+pMUU4NpuTmCPYO1vJKsv82hzut1zogvV4j1YuhH+Tp20Iw4s66lGe1vSulSoV5JAGlGp5/mfcTEAQPY4fZ4yIYOXjjbjmh1Op8qKOCh77SnM6NfHQ+bqCulNcJ6tj6fypHUwG0Fj7Qxx/F609N5GXbpVmVNctvdH6shQsqJqtOpxsc1eXY7nB/Ox3Xqsg2XUCcOn2UhQtry54fTsQCF0rmBCxbuhm5Qnc9l5LCayLKuFCDtOHORv8/XsDvdnXdR12D70M3zrtT2XnE4HmcuahfzjoJ0p8vzeTklu7KbTbtNXk5mg1Y3jVtufj4XEb46OBw2cY9vkTsJW95ye6SaghMdjnwL1Bni58fzBt+IZx9WSJZ5qrf80rXT43HsT2dyHHRa/WnqNF3On7O6/Aq6LnBZNlW8UMcf8GREW2s5zbkikg9y6tj9AdKsY7P0MLtD1Ne6dB826Bk9dZxYpuc7qtJw1PnIsYj0YlKEGS6bXEg9NcwDzObBR2FnBFcxfM6k7FuTuDrOAe/S1+mGNegka/LHXwt7qaX6KcZsqH3r7aqol9sDZuqrogKFJk5yP4yDUY71byyQHDZg2GC67g5n0Q+wTGlrHzXXmjjZ8sSBIse5qOsai7dVtdzugcytMC0s52mSx/EoipIiBwkQEVRXG0wVHD+sVDL4drDirYC/uLcRFTS08PKPl+VKzV5yWRhOb5ObOb+shzZPzYI2Lsvwzq3Y3LoyfFDQPbJ6IUjfdd1nvrlcx/yvGWqbg6oPd55cmlvwyS+qbpW6n4cHWk8Xk6GsGTnNJRR4NFCgxWueYT3gq0H1gE9g9+iayPhovZenOw75HYDleCB1i4YamvB8U6HeRu5S5S6BabxcJF0Qt/EdA827nofqolPnpKrZHn64fz2O1LAi7m7VS3AYVU6p3oFzoglwjf862Z35tazx4RMaZle91en11BVu0icoNDyvnHazoy2th9QKb7Efy3gFFG010mur1fKOdqMj22rXhYChLTRjq9XEKwDu9u1QuaGWRqNbauMEhrAVO5yO+kmEYV9vPD2cO1rrK2yNCq6qt28mLe1X8WcV6/iRYb07LzcViCdgnZT1st4Chk+LNAqH4SwJR1F+3KRZWlSrDVInRlZetQ0b2FX/7n6Lb+W1mNg7lpvuTnzlAOVWFV7lGol9WUzTOAiCMS4Ckb6vsuk0X+3X2IJxeu74ANaUcA/Mbw3LAYf1wcU1RWMbPw7TWZSR3SFCAXmKnMnc73aHc9zhgBbJyQKW2wsx70Vt2xqAfDnsu/HhCuKg1m6AWofxm7pdfNWJxTpKzOuqOPdt4MHHcb8XnAghcTp2vYQgFUQoNx0p4MmlRNPZw9s4uV4SdGToLCe3HU3ONPGlWFsGKlULQ9yX4gCl+wSJ6IRAA6YZnq5YldQNzIihz9nBM0D/o79mK6qwLXStu+vSBwtjcz33eOAdTdn6mVwPZttjHzvs8x1Y4zsHs8uV/OeAlTJWHoBbHfnhjO0vYqji0/dc/Cs0WgOg4YWHwhlz6cuxXGWoNFLp4UFBnXYavae/KsZ2BARVsWzdwHvmcemabhDCbTKgy41hCiQpqtG2qJhpouiMFN7uKAjS0tXEpBk1KKVTzWiATm47NHhDg5Hqt5mP7I2LBnMHqxH14OusX8lERrsHR+dNqKuC2OjXh+VxXSLQuRBWbbd5AT5sOInDMIzzaVKvsryqkNjL7Wm/2wxT6Euea67tfddQ11ofzdr0e1GijfcoOFB24KQqy3KzrzO8/mmUxsPReJpNs3WRbUARJF/gsN+nYb6uNse4fyu8vu2wjbF7ORWBI79OXUdaTCngDVGEskVAdm8zfdsHDHhRzZNLzQ4XMR52iP/sRSbI5X9qqoBHxYeQ83hfBufrGHtTZ051IRnY2qMD5Jpuf3NdohDF3AhDOSzaoFJwbWnxuapx6hPNXgJGQA8OJYWz1SgN4gYuryAd4284ggJW/B73czhmG+Hexs9JeOfiPCgxIxvgzMBXXhCS5MgeQQDnDYzqQHflU/K6PQP/BZIp0+iZ34+nxqzKFMwrYHTskKZbHbBQgFtK5gfchfDZk7PaASDuyztZXU/I8hiBjxgtOF+2NrNzwf1TvCi8mG7H0j9VwMvfJeS0Ow3JbCIQkwpDux36uiHRQrXFN/leu5WQH+tAS8D/WZYUQxFBCtuNdPFfASeD25jf2dhYkQtxnAegzey2W264FKv5usDeahJGAf5I8jlOgCwajSd5kU6TSbHeHY+rCrOs9bnybE57DQUGfXfWFFd5FBzTrTbz43pf7Veraj6v6ixI0iAahWmUTPNlUUP3NpimGTr2ZLZcnQ4HUH6LantKqIyppgjfBncweSO5ikJzvdR9gdcRELakkOq6Qac4LT1NcPIM4G0bXfi1NGR2hUzYMgfkYwlSPwPfWpdxGnt1QACyHWcW12OngwL+yNvTRBamqBACAgHSa7UHVWZTk4DfAByPf6JkPlFQU7e210peZXfYM0SRmzcEniG2mB7s1XbII2Woblp8WIZtJ4NQpoXZEtpNFepLjJxEiHh4yJwGFMfI/eyJivEAKcECmYByTqaEI0N9iIFfG2C6bJO1h4xWY8jpFreRcXGcm7emMrLYXTeSOg0A1RHuNGklGOqXPutiHhgDhmYpGhP2p0LdkGFcm8AXdCbwp8L77WYwYShR2XtKVKO/1qvcpPFx64saoi3IZEfhuq8CToosLFV8szOMtvnuJ6ZmK9btrPh+WJfRMB5abgVx1WWBFndXFus6SwLkw2A0YxYEwFVlkzRLJnPgXNkMccOx+4G0091h7ttqamd0foD/C09hvp/d+LjJCSKc0INgrp6O/HgyjLDpMis2qzxL42k6xShhU+VphoZ+fdpvN/Oy3pXLaf/mjPENXp6c4Bxv215+kBbT54rk8boyhNyHUG8Jni23XW9/ORHMokyKgOFYqupaE87qbCqMIkH327cRHUIw0MR2csxo0y+MWvxAEKxdOG+h7exfLmFLVmtklupzOtdCsKQrjIEt4k0GJI82WN2QMTtgb120VXC2uB0hzxio+Pvc3tTxDEjHMUqR86VQugauhCUjl9zwXJ32NpNuS+5sA0XJYTqw1RRPM+Q6WkZ12SHT+WzYGXonHFj3UNd5OnG0iLydC5cmQaizsEjYE1vtzv4KsNy5h/pZUDtOAEsSwgEZts1Pw3Lsw7WmVWMbKwNBdOq20iGWL3z1A9HUJNT889zqNYHrr//SPoKPmgYfysbWGzzszTGBXwhniNpfxmHfnJTCfddxedjVu30J2vgay6vFOAyi6SxHhizLIk2CLBoOA0g35fMigwprni+3u+NhWWFxrD7Wni3vlPGdK5JXYoA1SFeHVb1H5X5Yr1ebVRoMR2k2zcHip45kkKZYsw9GSTqHpE7JCr9eHk7bqkLJv9uNScEz299kGVPYYFQ3Mjt6d8jVxgFhOd6ZEuqXoxhYQNsk250vXK5qtcGD66pqgEHXwlBovz8eDsf9mawZs+FHIPf31ORhQBKmduHtj//CftV2A8D9eD4wO/PeHAwnS25ZX6Acait8y1VoryvD4VXak/QliJFphmR5qJYWP8gWqRQcKagFEkyFzhdhIRusEgLJ6l0DY+jwRnJQKKeOFheqIoTPKpUMtJ6M+Rxsh+LCfTme8LYcL7mUzhLqoK6QYYpkiuk9f7oWk1iKTuCIx2l3OlwuK4T2PdSPjWlLjO9ut4Y8TNRuxycoNMTGXk06DUVIgPCEy6UKremuQWvS1ZBKjTrsv9dSvIf+W0yAv0K33+f5bWn3efCdtdcR4lJb++4FcEtz/PK4q+br435VYfC8RhYMpnPSUNbldDKNwtFohvI9yZf1NJ2lkqLAZwAAukdJREFUNTF4Ine7A84HYNqYaA14ydr3t1LQhUPVH2+Py3m9P4K6vyyXm02RRCD9AZur51E2Hg7Dp1kQoPM45NksnaMkmS85ed8ft4h25PhV6CiV+W/CBHhtazTbY2HKBeZCprft6npg1s9l3+pyZHEMSZ3LpSetoyWhvle1v/pzKKWljIoukgCB6CLvepqNFM5O0soaNF/+laFwHhzlr+cDoXTuYV63x8uFSQ6gjZMrrH/duw16TG0se1pqvm/yGzzR5maTjXL8jMab2KiOoEWWR6XRJW0k6nSUl4jdamINekHBWi2KxEJW2nPjGxglpk8M9a7g8Qx1/R7qgOUcziiAT8RErfQxQr0zuF8QBV9BA7iH+qEjs2i2Lzh21jLVND7JlkOyz49shFS4cwzKQYR0VpfcbSpcTVpvwa4NzT8pgQQJ9TaILh816iAJ8ANa+0+FPacSMhq5FAOr6fD1N3rk/vHoNVp0+veMd6CPXomtbgyhN5vlGtgcVCmw94lNUFS9SRREE4DX8XyaLcs0x9bfDDXx6rg/rOeo9leH/RqT+HKZWuYP2mbEkliyPqEQwZr9ZrPa7OZ5geF5ud7kaZ4Nx+HsaYz/zfP5cp5lKN+xfl8dTnvsEyLcD4ctcLxVuXK/GZHGbKWHyobmncjxo+tE79mSUMfJrhfXHfI+onOfhxjXFtAtMNir91nitaSUbq0As+HhgtDrAlcTIwFLQr0vdA8CXi6L2ojgG0reiw/AHdNfQNZIkS5B7mTYt7vCk0NQ7EjwrFRfgYp+kO4YjgoyJGY8Zhi21cBYtqp9QwC7C2B6jaHeofMGW3oAagx19vOJ7ECbTc2q31cUgzmZZmOeAsHl0jXX15owhMefgcSJUy/X7lmdCLzD3wRDnc13h1ld8MgBFslhPIL/ycDvFuoyHUOhXV/3eBUoW9oKCv0UAl8Rq/goKD0Q2atZeVLKrZ1bXdesGQD1K5sLauufhIj19qea4gGgkDotT5eTj5P2T9FsLWUg+v0fZm+8P+9rDNKXkGfC1BzqkUvM1ct0FEwmwRCk0skkK0r8bzIajfNqns3G0/V2j+n0CrgWADqcDvOi9V1FXd78thwvPaESL3g4AY3boo4v8Z9FnkJ6JgQr9pmPfLvIZ09PYwT7fDZOyuUeFJM5SpjqeDqSWee2Ot+iXzc5F0uFNWkKGoPG+4T0ecAuhHRwBcZpxN0KbpZaQJLPpI4pIVF8hHc+RItPd+sfhUTKLSkceEFEh9Iu8/ZnoIb8cSJ5qIleIUZdLnOZTM067NVRa2fyzW2zobdh2nbB5FTmlm3+1L7sQ7QgnK8KeFr1GYznNnF4FREutZMk1PnDM8lnoOtgzACom0QaSzJ8ywEt4CTyZngmPJvLSOKMTnIrQ/3eq/NShICgQh0vRkJdHSpSGquJ9p9CvcP9lIvjYzVNa4DzT8hImjVeuXxAlzfRYEuSysghkXGgKanPuEWscybfVbs5Bmp3h6HGM40on1o20t5QX6BMC9quYB8pz09DpuWvJ4VzkXfDUgm9/d3gLasf1dzvBjUcC59VsavLFRgoEar2EGsuYZyytV1vZvMcYuppOiPunqZLVu9b8OiAg6Hn3S1zJYD93Qt4C4Sp/QlFCLQo1vV8jmK83oC5n0zCIIhmT+HTfLF4fv/u3YeXxeLlJXvOMGvP02IJgZrD7ljNq12BvjZf9UXUw/g2LxEz4RuBxjxd1h2KjWXySzYrbEqzQXVl2IoO9WwI5XXC/TdmgBp1pPTYbFaG52XXkAhtS6jn8henuu5sIuORlM6IwBnSJkLNO26gp3K+zgUuNmOZWNkctpk2cAEAUs52D8cfZuMLYtVqhpd9PhVHXp3tdW7ZBAn59qD5iDv8OSuBl62MZwq4MGy60YjYMq8aXwjIC63PCDeZJfIIMQMYMVVeqxDTAn43W3xi4nwr/hLqmhxcbWbXhKGO92WFXI9X6tRHXOVHoa4YKTgboiXTJWyKBGr/RK9esoGhVzFcXDgmh7Bk2czW5+AxKEaMYzdYHFZNJ8V1qCISg437J9QDC2CCUIEwqFv2m89p1TWRsZCGMmIoEIjtOM6rwt24IrQiL8l2ut8tVoJ6uT5sIOCwZfOKLn2Wz2ZZmI2CEeBrVPU11JqQHZMIQjSA6opskmO1lUSb1f64qTarOVZGT/Vth/F7P7pIzVjMKar9hk4uuxoT9Gk+SqZhiBokXyz2H94/f8Dj/Yfn55fFbDafzQBCLItiu16dQKbZYzS3PZ8GfzKd/nqGsi1ST64RR1G4mTL2yxy2pZrscpUYQ1vgynWFjYmp8tEQYtmZaZXBFQnevBNSOP4CGEqzlbEf1yoY+BZDENkWRS6ZlhDWFlwaB0ctMkjny1qECMCsYT52BEFjVi2FT5PL4Aij/JFKhxwcra9HEj51nBpjRt1WZmd4OtThuBoeTK0OOAGA4jU1bAuuSubYXOKwkkYdVd4U1QG35LRCrXqbhNcu4LuB9M8Cni8L2H0m7DYJ9bYKdUH7E40weCz8INDhAiFFjzjptzqvsJwhKdOiYQMgiZ6m8/zQPhXqHSngW7NNPwNTsEb7AHijq+ZtVi8PEZp2xGaj7svKTGeLOuGylYmYxZb+GIq3J14FoIYD9STBZTT8gzc6CmORP9Oi1DRRCD6t7hYRfw9UmcUmm5SN5vniDC+VFG1WJRTGbxM3dypNWy24ONBh20GHbXWAEjRSXRxGWRgGoyxJCrBK0ZynEcI+CtIRIe1NNc/BTFkediCdlqje90f0xtgf2+cD+3VS8T2qEkPFUbwqUZDssaAODuy2yp6GyRQwXJxOinw/nx9fPrx//+HDC/L6u/cf3j3v57OimM03MGjdQGUHF7Bfoa+vYc3cw+lui2iV8VVzOt7uAbmhReBHKW6QlJF6YIShRNZzTNe48r3kulNOBB7vI/eeTr7jhFQmRXrGBOrgOQ7Zqp608DLGs/msnt0fIRRJkcGxoAkPCwy0c+DY3JEEuw18mGvowD+bLDfo6Ft4EnYqlXDhJ9ighx8f+vldVznodFR7fvAdeyhHC1c2K/T+oP1cqTbK+zboOiDuQAxVQh3iOg762thx+nNOGKzGKoiuKQGUeieovznP03joXXsC+MmMjr09amjZYA0ItRsMeBoM4KdMuNWD4+Lc1gynJqvP6UG6sSAvH/vhUWia2eWI4Ted+zTh4uz/TpqiCfU5hAPKHGCgAbRvf+cNyYhuft0lUcWTkkue6JtwLnaBX9qbSzVMuefTUf25D57iJBeRD7zu07aorutuSy0O+9eNsoCQjhagSnbdjfw1uD8IDMu91FShEs796ZKPZxxodL4BJeVOkFXh0k2Pa8DsKMcBXlfgk8VBmMXjKSSwapgtp/MoDMJ8jFDPMpDJkylDPcWy2GF/BNUGHPPdAbwbZP7DMcdIpdOhI0v7uwQ6B8edYHlYsbDYHDDxx1ILJmqTNJqkWG/ZLLJ8v/iACOdDQv3D+wwfnc6KfL3bAoqcb9B+HNdLcOZBvZkICiu/LfMrvlBMsYDT3ABk6o7LsCiXdVMUeyeELpWI+SW7kegKQtxgo3DxyhWCR3JRu5Psp3Upj0kawrGhyO1rGg46rABkzZSxrhYoM4oRgQMrMsTnZH1dWoYssXL+fSLrvMfx31kI7XrrZnHZtrlYL4Oyrka6vLyYS7LB6qgFttz8LJ89SB7nrB8/t18q3P+cWC1FGdCFQ3flBPGaO4qsAgXmjVrH925Lm6drJmdrKPk8YCGiVm2n8gYmHPy1OoNaCStfa1E6I08eR0VJNTiVxVvtkzT0/zPU8+sOfHlQDmxAfnmzooIKG8ipc+J+Wiu9eFhjxQk3pB8TCiasAayoE3fZki8GlpFzYGEDfADsH0AjvkGe40DG8DoOp1TqEgh74VkJkZzIki+uXGkDcAPBgiWNDFDjTIQaefxWvGzZeOEtYZn+frdfbY5YagH2vtltZsFwPMvTmppsDPsRO15m+GyD8wA0FBg1FmU+S5IKIbJZrSgqi4nvmrU/mLOOIh90vov8Ks/dbA0izAGoIhoJKEZWsT9OsgKjgTKdp7MQ7XkT5+qfl3fv5utFPkkmWb0+Hrb1DofU9niCCAcYgNvab1i3X5EfoDcwNtboscG4n/LX3TH0WQGDXGzVtYJyxNF7WJ0v59pDciwH2KMCLDdYHc97n5uobSSGfobx2DHrq9u3I6Rsp0i7dBTcx6wXTTstB0bjA+qme3w5r4fJ1J1sMWkDB9ivIbxizVcDeQfRu+Eehb8PXtmWe2WaqRm3BYlBvjufVykRNqflJMfLCc8WLvkOVaturzpdjpMu0SqzX+QO73FnhN28QyYrmjJ1I9mslx5xYbmvCXJlWn2eMxbpu/2y6JKY2ply7G50IGKMFX7DLXOb1bOVFT6nYTq4fhZpQnZ8hIxPGSqJASdZH7a9VjiPFP0cL7KTyBDhH2T1UUvqKqeDoOS3J9CQw/8Ry7En3gjsmsDtgf4j+hyM80DTXRHpdJkMdCEyLIXxtkGBNLyWxF6nShASA+f0EqNmNmY8nM9H/JoJbdo4QHwCihcq3QzJA8J4ZYkzWoMgtdX6JkHTCNLgTMp3GIvXh9MBuy3VvN5ChyKvIdJUFZMEhFiUwZNwinodODs4cjkCfRKnmMTN0cPn89XhcNhXIt62Oy5X5J72GlxOM74DHtfqjesdaQAYmC2pB73azDH6xxAN8Hscl8PhDEDci4r2lxcJ9j/+eM4Xh3U+zUCpOxyZ2VG9gB6LoiAvdlNdqTLoX7dXJyeaYjHYAG8r3rXecONx7trK5Usjy6zttBR1hQg8Eo0l0g7iGmp2LDGewl2vFt9xWrfBXTdN2241JnSWqheVPoxlcJirWNxtxxRYSD7Bn2yKqXhHfUTDvrrdfFZRRxvhS7uRzQDEAE+wRn3dVscJcCi9ORWE/CnTOKdrW3dfiEb6CWUEQWxTcUiRy+1G6PVm/2TcxrSW2ZyMpuKIN78Fm90+n8KwxQK9o0y/FQ9R1GkE9NAwvVia/ySrg0uI7ymg8jhW4L/PRIFpv05TZm8MDVhfEJBjt9uHMQRXWbEcNA9EOgBvu9YeA27jz5rgK4NLqOFlRFg0aEvrOrtMedwNq+Wuulz4bpquN9oIKxkLCWs+6+UCn1Q86ykJLP6+vglXU126CafDM9gmZYEZ2xr7wWuMmSEduSuzLMMw3Y+no3BaFNOaPXCeoYZPR0C6EO0g1WTlEYl0tWSUQZm1gNz6Aetuyx6Jwp3vgc+hrZ6d1tUelF3IP8OHcYu/LdlSoO0go9fPo/Eif2aMI8RVWv/j/fs/8sXzeJxWm12VL9cYue0UhWa/P+2L+dhU99/XJDboZrMAiedus2aga5sud6h501CRjSE1j+kI2CuYd8Ox5F3OrWa8NF3pNBhvFjZays7I4hov5Ira6qeZRJLspg21mqXXRibUUjpTODSoD8O71JQfwUqPUzDM27AfLgIygkk7ojLL4HNUSpOxKk8f26RMKZ6Hx06DcHRE+QbXYop8HSEseUlCMTfB6c9k0UMYghYXxS214MlLMzv8KGyK8c7wKTXTYkWDs8tQtTHkObCt0NFajYbo/VyhfXnvY1Okv8nqTKWAD/tg4S4N2SbV2TeDMklT5sv+JJp91Y22A94/hpHsr6qBukir4KAQdXF8jUD3JYlZol7ABQCJldkI9gH3QzUQ8lkPu6unsXRv6FAjcVkTmYs+3yz7qwd6IznlZCi2sJtWAZHDMtgK1ThElPMSFftoBhgummUpWKV5WYMWm0Z+FMbZKIqnVZGBL4eMuMdmzDxfggmPsXq5Ljan07IU11ej8z2g+LA+nndkvW52tHYAladCYp5Pn6IApxTABcCHRwzUJdTfqVB/9+F5sc2fsywHsHjELi6Gc5BlWBVzik4CoZvetv6Mr9lotP+81G8YasuSd79mSaup3e3QNMVup8y+bTTBZ/xZnsOU7CuausxFtnl/zXrrVRtGR8QabSXsiACyX9ct7hdo3kwWby9MvdBGk1N1/oqff3Mkx5My7i37L0YrOOWF2N1u31Y+tNZbG0fNwuD70jduuhXaXzBcJWXTekMiePPWvXZVHaVXZ95khEUyBzYrJ1P7B6GeAReUSIZ74uUMViLedxALoAmJmuMMxVTkaWzg4QNkU0+y68HhKQgLgR2RNTmb0HADoceIAUW5z33Cthk1Bw3cRwjr4VeKSYnLcQQAyMC29Sl1oAHITfispXAfcJS6MeYlTvvbVe/mdLPeg91aVgf4rZYr+DqsN7sU4HUYhdk0iWtwZhDp02yCbe90Gg+jWZmCVFoQlZuCHY+EfiB2vdpgo3W9WVbFYXsYWrb2pZ4C/+zh4pA5smnY7HhUoTCBpHUdp09BGCTTEZfx5vM9C3gFyTHWnxen/WIxy/OnJJ1C4+W4AQUInP8DafP1HNDknCiKYX5lHQ0ukZiNZCvuK6tJ37hXburad8d3ZnFkrS63U82Gkg7yPBOypfY1EGpKdUrkEAxDfZ7B3Pg1NvSAjqJ8iKUax09tVfOLo7AtBGySPHiYWJZQZEXH7s7pbgT3OpJnSW5Tmgu62gZT0c+JuS6iIGbbajqVjuReNWxDB4EdKJOvnbFiBxRVzgyrmegZhjpMWFtQAZSBS/lclupk8mi6HIlSqMjvhKJcnI/I1gNpB/atWIHvqXgoveU2/7+hXl0oiWjXjPjjNZAJOCcRF9uaSjGlp2AHIt4raR4A9ruGG3PYCSNlT45ncPszecrjhTZPUVtyuW82ZyGqAvX7NmeM6FK8H9A4+FwGTHiZoAOjRXMTbjdiJNo3vsFO6E0kGm3EgWzSzQkLn3MAWpBvWSbjySiME3BkdyvQS+GiMsri4Xg0m84ybImMI8Dzs+enyQS8eLTsGKvDD2IOvcbjcV6Vh/l2lTdebt881AMQcg9bCttCDqtagSgHwn4RzsbBeALgcLnaZnn+jLn6i7TpeBwX88Vx9kzO3AxAY1pX+8OJnH+CDid0IbtlsdlEan+9/VWXid5o26rYbzfZs926r862281CAm9dEjzVduRrE6fu2ruYc7sRWzSVRr7e6EMLr1tt4CunKE1t8XDdi5IWElzi7YGvlDCWk6PVOIR3hNPaULukq0Cctlng6tpNrZZWpqxE7NdXZb4RDBERWq25Awx19ugSrAPK6Ai33mrKCVP9+I5aFn/1BTMb+Vd8UmuKkKazV6KhOusZu+lJpJvIruQWfCQl/FdtOSwcgBhcMrIMfQU2AF0SvY4u4jfE9HLGOIkHng7pdlqU69yizbX4MhEKDgaJokGNYSRhOo/b8kPQFHAARazj1VWD5e+LJuBE1GEVHdeFCnxHOxEooKBFDpg+xnfimK0uMBcfuF9NNkEz3hRI5vCIvZAlWtUt9CKBvld1sd5MwlkxoZwyRKaSKE4BvsezWTRNkd2j0ZMQTEk5e37Kn0CEzzebA1r0Mt/XrH6R2LFwsiv6zk0O2LS+4lKroUo6dRNb9naFDhvSEliuK6k6Q0WKIhzlTwUGaDmY7kmQgiMwe16ghhdcboEoD8I0wyXFKVgDqFuISMK1ar6stsfjelsWBVD4wLUayMhod74bJ0jtObZ1YVq2ZfTzWYIfkE74W8UDndnyb54X+xda+1vsYHA47QX+V0hVH708Ta2et7p+2G+/ifT2p9ZdkF8DhrrLIgO5FOceppjLJE6htrMB3o7+IvSmGEzW3T7qdoWX9jHvBytmAj1x4vCiRGNMLufQTcghQOVORpL06i0FeIJGeF2OppMNn1XXQnAkfLC3r0XXlfWclpwSZxv9QzQAE2FNn7fj1wr1puCj3ChmOcFhv8QWOvRYgKqtUMdCoGVXZIsVevMyRyRgl22cjuIoKuaMDEzbQ0Q56+EX/hsfLBDj5W4NPA4r3wW4dnswz7BJVkYwUTEaga2viW7droO0ahfGM2seUBinC4ZelrBoy0CLLQAipkkWh6Mh2pB4JkcTeHKLl+fnp6d4UoL+izVc7KyXnNAVm+N+t1sXc/YDmxrcwBV+pS6rQ6vzfQXztNuetIiCy0/Xv+jg+EfiwZ/z7Z89ivhK7sx/lW9B12HanY8vsfPXrG4Xp6HRyo89Edo5csalebLpc87agwOazynlrjIg48noEigyvQ4kzWsNiKxddj01IcFsLya14OjhivyDT8fK4BTYVtPfmP5OpKFHrZAz8wnZBdP+4TJNTsOb38ISfEhKBmIVqct1gtXXoqOoEkppy/trouU7wlnI7Jwn06EYQrEbjM7TaBTMgGtBZApMkxR/BRKPzbBcQVwf3v3xDssji8XyeMIwHtF+3B058aqhJrtd78py4rqTUVfqtM7Xa3vVid2RoU0/34Kyv9lDDRJLOjWMlWG0CpCNghQZ1leDYBoEcYRrmU2RyvHK8/B5/JxnWLIHElfk6FmW9eG8ro84Iva4ghp8OezwnrYbMAy83jB1G72C75jVb7fva876divB3125X8Kuo32lPeE3y9LtNwrhpvEW/NT/IjglW4Bttg/SVSlNC1Bi6fBF8jtKOas7YAvaxViUQh0yELFliOIMYLnXDDLF86wH9z9LGiJH7USqTg34iyUy632/L5NAKBLDL9ylBDV0AZ2W1diH4W/yGa+nhCk/uST32XIzcrJCwnczR/YDeWa5XosT4xKC7wW4MVPA7OCOA4YbIfNVk3gUpGM/jFIwx1m9v38nGBfY5It5NsdUGgwUjOQPxx2EnnI8I6SJt2vfCZNo0LOa5vBr3SrcS+fQyEk2W6zeQfN5tyQ5Fwz8VY1mHYDhLIlGSTAM4iJOQIzNpuMono3DEA3HDKfTfD7Pn56xmZehiZ/NMEKg5+yqQiOyZxOzWG7P0CTM3V6cDl3bbH1X4WtuQ6tGXhXY7c/61dOWU/vbAlgw8v/3wvROR/9GEnu69hWUeXVpUN6A8c31Evz7uOUx/rrZJjT85jWolQ1T/Uu/Te9YjIp+ma2UJG8EkduCs7LRbXADNe0zhcODIwAmXJbSsyE8aZiN24augNL23ZtHvr4jFjwssw3RLrG+oq6LEvW33RTDJUBRqHpX9Ro8M6ixYLJcgR8Dlns4jGGFMq2qLBmR+h5G6NKzHIAWCmAV5cIpR36f54t6vz1uqE2xAct0JfPp5Xmz2Ywg+DnwvZtg19eToMAfTggBDcQ1oLj1kvU7QHSA56t6Gs2mgT+CSlacZDWQwyh7CiGcgyolg+YMhOxnRQbd2Oc9UPjFfo5r2i8gawIZCyzJbDBfn6+2i0UN9ZY8cH3f99yW8f2S3+3+VRuWHWoZ6P/DavQfFrd/7eX/B5ey/Tk/9x/8Br+KhY72CXufBunU3rY8WFH5hIzkfUAhFjG20QwVRfAR8KMugr7384gq3B01f2jGjrqy0jGUV5yp1pIFF3w1WzNeHZNsCupzW1V9scl0b+uNN95HkK1lfdWhD4X//AOaU8izlOCXAY7a79bLTZ0BqxoNIboYTmOoS6HVhbBcMEqxxjoFVW61YJe+wMYI9kUalunLh8VxjTp4Byr8ipuja6iwQr6x3G9P5xlEj72+P+h8reZMLcjyXz2U2Vin45APy7SA5TYbKuXkMwpYQ8Y6hpj1dDLLoXIbzJ7HT9hiA9a2xPwAIOPsKQDQgHiev2DHDTy6xeLIkR1E46GRd5IzYH1cnw8RqjV3EDj695PFvOkXdD724+h8Lnj1Ja36t7Hr4SDgazVEH69TyenWkfHdm7jWPiFNwTNCuEiWkvLV1LxPEGTVbHaUK5Zu2I3CtOxDWOLZ2BaHuNaN/KCeQ1cmGY0mh6R4U1O9nyI7SCmhNiteNSZF4EcQLeummW9/LaE5NYvt19v9aZmBRUpTYjBnoEKxLeN4EozAFYBjKUbnURylQorNZ8S6EFEZUjoBuReGOP//njG/OG7R8lYQj12j1y3Xe6y9gJ9KN0S33w2RGK2v7ZLSMuPTYS91xJbnSo36ZLnaZ1GK1w/huwn3VxOYO8xCzAvmZMUysItkhAlCMJ49zxZ7CfG9XNFC/f242m6oib08HrcLyF8nod93hu4gcr7jVm77pn/Q1r4IH/tTffvJt9L8O+KvssnqfAs5za/Sh3a0j0Kio78J/fZf8YE3X9pu3xyvFAFA05Vlk+A/hpBBDDV0NJSoiDKp7Eg21yV7a1aTdOS/2IrrFKbUFcKi9jK02+vhxFHgMU0KB9IbqB9kNZ6xuujztppTQvUEX0cuWi5peF7nq+MW5DhKwpE8Aw5Jzio3ztDCpuMQCR0aylBmQ1mbQXdqAjB7vFg0MY5/GtrZ+3fP5wtELCAoe9id4GOOaEcVXHp9bDc6fccNk/7X7XUp8OnAxGGJHnvNogSc95oq0OtomMO5BeweBDTkscJgPH9eqHkB8IXnBQgBU0DyT/nieHyRKQIf5wUugoIV0Fs8rgBZFLB6OwZe1/Zc8Z8cfV0yzT+oXGizpnifKKO1z2rWwYcxO9rfZnSw3az2331/+5vImGKCaH35Tgde+0eNAMA0TVXv7Y9YmsZfQ/13f9z4DUKy6hcHTNMrykDKLhi1HFb5KAZRNCd8hUcWoupFgb/ezlELg/Q+mYYyTJc4fxHamVDPPrxfHCG5iucBkA/iGQA+LIdNuk6357t91x8XnkIjbv6an428t5ujGDzQ4ZGAQI1lOlnPof/7uozDaZkTgot4ATkq98XL/uX5WdUh3HQB1IAdXAji3coTHlz3P1G441PbXZViq2dg97quO+gNwiKx6TUsjZX5RTNCaIAbqlHUOh+pSlL5va1oLaLgA70kR7+ZHwulBgRzq7EFkRkEyaCyUC5GyxzMsREkwcVU5uM+9t2FTusKzqyrqcvdLJdNos0ta+GddET53Xrr6o312T7ZMfoNPxLnTuxryPEg46e2cnln5anfCRuaIAzKP1qYdwL9YZ+ZbbXjErU5gkwuNtL4WEfsNKnzLieaRgqd9YZDo/F6Ff+mrTdKHKyyzfpSyScMJdGewUFVrKq6r7neuNFq/2Ohzh4duwT8nTvD5WmNgTQ3XFY72BzBPn1+rLDeglY3DMfPs+dnQnBY88zyFHX4ZAyWLIp5duoLtR2mGKYfROsB6ZJaU4gRSK+CTLPGMTKCSesgHnp+342mfq99Azmsz4erOkpi3qD12BbeqkjlFV7+ercHHaDa7AEupCjRI7g74AHX+wV77oYkJ/EMLBEA3HHfEAMkyCXOZccVmf0EqwjMHDGmL/u9rheMvaHvuPnIdZTyqfYVHKI70sXJk3Fbw2xrxu0kuKUiMjjuod6Y/sh65m0WYKn1jpslpmk1BHtdKkY5UUOue2Nfpj7fNtlajdW6mJawt4Sa1bAj2O8nEHGIYgxErQGToAaSIh49PbvNL1FrN/lD2aRbRpM/229oFLbaVdN1mbaawbGkuzu9mgXbeqW6dFp31jrUFnXzT0x/hr+pOFMiP4EPQlrLbJyk+ZNTkaix5+CnstC2LXm7mw7lPxbqdy8he1CdwIzDRAxpHTwSwFAwc1iupzH01zB1fpE8CKrJ4rjAFH0ELeUEolNZWYBK3uTCl3e3fVDO15+Pc4y14ca+XCxWCLADFt5jIO+DAF6XsGP38FfXuGESX+KyrPLNbE8NvN1RyTmDlouJIUZk4xitOIh9mBeA6reZL7b7W+b+0CRuedX7xS3UF7eM3jQl7z8szszsoP4V/tAbeJELB/Y+vDd93PZkP30BPHdbCb3hMopSaijoGLtbpggMm7LaAuGoe6jrnN/oah9V2ftZd/iOuVmFL6nuMhYidZ8pH5qseLVQkTurftB6wycVkBrrp8vapUi7xm4UlPzO27OsW9U9oVvdzxamUNGLlPpC42JsM6+7JWFNMX45N9Ca1VXGs/JFwex4BXFapPFiFxj30AalvkEMuF8nu3qa9Wa7y2aji0JCTCTkUtvy1GsuerctS0beGnbtc6zhcaetfRsyvZaz/7lQ569EtwcwxIVjGRIXMiN0IjMwyJewN0nj8dBngKO0lWHau/fPzxBURpRPpimYNXm1kgj5oDLhu/dNs/7u/XyPXZFqvoBIAY6HxXpPNBvR3et7A6cHn1O/52fDXvvLFsU0uWXMbrSCVD0M48CcAR2Ay7c7sH+qNBsGwTBNRthiAf2lBmMmly31hQrmd02ljsz+AgRO0v2iifbmMMAlveNBAAjgcJzCNb478LuEG4aum6QDq/VF+4WYY3OtrMP5TKdBf96+I0JhVONbK3jN6tYttbfsG4TDO9ww74514Jwb+is9pdlEw1Mw2WMdy7oBTAL6asqGDAMkTabGzRhXvBm0N9ZkppgNEnTWaFvekjmT0aNK1K0oVjWFeVPBkE0ZVvfNHjleii60clYwlImljh4rDqpMmozdpoeRw6rTzKjNm+TTR9AUF2DV/it25sQcqYYcjHVfDhRfdUvvicCurnaCuFyjOG3/uV4dN4ruxrvznmshIMGSDrunlyo258tg8hSOibCTCUf9tXfPEGDLw3mSlhy+l0WUzGYLpebyIgptqll/ef8euXxTzjmxOslhALT7eIx6TtcZDAe9fhcDKz+cBi5co7/I6RSnf9cvT+caC/XFiiarWzhNYFseaEMCsB2ebBWGCoj+Agzep3yuUPbX1K0yuxKNPe7l2FrcGvmbRg2y/nG92ByX/W631/OG3T7Pqj4GEb5rfUED0r5NvjiLVZslNglYliGEDllTkUUt7mR7bwp4GgaqpTKMezvM1NLKKDYHkDVRiOjIOFihwtzE1ES1qc0FqrPJVRd+palzyCzLKFBsVoQTWS/vkPlhyze3/7Rh21aexE6zQU9d+gadF70UUzFODPwoW7ttriBqbU1ci0WKopFQbYuOngJcGptjxrRN+FpTfBZLCP92M7pSYwesroNN3oyj8G3UeSLfukKFYBiyj2s2uLvGrqMvGDZeHN6ndvvuOfEfg+Vaej9HcVrCjRg8WETKerdBQgeOVuXcVAOP7JnMGN70H94jAtCEow0HUzajsUsYZEKhkQL+fdOr86/YWK8yHgLNTrjkzZWHfIi06Lg9202iLqgonvcluJzceNEGgzD6KUOqnlq1EKPYUru+BPAOHwpYLy7LWYQxYRgQZ7/X6apC//ByX297eTkem/r+ReAHpnsV7S/S42+SPkLdwQHl2t1gBHqA6wU960uGaByjOj6kDc6HlCJsbSvLLDs6gplHSyfms/4Iy4FZD6tf91A3zEHuOfl5H5NL5RbH86n01KFj+8UB30xXV9Pw0lj5nropTRhpqtDq1TR6zQGGdYMSGodz77blKmm7yLEZYlezVi/bnY6Z97bBcoqcOnURtpZGm9Nh5VOzMYWTcl36YmsUb87nNV8Twj6a9bvV+RCQ7xXU5/M+7apZsjEo8WWrKS2fh5DSOuWp3ZkU1Fl26wD/YKfw5oHbHa3Px8ozwqx3q3W49uN42elyKD2RbrVGWdcD5WGowzjWCbd4Jwcseiwvm1jtGQRelnPqWLXdCewxjqug9V/t1SM4KYI5ky+PMCujTxOYYest/Q7AFV00W9282+WmBwN2n80rOB9FkwIS0SFYsS+Cc+1V4HwgmebD/Lif5+s9dklUWhQq3X4F423kxSGctt3hGBE/cN3R3wx3/kGoa60ehoOHHdZr1gfqOm+Y2ddkwGN1teAYIcuIKyQYqSVQgxXCj4rmhRxhMiK8XSNPgoUEP//1XmJdFSs8quZ1wOJ9EEIUyBuO+n3f64fdL+lAkIW1QaFkHeEhYovXWnhqJBel7oQSLLVJTtVrVjcod1jPuYoBsSeRUMQ/M1FTplET/3NDQcWUa5JM9iFtztu0c4R1uRgeBa3eQUmeXKhSq3gxAsv5OsXdk6PyRYreGPMgQRIuR81dXm7fKW7vUGpF0h2clZfSiZbMxvFCxbvrGjo1u8Y7KpDCHBq28hI2A+x4K9mVPpRhZ2g+kssqUwqZ1INEJbNV/lTpRUSzb/4K7koJZF6mslYPX0heSol9tONGXtgZsu1tLpiZlnpNS55DV/Vd0Nnt/OdCHcWbZRfHfFtDqGW1hhEbpJQZ78pmfJWDyq72WO6A28u7P7D5mY5BSwnT6XAUQqMNRbE0vY0WI0vh/HlRV1vpg2+wPIPlNP6j63Y9tNCeiwF1F2D25Au5JaZ/xD7NGqJQnK4xyEvGN2CH3aHK5rMo9LFrS1+22YzSUc+LWyuu6nh1PjXX9/49y/g3A7fmnJOT7mW/XYIC73T7URQMBu6wa6Njn7lfwuXviHDyJYIT0/gstoc2l6Jytz8702YVeW17xUakk/A2fc3qkDKAtHJ2TFs2oqVwu4OU2s70h7hOer0eVJ2n4B5j5VIRt9Clow6GPyFEmjwcLR6YyZvraeg4A4RN324oWiiXRViVFu7XaDAYXRsvmGbYJoq1rS0+uXRdKiWhIhhAxjUa4F3AN52GvR7lZFnb76EGe8h3sUivJSiEdsrwHcbrc8/pQtr6YBpdHGSlB0OXM4VUZbH8BC4i5JwQxSbcKi5xtx+exY2uQe3QoqOOmOI2whk3JTbAo6Mudh5CHV6SrgMV9ovf5rMd9fYAP2gMhUctgjKt6/SHOD1g8vzfCXVKJwtM6kyxXlqD7A4ZZEyjoQUH5B1+R3BtycInoYzdy1yFuP3xHs37DEIUIMIn4uWULdZbmKQwC3LDbb4Y+9j0mWEkvVcN/C2tv3/ZQu68WC8HqOMZ6m6YY89fI/Po3zk9tWmHJ8IEAzD6SmpXg/yDy6AhW3XY7Ytsu3oah5gUPo1nGfZYyGtd5PlxQZhx0YTyC5K4yEO/f3+fFvKKF7dG/uW1bce/ADjMvFG8Pk6BLPY9VCjehKWmrrda5mfeNbYrUnH0HhdPU2bJAedZA2beTmsGCwU20u61MTES1RmE+nVFULqNL5vIyAn70VgZXKJdJTYNeyeHa5cnhfMNxeycAd+iJcoJKJnDuLXFCyXjGyp2BfzxQwir44eJGgvNj9/M1SWrt3Y4DjgAgEpDDaClexVnWABs/JEt+q6WLbpRUSkO0BmuQLiRkI6DlntrRJkl9OGemDLra/TqKF7OUHtuMxwr0axE0KIwgEW7y7wNPxm8DLW9aNJm/jIURkMuTwEHZrFJsSAuIRifbW9gEmNx2GaKR3WfmlPyqgw5zOr/TgFv39lPPhbTORLDoA3qULBfoorDfpvHkzQGg+z4omJc8Kn3EgoIivl7bH9GIziwTpIEmzA5iHRkmnJgBVn4cAwPZmy2LvY3ILsJJpbIqJDLQ4kyuOdh68X3k8TlPLVt/qvNpvtvyJ1iYkDBGdTvG3jF7ZbcPEWgwzsOY8LF+rmhxqlD6/lFteoNLnebo394dwPhBIy/YfC3edvtK969f4FdHxC/Jer4bn8Meq8XTilwLznx3xNGyYVu94qSym4WlWCHInEOMRZDXFtmQKlhwCzMahsSg7dQB+w8U5aB6KppTABJRRqhYDS9FhsIElNcvJwZQ52k67u7oQr1M17xQMQKMaxykeQ6CiFvQp0iZ7WYJWBSFbz2J7dQV77lLWN7XaN1Ju6Fn+KKugqODDpPQZRtK55NQBkBvNmCvYqtMo6kkyND+aHIfOxpb9GEOmXdh1wl1xJxYoV6gzhWdeghR5oQlaYMVAmlvBN6n6cUZfNPXeHRwDuGNVaHr2AgV69CnT/IzvKBmhDU/6VQb9hWVjeDdSG9mpAQUblXuwM5cvMavkzxNBoG9wr3QzNDI7oOEB5RNIuHw3g2L2dA5nz4mfrjXIRoMJ0Lx/M5fFTC7Pl1cN1UwX+8ezlCUz53MZQOJx7tQMOgL3Qpw3D+3Y4WtgJtyEXu55StXAFURPuBo4rFex5jN3X2PKcj2wuVZlS0M4LvVJnXOv7lLgd/79hfbrrRzSTurjU5x27buloF7sDzZqAC9fpBOBgYIm2qf94mluwtY/7dRe09pMH5ZapMT08IAk6yhuoQHL6GOiZWVDsTTTb6JVkUVqO/UquNOn4T9Frygtq82UWEQfcZ5J3XrI506ixh+jDU1RKGosXdQ72LnkJeGTJmbP411Jfqv4vrAeNOdvB4UTBo7YE0A5S7T0WszoG2sWJaQJcljAAseKvhtcLM5jB2HVNtkuk7cZ1tQj29nB0xY/F4TjjKfqItVo+E4MTdqj2Q6kdGeZX4VZ6Ut5qcc2oIKZYQxj3Ue7I5psZ9tnuUr/qvhHpb0a2mByBZ82KDpfQdd9GWmErviySDrAz2Q9L5Qna8mpn5jQkHaO4pHM1osPw0Gs/G3sCHzWH2/PQeDxTLkHIaDEcwMl48q5x4n8G9Y2rnvljFVtcLwaXpAY/H1K3HW82w/6XeZatPuj4U5tGqbxHlGLRBCHoFwSgcP0/cURNhnPeUmmE5gR///uXOimt6E/m7QIrvXn1eXu7Eufcq3pvSHl5P5/X+dJjiqEKP0u3B5MgjLUjNyT5n2smJ92A43RzZcfodzWLdLpYIQL9gkClxxIrXfS3gkVDhYCSLEKz3AdBDAgStMCRLu0TTLvusL9JxTaiTVUtzoNdQh1gsCDUE1NYho04XQ+Y3oU4bJx5AEGV7tdW8h3opAm8dGKF1qLlEe2ceMnDuwjTncBb3twPtkwEHoXo4747nA3aC0XSI5yTxxGxgS7WyuxSd11C/XsCiQ+oWIydxi5ZpOkJ3oEndZIlhjCt8PCq7kRN0lE4B/1/y2OB4nh/qtO8F/EAh/11/Vm2oKLn878ByMvQw284BO1vYTcc0HfD1FoEOedjNLKQhMdQWq5OgbR9eh1HScv8RzscTWi0/of7GRhgkHcaI9mA8foJvMR4AwjwfPjDrxfObUEdGlyL4Gb6H0NfBzApKHA58weH2Pc6G1r/D4WU4ZIzWZNnDKgp0AAhAr2ntsC2i8SyQjH7zdLiBbIuG+34v0Bd3qszL/Y/XMv7DjSYr51tT47MfWJ3X7NO7Pv7s9UGrGc5Ik/0MMrzJFY9AqX+f1vQwpMF5IExWhPpUp+NyX/G/+6+hrjOwjkL/6ivAWgHVhNDs6CQfOnjIdyzgNYa6+BoarwW8yCS4q7Mg4zBSsbSm2GsK+ItyboOr4yV+jYd7qBeSVOGrSMUknkagyRWvLwQ1gdkCDU5oMP71zaPGr7k7PAAjxwXTUlE/vs3qY0z8ZfNTQh1/KOaeBXPJQVukYyxl8mQqZ4kxLwsuqzMRmO3UsG0lm6hj7ekumd979Q46JCWrjrMNXrH/HQqNcpEzAozPc2BYwNzhtUoxCqxmV9OknJYIf2y3vYGk7qn5+Xm7gIsTwjx8xjLomIj2c4i91qxAfyzM0azKn0IvyJuAkm9932B7f7zDAO9UISEyVBAvoNT4XjD0h/1/uymiU9k2p4oGdCIrGadvcGhhVTWb7U/7pmh/A7LLGO29AG93vvttVYf/en/L688yLrgz5W8ngEzeAPCBJTvtMsp9dWL5/iDCqWd93nYqvA+vdeb2HYv1qoS6WlpmspIUpoaKb7K65L+DQOMoljOZYIKW1HOEeGMPki1t1vrsVs+mFECjxvLsltVBNBGy3WDFg6FgAhdD8FtWvwgMhnvkokxN/5LVhfxaXvemZHXS0eCn2u+jzOnxnXFYTZfCh0Ff4veJbXT7KOIo42DavdGaUy+vodDcQr0zIuCPgw4g5KWr9wXhF+NoKeDV22IMxOuVJEJNhonodKZqJ311ET+0Did9NRH4JtT5vTbmBods6DpAB1f/JbYc9qlazgRKUOVhmdOuFGZNMBXfraC/SFmWKh5N8vmbOGmAdNztaMOnUHAZBvkJbfCzYOvv3z9nKMSh4JROsCvqR0/j4XievwbTPV+CXAMhZtza+NVTowIAXZj0MHlzk94/hxUFKbJ7G5xINVZW53j9XFyFthVQunqR7U8M9OeXlzd5/bZo++HDW+TtLf72rqEPoMx/Bebu36FePsTzOF+vcPd2qVGBHsRLfMcb9Iae/Rl+U23gasCS2DDjfg7x3wx1navWJ4Z6j3bH9PFtvMVVqNPl70TjEYJ3Ur1ahnJgUYyzVhdDZFBZGOqy7ToTG8PXrN5opLBN55CaU4SOdQ91VfTSXg+Wp3Hnr6FeKeJcIQbmKtSZkW1y7dlPEw8/EPEGPt4Xw2WL6k0G6VLCcgWKCD7PCgPAHW3gm1A3+BxChWdWZ3MyVYgGuABex1B0OZLaQ1L2YS64Qm1jtvi9MsFZX1ZE56QqiVv6KywHaAcnzlgc98zt5b8U6nrbdEcTxDe3yUvyzLDIVh+Avu/2uzICEQ5Ln/H8+Q1G/a6hjj0/D4betMxQCwt3RlI2G/jQH40B3MPsZeAPY9g7LbbNjpjySlI7rmDg7LlGDnKp03XJNvOHQR80027c+zclPCT9knpbom+Ge3qB5XReBep3yD2u8DMWz6/kV4n2939iwb6NdsWcaxqNF/F0+rBf3D9BPO4NMvdhscJZhVE2Mqk/6A+HXgRWf9gfTD9HKKuNG7XCbYo7NBRI3Ja0Ss746TJDiJ+uNZmr1BR+M2wDRH0S2F9bM70zjDqrPWbY1dET5TOWsJLVLe6yGuVHCDyoJTg69htsm7REgd3jLoF5D3UNf/paY2QeveoSfxTqePnSq6tQt3Q8zVBtxQ5OW0gr75FYZfHwwi/nfp1z2MDqJDsmyqahZHeBrJ7pbxB4Oq2jdycL2DS3VEZuiTkC/aQbzhSmg7mqoHDOFdjLQQFPByzorArjF+8qaqGuZk/uoY5NgpxS7h2aQP4nCnjr9qczlAxeQpsdAsr1HjUwFSMrDtWrNI7g2gBV2CcqJ7/cZ8sE37mcigHbiFswDWFW4VgfnrfbDKX4wE+yFF+ACn92WjTAFkP9Ro99pmIjtlE8LL4EZTgACu+TWB6OwJnm8OnvmnZJb5KKst1W4ntN9B2aFBwSkt4LtjuWWrbPCm9vyu+9WqlXE3T1z8viT8icWtdRr5WH2uJNyhfRvFsL8wEXgKFFiqTuT3PP6zuiVjEaetxYsWRftDFw+Ae/kA7vPNJ7DfwFfXHHFqM+YtO0Fkfyu4pDADvii2007jgGvMDOOhludFePZUkkQiazEDI1RfZbGG5PQC+6iquIOaC7QJtlPBbcMK6GGbHM7bn6AevAa68xZaefBFFvboOh9u60AZonH8Ny4O5u0F4zWNirA+DtC+5lYjR2EuagIxwacOrmZMjrkEKnlLI4sV+wH4RvcsTw7XDhKO0gRxmQ/gkAdhbwPP8sMV1GqU7Ldl2HX/l10LlpM4L2Jrw7nBqqniD9Roj85NTwDnH21w2+QLEKGlguZffPA40ziv8CB1638VaAc43581L4Zdg0hSQqGvMajW6FZXX4j88mMGuhaZPIpL9/3UWnROR8NoWhkxtQPb2JCgVeP+dPERfDY6jURADmgqf5omGav3szt0avO99uN5vpJIU0zZBtpt/rDYbhqCe7j+2/WR9pcC+rH0NMagXBGQpAgwJ3WAkvAC07lNxh0KIm+ovFm1Zc2vTmpfCvgOKV9MSrRkVT4yvNrPcvb0fv92khPwlFXFDuixn9mwsw00gG6nuTka8kG4xXiaj/TezFoiru16hnWgEd/mbotFnAm0DeOicS3lpdMNZDaFzRpLcJdT45bmOV4xxYoIMP34M3OULIIgkF9VIfNp49WIudr/thvx/QfByhjifBSJss2XLcY/Oa9OwuWHq5+CvK67XFxlDZwrWEXxO33u6rk5t+kFBH+4BeXaOT+2UT+cDfLtc9CAcksYX4VdWXQjgALXQIZ6iSuIixAhcE+uw2cGwXmRqUNh3+ZEnooFFIOmS0ndTvGAU8+jkUI9c6CEsCfl5LebXg85gyXOKeQ9ZfDq83QeA5b2jV4lDv+HtQ7vCFKaUpSPQ5xj57gE3PNlx+zd7+7UOd/ld4uxKZTEFJbsMWvayRINf8KzQVq3g6jeIxFkUmwTB6nt9GU++bOdViPHCRuItGUe5NjLz/4/0cXgnTABssfkxBi+H45VV27uWmHI2npPHjHjAaaOou7sp+CLUKH9sjwrkyOubfzKboKYi16T1d3zfwkQCRF3qRWF1dItIL+Edl09lTOH8zPP/wRoZCBLHU2fSH4sU+N0fCh5c3i2wqqIVU93xvAm5fgOtcrA/QoV2vsZE/szFE8COu7Qwjl8vTZuffcOKBavWWGD2RuR0BLwKqzGGbLG1h2MbyVW5OUtyvV7vZz5eEdraVeE2vJLObTqB9Lp3lDQeeHBIkcIWKHwOKUphj8tpg2c0PTgQPlC+Fq4BabEcjQQ68ycVPr2NCfgIxn+hvQx3MPfNwnZsieJHDjsTUuxv+BHzaJ5Wf1PSEBfrhulXTApOUWHkA6scrjs/NK0zFfZh/czVWD602RogO8DYNOhzI1522nQpovol4OapgIkDBt0SeIqEyByqPTNkvbK/Lg3z8LEo6OdGDDoxRryToVRwt4kenEzlGfvesLgt83Q3I4bBwQNUOQzJmdjgywL2EBmtTb1KMh6CMp9k4ms3gdDLD3b4/Q1ARXJT342ew4JL4KZJ1ttuASsXQH+8WoQ9kDkbrCcTaJslwIOj88wuTZDOyhosKtmCwXFNyB7aq0Kz7/mQAINsbDv3AEVlP+//fbpEbfXyEeQxjDbaLB7FapTUFLqdez7F/MwOb5y3E/vIRAH8L5z8+LG6JuyHTvChCH7m/6DfAvrn3+3dgUs0gTqs6h9YcyfYZDj4fDHBw2DFFCAZ26+Olz/81Vmel7iZYTDuMuljzyhzNqktX7kBzWvqi7+DEh/O5GnTr3H71L/VLsXsny9DxKyzGLaOedMCOV+LLt9OeyJEag/x0PuW2XU3oe5PnBqVj3OywwzjMjsvz5VgHTkNI4QqcVZT9dtueV115fVZaDF5fb7eoelCzSsqgIyqKQZ0KPgoSU0kjZifbn7FV16foajvJ4FYmWlCGE5XQLSiHtlyv42L37nJMB4JWmGGxPrhGWvko3QflVDlN94pcSH+WC2+OcVdAAlOp2VBDoxtW8AouPCWVkxa+JozFsPK609P5iB1BftzPE/7EbgxvA+AZo91Jfmq3qnr2bx/q8ME0OtGGw6nVdlnkNRPjmqoOa5bD23gUB+MUzsQpFOWg3oKJ2tNzBh8EIcL5AThoeRoN/fd3qtnNnPydbL0N/ShFqw6JGTBG8xLDOGBzz+8F1H7mTDp/GmdLRuVqxxnZagRgq+ehCu6NwD0Lg7j7d0wUpcfcXVVyLIHNW9IodUUDGvjRwBC9oAbeU54JG3bxBl+/89mbDRwpzReL17HboqEAv3vfMIUWpzVODFUYyBFxw+U+LPCm1Xz7UJ3MoQjfHfCoGsx6ssBu/wvanNYx1IDasUVMRVwBROeUZgC2Kepu5MA4SkyK56CmvArpwWzetRFt+yYJQcEZrHg35wi/y3aUDTtZU6YC3Vu2rWQ9LNuxBXgXQwR5NrLKTCrMNGbhlvGXFoo/21Cij+SkIwbt9h0FEi8SmqKyutE1ZUsCKqRjKCkNdVqbNshzzau3xPFVBR4V72S1V5bOezYxSEsQ+K7SqGsrrR0wJR1Hcam5V68r0QNN6adbokBFnr04T1KUweAAAMbwtuhrWUq753cOdfmFWNWeY/St6CdT5nx3RCmNtne5LqMwCpJ5Pp1CQxmpGR03/AqRJskIQ286Yw8Oh+WnbL94eaMndxucL6DXCPw9QLQjuw/9BPN3wHWC1R8ZfCC20ENiBcPDYxGP+jJwdQMH07ZsMkDYR3Cka/89+cccHBDaqw0X2WqsqAOOgxvjkh5tdToKQeCTOGe/vvgosb/5Qz707kOjSHPL6ve5ICVvxfVhv7iRbl4/9bKAisceewNZCsqf8APQq/eCygvcnh8HZJT/0zuICJ7ZhKtyAeItab4aA7SVm57YijQOH9RpVIwXpdCk/JM5yBL5NfWzTSW1YiinlnZjUGKomZT6cTd5SE0E2HUFksg0TD6hMTVTHEMz3sK6hmEZnVt9aIm0saHEcDTRQ7+ZH3CfqqUisyNf1bq5aJpipNJWV8eVJU0Za+qW0ojmPrqtpNQrtAIWLebn4Pd1bq7RrZsRp6jmaA020iFzBm+fzVGk1nl1djcMdcwZMqjo3BQwf3tYDseru+Iy+m6DnA7VRRqlQ0R5AzJKuZwUU9i3gBGbEEofw6cwGYEgMkxGCSA3jNAgmD4cjunctHhDelUysYiCMebp2ABJxjN4nXoeFmKyYoIZPKRaF3NAfWj/s4pU9VURx4OuyMdCWnIY8McNQb/ouqDgeN2/kZLTgMmRzrul7SOX0+d0nymX3GhbZThjoGn7jD3U5zdLK/dAfacSd9O0i5LU2+UXUZJrEDjUIh5eNeUlPz4FAMCvUAplk7Bn9/sM9Z4XeKAOQbAC59bAA2PWNP6pTLvY5CEEJYlJ8DFgVSyK34ehxMYN8fF6u+qjWO58R2Apbkj4GebNNYAng6Wk4zTqNmqNV5AoU9Gt0FZfrTiKuvJLF0NsU9H5LUPplqvC4qOzSX601aR0+Y0wfpwGNWupNKziX2zYtMYFQaZoYr7AkRwOB2VtpIsBsSRkSr1ajRA7hXTBgTmLsjD2UCc3rXjWO0opyxQ6DisCEclqKS90fkhTyl1SfPDX0Dgqac01f9LI6XfL6o4/yREV3Fgt2aKz8l1lYRTnwjmDvntBTjvK8HQKPYdhPBkNhzBJmKSzAJzvAHAb6ncv+Igj/u7DLeyxxZ7O5xOfapFpBq9TRPloAmM3uJaDLe+TYpfBGhV7Ll2PHBQENoqABAVwzxmCOweFdXBRBv//cKofZZCohw3yXrTel3RjqCYwjqtJ/YGC3HwKjG/YpOqPSvgbrnYn9KMSWZyR/BszlwZnVzwf9BuzGQU0IcOzl4KkgSDRksz3MV48NKLB/hKsIQqx9uIMAvYhrtd3R5bxzxT6LaXtp1pl5Rsg5h93F2mJP1Mly/ZHZgaqcm1cDnQJVWRDU3gmojYtoaMreUWRp7ObtKokFG+1hMSAsh9TktCN3pxM9q3GdORtWjebvZi2smankbrJPlk3lTZckzdNte6ndKANlgdtxWDvtBo9b7PRzexYSghbEeBknmooIS6DUPu6KDCDODQuao1OrnJrb8SvTHlhojQrRYVo4wlTQVNWKZb0MlZHCgy+BOOTc3V4WUPZy9ab2kE6EZ5Euly0aFprmnJk0Trm7c3ieaqZPLnkEtBssR8xbfVpHMEgDvIs1UylpNv80ptfwFe3wGue2x5Sk70m+r7BuGsDcAsjaYgxwf0kg48hOl2YpkfIvfE0xfAI1TpCN0+wnOIFkwzEGgZ+HA25sXqbTL1TSi4yesZq6xBOaDEGdQDnprBJAzA9hpXjeIiDYpzDXWXke9HQ6SFIEByDKIEODRRpeopmCl5lH9/hi0Sw2b71HHzx4pPT5+xgR/brareBgPUalclqCfFneKuC4FvPRsMAFPwgmt+4cvSjuMnKvGbmhiyDMh37GSeU6m833dR10YY5k737MN/u82e4v0CCcgGrN9+PKYTZH+D//iQYuCKrgyvwiTlg2O7GCufq3H6R7dbj8XkPt1IqNVPnb0wjP9u7922ow5FtdT5zgHAsPdGsl3IGoYoYpi4wyyJLNT5K51KOTOFt2ppS2xaPpN4lU3FsstowtMEBgGibxwPs2Qy9EfqwVHVhf4OqgiRILzseEOWHY9PZ7rd0Ykgn09kEe+dJOl/izg5neZaOyGJDqKJ+Z+gmUTSO+cBUzBsmWfa0PT6/QnLvFHCNJlZ6+XCS5hmPBz+YztIULbs/nkTQp4LgE5ZLkdip2oQSAUo0kJREbifpzAGjZuigdXfDyDUaDoCIA7dvGtC9YAsZjRImq9TBqygAjXFdhtWbCcCFMWDA2MfLS7Msep41du9vld1v84KXD/dBPzdcIXTZEObvfHeS+t5DUmoMUxg4N/lDej0N42msuEGQh8aEbQypaJdtB84sSmj1ZH0HDLogdJjTiUu1tY6hPSL2C1JUbwjFH8e4S2h/q1BHTQRiAja+sGF4GuiWomppmnJlaolsjdEWKwsmcrPzuk6Cr1uee0QuTBlITqWdujkNe9TiutUpN98qQ0Eq7a/v+idmH73qJFZsW2o4wHR8hWn6cjmfwuSInTWiHOPyKXhww2jM2B6D5gpYDdkYoHo8ROiGU6nffY+aFS9ql1tFzXvm9sVLmDRfMIwmEz7BGNqNqNpHSVYVAVTgvSjPs3hMEfghohxBAmAOy2HDAaRku9COdhEo4UAgKnk36e8hoDSOqhh5G6yV3RZDA+Df8JihM8VknJbQxsAphfaCbQdmXiFdlF/u6y5vls+bVT31wom3g8+rELjbV2L0/57zhqcx9vugd8/jA06U0zwduVi8xZLuLGayH4Y+TiZCchTO8riP64Z97LFjBcARr4OGINB+xPqXPZRNovZVq92/hDr4tedzj6W9k113BBQ6InArmwAWd4o1KTQV6q/pSuLPsBXA73Slb8B+H7aSQBcQU2W0XDZV8lP2DoRbbYveKq1bc2A03jRfXV/KCMCYyTHf2gDIAr+MAtDQnVlOgbMDP0PFHUNVNZG8jMRIKgxiFDkeaY0pHu7k4QjBj1BC771vRFWb7lZIZMcXlP9CmvWDiHvrbO9HUxjEhCgTfHBzJgGrh0k28KgOjSC3XQ6revZg0Oc6KxaPEO1B7AHEttl1dNqvM55eva1JiluiKFHWDqDB7ndFDFAMepZSdjzFwtOb5vMm1G/8l8VHpDj19/cM9RfQaKmho1B7wePp6IQeHSZvlMmJOHXE/vtwhJYEnU6c5rMETQfKD7QhjhuQFYtdF8i+9CE6jwLFi0PXbr2G+aN+//wgV1Ysypf0a5r8/TWrm7CwUlU4CIMOZ4Y8r22nQ8kUB2K+mg3UmNra2IfF/dnviwMBZPkMxeFDMgLYZDlk/OMY6Lk9woxG/zpXUwbOHczuoCcp38Lsseto38LgE6To6oDUChGKOsd8bbcieg3e+DKfhF6czFIU30zc4MSyS/fDZAIqPJC1MblsGLSn0zhC6g9Qv6fIhBSRa7Y/OYAis2TxjIgesKnPEmJjEag0EQ+RmLD8NElwbMyg2YLkqJZXsXwJGAsJvQsQ3uMDQ/YuPu6OkkHjuagAYlZRwwNHBWtZzMEQYbnBOB2HVZVFPuyUmdg91V5MkYgHxPzflO8vjTHT/Wi6TQ5AF5iNoaMjwb6nkk6GsfwT54wQmY1g3egPp1LEw2MazQJ8qCBgiGod9Tr17NGhO8QXI+hT+HB4AvvPH3a90O+q+fIjzr+YCtJ5LU2/Yahz7R3q1cjr9ukCkUvZ3e2fj5C9HEYU1RZS4GXV5ZZNMQCN+djzjyQ54kmqcxfUoAykx9q/zAA0BhSqvWSAaxDqys8Gp8GYRL4DdLRBIu7PKPFpfv1AB6cqXSKp7+EgPAf9A/bp2BMpVWqvQyl/p2jaIe0+HjMvRwieCW5r15/Ml3nCYyCiklzMyfUE0g/cX33f1O60c0HV66NrTgCLhRGHciFU2EGv5RhtWpVxgIQYDn0XwdDj8ir1lani4iGT4ySAFzPKeX42mGF45WPo3r6bmgEWadtehdEBBwVo17lyuz3gX2LEuJ2OpGeY4WghqICtPMRu9rEJ2w2de//hT6GO3dt5+vwcvh/4qGEgrwGHuicEN9I43gNydr04KwHzB7wqVOpYWw36MGqEd7TDhO67IPpFHqThu9jdAdeby3qjSO20dpR57uPxeXEuS/QsiI1265vCciD1HC9qyuthiO9ejxxE+mi0IQkCqXoTina5H1TXJaz6KGQTV9fj5TDO4VgJc0kqZNTXQz5CtGMptweS/gCKupFlupANa+vCXYquhxGUfSkKiMXEy2Hasr7FlotB/B3UcbBRoeHAIfQW6lJ0YYQoxTKPIJQ+SwG8QbR5BO9SlvXozWczFO6YuQHVxqYbNlSn8gUxBKHFC0KFOiWd5s9QoZmS+k5xCmBjKVTmBoCyUBmgMAhmeeR2baytYrCGJO4SwBqSUOrhYKE5KydtyOesJ5DbMWyHkbmtvcFiTDdaYqKez1U+xxG1hOvqlhDdoRgxMmf5bITDCchckT35A3BpPjJhe3n52LVFuAAQv8W1BuMniGuMR2kOsEJ8Z/IiHXmC8k1jAg4oHHyu3XpQnsEum4eotj2/h6p9OMZ8DSA8pBdcH+eXn3KW2PPD4dBR8EznEbOfiTFpYjTzRiXt22V1Dfu66MJA2dxRAeBIep5dgokPlYzEojIvd3zae+wSoMKnSO/hujaoeRVpxubqdAbcouk4VNWBTAd0drXedcfFndxQBtndM84SbI9jyd8cUe3a6Hz9rN7wB60h2KQl1rLAk8OGOnZJQX1Hwwu5JsBbQNeR2SECG+Guj1HUBjH+k506uDP5PONOB9pg9OARSuYn5eCkRJwW81k+z59YQQdJOksY2+METPrRGE5P9F6F0mSCJA7gekCZkgHVofuDmBN4HyB8l1wU15uKSyv9GzG2BsLl2jd7+7ZSAJzu8HpXclIhv5fL7VFMm/J6t5vz9aF7gDYG8y9GgqMxZuLPt4X0V02pu/Uid9HfZ09EJYIkL2BFNxiAC5jJ8Rag+QBSOZ3isELMh3FO/yau2KNg7w/7Nkp4pG4a1PTx8QAvue+niHQM2Emhw6vvD3uPTv3L/Yc0Ycl1vm1WR69+UjYW2BuSDcGEG72Q5nOvS542XQ9zAK19QLgi1G1Um4hnwHUo2CFte+l1CrUMGFABt+8RaOpd9pgX4r9F/ByfiTXW8StI8UXXsd1ufcsk4AwLqMKW7HHRqcNAsa45wALTE9JTCSpXmad7nC4VBRpuBg9CN2Y5i4E75m6ca3FcHjC4sdKK3hZ6kU9IzWEcQyw2wVdMeDwAD6/yEdfcoiyfzOiG2pWJFCO7hw8PguEI6a87oMiDNxoMoFAH50OM20ZI6jbhbIS6/jEFG5P14ybnnr3YMZK3D9gBmX0DsyY0DhMk4eZwqgApDJ8XN9v0xcuHj9VoGkY7FDEb3D4G4A5gEcAFWEIoSNKimMjgYZxPAFQMxxgZcLDGGbobov4IQnGV9TBv62GgEEAFlxN30IBEnMbvho5ipz5CtvXTUcT/0qtD7wtu4rN8QilpCHntDNTvU7PTv+TSSFjOcIKtHZbqF2rzYVufOh0+aoDO7mpbJ+wYg0foQBIE9Yc7nqxP130boZ7JT4GTDc4C8oozlApj0cJtGa1vKE1hByVYnVCayosaDLM5VNMP+yWVJLEfNkVaC6aYJiEtE1UTYB4N+MgXDg0QO9z6oNBhqIWRGhxTxuxrn6IZUHAPH69zInf+EDatKeXnULsTlwPCh3ztjUcErZAEeyjxx1CPdIaI+q4HdB5AgGyuB1IY0+sUZbIfdYUNpb3VxDN6WGqq5QXD2gF7O/nmfAAmT4hxPR+ze0ghGYu0DGwA+hrZYvOqPfXhVeq6qeCBOYDsjzQuNQ1YBpwqeojyXOTzRhPUCPEsjkD9GYxjbHf3XLYbrp/Cw6kn+KI7hLrcIBwRZEQq70nOFwPHwLOaouTx+NlDHej4RRB4snW5TLCDXkeF9XxMyzIi5Q53iY8Fi3DjcuR6EKt7HaGO7b7NtQvBTZm3OOzV+9ylPUHbDkZxPAqEZ1Nee/LjEuzeRwx1/VteId0wjcHsvJ3PufhZopKHmBy23DaE51Z1AaoIEHNEMoIbmR1QOqkwMzgoRJyhjWKZuHFLVdRiUdeHSNAeJ1LwRfPCCaXlGOHoAoBIcySPp3A9pvhZhNq3N4ADFLgzCBL06dRbDRKUuiCeuTasjH0GCXyZKTmYROZdieEulEVyrI+FvJrLeDUqeYrhbaClM4ep8rqEPRteP16FAI0g8Uee9/y65Naw3cW44p0IysCJBq8G47kcHhcCp0Vj0b0lVyag1rWizE0LFjx80T6JA6jNWcf7BBdxXQQbyOnvqwH7wMeh0Pezrv4I9V8lq1OIqukXhbMaXCPnfLCoaJlzmJ5eKxcjuO2lD/3aM9HW+bWvmVABSluQq+sap4tjtU2riyIALhczSHra16aAN8T2GhW+BREge4kDJEao68a33mwDAa2fHtbYDasp4iL6kVvyTDGFw5JYSsyc8/TJCAPrMSF1ztvVPB1DrUwIJJybT2JOpNjb4/8R99NBrZug8GdTz3l6GsmBEI9QFYdooGexx/OCg2iXIlO9Uch1Vxm6dYnHg1wKRRoy5twBan5yl42PGxq10eQEYL7jgCoBz+2hLVeuDrslehBQAfclXgdnbghdAPnoKsZPt5XWN3uszbIbpG5BAo6E7hNxWiYXLkNF6s6C84diBao7+HQMF4wJXiyG+NRmlW02b4T/QttBOj9cWZHi6SiNQ4DXGcWueWNTPR6/QKifrqA+WY0hF+Q89wG0/jSNsYpgPdOvGjIYSP0IdX57QbUrzaev5PZim0uRt0XOzi209yTb9+m0I98uBAsAePzB1vncNUNKa37bZl3tCQAxSDYQlcNaG7dcMKyGOdFui0yJwC8yhDd6bgBzmGBh4J7w1lfBM2QMY0EVqRuxAdZsiAIfygBsyUf5cjoZ4ZyIcAjgeOARISP5bJ7G6H2TSTIZuALJsep1QUKDcAuSuKTyHlF5JkQPJfIoAyres7C4TTay8fFRZTD8ba8EyxfS1mvgDnjVGLvtkNmhn4UPJgAGY2KDuABk9gR9dfgsS2oicfssjH3I6nzgCn6CmB6xdhmhN5+NGO6QuWdrgjU91CYcGpaQwwVEF83Gble82voYp3NYEHL21ifvDyUKPk4HCPwtxERj4t00Yx4A/C8Q6u0OEHhFodF02t0DPdtDrUZHqBfc+j/jP9pOSB0++3w2RJrz1qu3d8Drg+vGEWG9qelQvM9waLdj4NspMYBm3z1DGhiDMNjSAYEfivKA/g1NGRtpAKPdSwBlbbc0Whb71Xq333JqDdHYTQp1R4hGlVgTIyxFXZmx6MYxKcdCcWfqn1bZmB2tn884zQ58rsoAukvUDqs/zHMpAgYYYqWYsnWpm95zB4jnELAAoau+wNlseYU+B/GpMZbv5siQ2msV8nbOKmmdvEVnkO5qmMGXtGMUu+gtdWmgBLXb5fyhQVqpBiSYTp5Ic4Xm3Jx+8cr1/QONJNGXMHHTpRVDf+zwkSuDXZ90SngC67qAJ7hhm+QA+Aeo0ntN2+GB3QuwoWk4gDngT6y7AIbAW5CV0KWxeRu1tX+04fZ4/PBQx67v6dJrUyajo5ZZoNFVc6kYaZm/xvH1OBptz0dYuDsXRrKRX+i7M4TalbXDOWAtL/UsuayvFbxULqthAvmfS2Sh1ZeVWWDw0+txFlQXBnwMg8nOtx/PGLLHDB5PiEyOxLg7EpMDjQ4bMCIVXW1qyFNwwy1k6E5mMk8fkDALuIrwe4StdjTkcG3DNksAESr4GiNIhkmBcTQJ7vR/AX2c0BiAOaRXFuYA2yFC4WOsR8acpHKAc4h4rnoj0eMZ0jm84BAmsmPdUdZa+l/4U4pF5wwySF+iKhE3J4rL1dujoBA4ujAgBxVgJBcADdspChIUHpgWYGYgLNhncuICNBfozxnqQpCLcIFTHmMhZ4aRQuTHozFamX5XevNe3+UEwsUwkKv2QhNg20Gzl8DFqBFDSVgZy5kqC+C6/pi3/Rqhvtwp8e2OrtzrTleOzPTeKeKXWxTtW/fdE83gK9HIO3UpknkKW635FgoAdoFRXekeR8hDR/w1t6fnY6d3jpXKL4C/GGp+5z2mdZp/8hriwLeaUt4zjBghYfY2X284ZgfhFOQamqpv4X9GkZp1HhKTzgs1Tw+BuicIHAHm0H6DXEO9mWE4nZfcTwcgh2hhuztC5c/ufsKhHM3fYkiWIkgIsA9DfIsf9uXvDG/Hlw4dwDWiC2z7dNLDe2ZoZqN4Iljo24kISp72zbZNNKK5+gJxjUr0YtmFQBGT/7lfztCzh9jBJRtoMAT9B+t1oMKgNMfoIIMEnZB9AChyA5/OUymBeHb3EK0CmX+KowrHAA401B7OsOnEA+yoyrV45PDjunB69Rxo53jDaTpKZ37XNhSNoaFHmJ3WI6v/CsO229aZLKki2q0zcvebNGNgDkwFHdvSPom/YHEeJertv3pYW9cMy36zOUcmG+Bms/VjFDFsvzxsUAIjPpAZwT0jYRaIFzffam6XI8iRnIG6zTCwRksewpcxC4Uni6o8CZt59AgDtZhBRTyrJIA/hEj6bIS+XESZXK8HJD+OmMRZ9aL2HSp4DsU79NSnULMLgHAqraB/vuTY6iVrCF1DLKvGOAHbOzCuOFDTivutVc6aA40H/kkAoMce11eyeTHmIh+mhzPG9pCHU4DePk5ZsYDrLpkdV5LmE8wCoJ9BGK7fHwKtBOROUh8bDt93GPFDzA1ADxwlBdQwHfPBmfm1Q50AvIKCfcpV/6kaJpAmnHz9rzKB/NwrT99UALL2UahTlU8ToazWj+Ai2eh5IcFIy4c1DYsxgzssKf+AVj5PECokucaKA59JbAOLi9Qm3CwW1DpCz87ECE054Gmow4HAEcsjKE3UDUtfWFqDjSG5ctCfQKhQhsbnqjogbDT/MeZtUIsVKTP9Xxx5hqlp3RDDhB32W8uVEoje7liqUKOGCRuFBzxj1fCNRfkILxCYIXp3DA2FbjOa4gpZuwymDR/AxwYfduQwJOwzcRNzi1MXIzWBFPvQlur1FUMAmBzONMJ5A6iQCnqrdx7B/uuGui7muB3Tj09nynZ9hAjfRfI+cUQwlLVPeGq/mge//gz9B1yxXIvTT2umc0jB5xmps4XyfKkFj09IhsecCfM0akMSopYl1zeZPcA6Gwby48kIa+oYvDOaRKwhkBWQKZ6hHzAfgmpGBnlf1j+RFl3IUhETGDimfZuqtfV/Wd1AEtWvTzVeOTg0oMhu6NV43AF9wCXU8ylf8XgqQwHkdo4KgxlPr4Bcd+Ju6NaBxcVQrYrGKE7Q4yPZD4XxLn8EpO8OYBGNWb/MzR1a0kBGDjKYeAPiYTTo2rb56kDziKRfN9TbHUWo2dOC9i3pvi265Z3G8vsT92gb2+qvpzy+BAC71v7YKRyc/vaP0S/AS5GawxikUGtekzDL1Tdat8HnEMJtrOYngRo3c30TsDxQbeyBBJy1T6j5TmIdyvwpdr+EI48634UtqFBcwYtBezwC5C4CU0iFPoEtJsouWG1TKD6g/rWUg64oCrX1f/VOaGp4aHW9DItuUGeHfQUSO0CHTb3eCs1mmY85NphlM+KFPtAHSEtwqQaduSpOwuEA+jizIqUqFl4SwAVy8LssRkTmPem7ROBwPoHtyoRONK6PC+AJ53ebhgzC2zognUdj/kuHutZSNpVd96Yh8XoISI3epqTtJ5L6nz7U0T9O7G15hhvQ1DZ+RAEvVbDqees5JNohwcpNErpBbAFvF1Sfw/ANeyyT8QTTZkzUx0PMpTiRCoRohv10bJQB+cpT2UYXOJrjZW80YWAMho7wXxEiTo+tbc+bQks2w7C9r8S1YNJliNSwFL//YtjYkb0n8fH1S7zcmiwBTBCgj4nBwk7+e7la5dyf5/q8rN9HMJ4BLo81vFjmCtMMtBucV5C3TYW4x4IEO2uQwwJNFleAbgNRDtIuCQEDMt6hoT0FidZzGykksinfnOiPUPplQ10J13ZMZQ9nvMmKSnj7/zvK9Y/+9eeS/e0ntB9S9nGGLyJXnF07AbpcMT+rabyC/VB6p6AkhjpVSn1GlL2TQKr2Ip/JUkyKHVdITw5ZG0dseynW0CPnlRZmPAdc6cc9isYNhPGOHD+MK6zGAapWKAdW/NSE0TT/7ZEnJigKrW/TyASSG0sW7mtq3G93S1g9geW/xIxhGnJoWM4ooDUMC2EDoUsHhZaFPfD5MZVmyH+BfxxOJOT5gKcWVlkQ3UNOBGVRB0Q+bzDKIK2JrqNJ5pbR+pse7fH4xXp1jHopAGoYrbfKERInfy8U2O6035qQIfl/IqZ1VH6dH3CDKCsgg64DIKeYdlSQNrfZspJn/V7ujiCg0oUFbgohRdawkwo2DURhucqGPRFwTYbcjJmMSAFHlgNDlIIswLr71IREvdtj7duXZTBMpDCJj8E966qSp2Pe6GSv2jv/4tTrKJjTIixKOG8wWW8ouoFaZIWFmGK+PsBIEScXAHpmdmAKM3YdGKFRWDYgY4BsIOIQpLu6JLyBCMdkzwEBXn+jYY2VPCypg6kfZXCfHHmOkrnUFUWhsWiAfGD7wZf5xRF4/zRiN4nSUmtrbwp45mj1T/vW0f+Jc/5RZP8Vm5Wyv3Ht+AHAXOe2YKkpcprjZ5vjuhACHdAtOC4tseRaifoLUHaA1rJ+Tq5JWSSMaOyRjSHLgGUvlO0of9EXz0RagpwZVr1cTwfYjqX/aBKOqylypjjsUHBXAkScddrM5UQs/uW7oHXekI4M6sTDTbqCNA291uVl4+SClSMc1mA+QUO56TQcyH56LrM1LOlO6bnmcp+2D5EJzMdDye2YpnNxhVTYXkAkPphBbQtikl0HXVu70VPHPUFt0Pb9rukYj3b9Vwx1S1fqdQPYyFpKpd2yG8V8i/i60bp9nOW9xS+2rF/2DSB7wMvXWIXZkUejbN0OiB3M4fCx3Uzq92kORAtuitgTkdV1pMKuS4NCFy2vJ9tdNEz3uZfOhS8y5ECarXLKslkfOQO1vroCR6cXlkDfwZAt4FkDpK6k7SzH7vB3A0LHKM9iYIwYuUE6bsQETmydoLo7jAPs3vRGfS6pDUT0zid3F5IyXlBQexogoq49evHfL9Sp/iqgC8bpPMRtkRnQOrZgSNLj3q03NA2fa+xiftl3QIxuBtMjwGuMqQ+KH4+9dghBzEmdzeHyBGI7BlTgwWEbFVU6WnEKp2IKzemVKMqA6g5tKda+DrfRByDBgV2KxU7L1L+15qBact3Qn5XcGhHWwuuHjh6IA6tyFmNtJy9ycl6JL7gcmrmk+ID7CpE4Cj6jTEfDYQ+Q3LHLAnQOe3wwoQsHdrP29Mjav1+o07Omg14Nm2iRiDmjwrMla3fhXez2hIECBpyow9rIB8zppt76pYX7mBknG9iabotlKZVwuab3KF2foAQBuTlA7WCAIkA82JZ1+5HLhZBhjxM1ZniurZHfTjTbQ1cf51Ovq9w2vzXMqNolwxrWigMkvL+CkpNbKlTNl2DVYHIAzgyk7hjUrM7FTQr9uWo78BFHEIYuexAXgAS6lqBPaXdDgS+G+QiV348Dj+61pNhUchljGhTT8R48dbM1uXjF+XopuuTA7212mkP896Xotb6B4Ot3dNNAqAus3Y8h6rLOq62kQ9DQQDWHplMNziuMHKJkNuX6hxgOexMg19RiEWFkXzY8yXnthyMvnhexwuAEpzaJW7X1zjcs4FGCiTnYIMeSa17gwAJGR5AR5qmroq5SbqazYx8wYSN9u4NxQuTdH9pUrI56HA+S2d51Z0PqSvrQveooP2SSJPRHnPyesFx3f13F0fkMWchWeDknfnzBUrkdXM+nGH/dn8uohsa7YWJBLRpjQdU2fuECTwT7yCHA+9Adgyy3JSEFG29QYIcI3Q5JMQEhDjIUYxol94MIkY6c7lDkmYMqBAlaW6yqEezOIBPtd2VsQaS84f+2vqn6hoB64vPmDCYrHE8sRbC8g3jf7jeYJc5I+4GA1JS0XJesOFcIruDkc37eB+cVV4Mc78FgDvO3AVRfG1q+YT1C5LcNdac1gqaEafTOgOV6lxNkpaAvd7a08HrumyjrseZmdU/nLj55sFADpJdx9xeXIjDE8pO+cyCXY3YFK0dZZweGjZjZFFCLn45BMKWNIobkKHT7NGgBDsdxm5TtcGSMQ3xFF9srMk7TFNm/1frW29ttoxneMTptN6W9M3p0KuctacWOIoVwAxZssS8PrBBgA9UkGi1YUYRDrHsQtIfgDqp2W36XHXle8Ssm+9EwHqHyG2b1I3bOMQXKLwmFoG2KUS+hMzOiMoXEN2rG89WCzpSP/t3sn/fGryww1FbO1bLiqnHJtSQqB3805Pe6yFcHGCgVBeygqpxLanRtcDiXQtXriLi764NQlxWIl64tywFtq6OyLJR1jTam999SP5Vlg27Qe1hXhGV3AlgOcwQyZMEDzNdHiNJl8JYuy5nYTnhcUhObd/FpwRQBe+6TKocWjtOI3pi62lh6s7b0ePx+oQ7lGGyn6u0BuO8pUzhwugm0YqAChxuqd92SkklpaMjEx+FsHF0v5i8sRWDeJmGcJwnZx/aKA8Tb1LSqptXCegOXNBoly7o2OGP9Zp+zi2J4OMX2B3lkQi1pNzZbGE7oipv3jdlkILDcKUodU0ah3WhJfi8odGUhEtj1YZ2GQ8o+qvCmGZM7EhkZqGtEFX1dupYwXe+9Rvv1VWsPt8XfUzEWoU5dKI0IfH6FYwtyUnYJjQhJXGs71w1v58PVMk7X84XuzOeT/TvNYuj87s6wMkbq2XIHdwhsvWUYlQN6G9pcAqGKOzAtEMmmOXSUI4S5/lP1tLoTVhvaSwNzoK1Nva8iMnRlU74rinDYRsfUMALtN54EfetXKcu0X7/KkIOz3fkpsvrlZEH6UfevIytFeBs47WfXgRZcfRBKewh1Q9cPUJarr75lOzaVhszfRyJU+modS65YbcUiOxL6fLvNxgloojY2VCnWTjGWPvzSklmGXU7H/AFLO38T5h0pK7AKc9qCJbun0k5VpLNALJIBvzsUwEEHAiObBCrWlAjRjV+j0/pdjCR+zM7vX+fqzhlKUvjdZwjz6DIVvApuTnoEmI6u6Wt+5HA1rRJfQDZNGnS11m+D1CJSFDXfnYKQsi7h4VpMYMgWkPM6EMMlsOawEQb7RgmT1lf2xv3iX6jMFLDRPkjpM01hrWoKtWdX1OYFk8P2SwRjmFdpCePn78lNQ9Ma/v8v/ZBFIf1H3DCfgOUmxOLg5XJJUMyfIPWoDy8ljJlgrma1upc1mlIU8I4xuOy6INmklHr+rRgWSB/C6e6O13tuiOZTEOEzdOgYr0FcLoEfYxDBZBrJXCM12PiZiAWGWiUyqAg2KHarcrkq4AkB3XcXBVgvhFIUdmk5EjQUVNGxrfY3dt34WmtKv0UB/zOx5Xq763I6vRyv4xYq9/M4ml8vbqsdQwzebLOAb9G0EWqR2fUwHm+ua6QG+7cbxnC+RGEn6DzE0IKN0sQFYRy6knAgH3QtBvjPClAoSS8a95oQmN2WU6hmRbRaBC8/g7pOgtTO+Nb0X2nRXJf6/Tco4Q3T+EkQeKPVqyDzmvX2Abr0IbRdLxUUn1vDDcwZNGef4iaxi72jm3pEtlzu/NmO5BdP6VTD0xrZrI4dzVfzvKzyvI4CqLZgRsVlTu1+IHTkT739cwUFtcIMWWx3k80mn8BTCjq4UQ5NXFm/aVoV0xRJId38+efmzTv8y+O/2mvx9cNDHYN0s9sjqI7PgAYNKpWtU9mbRocmVWXasuJG8WiIFziy7GL/Vhld4wp2W2QjdABceT6GNEUK3Wdi7fwg52r4fCMs0W79RM5Ft66bkzPlO90PYQEfz0WZoq/dEotx31swjF8kfihv9VtkE/OH5PW/hLouLBC1qGHLp8kSF5bG7WvwhptKmkZse2wuh/02WR2qFSqla+pK+U64kzzzGzXrZlVcyWpo8vmW9nNVNZqs5Dd7pxjtmF0/LUe+YwhVXr9jWyxg1C/1F3BjMW0o7WLX6JeH5eB0Bx2vzs8kTcG7+PPGf9bv5c6ndUzr113IFx2Qtzr8P1Xb2rmZOQL66Mha9FvIgYeuxU/pXR+L82AmYrfesto/0/1l3BiX0HkQEpWh/eXo53DN4Jim0w0SnyoBPrkM1vcdXP2NDry8DvOzLt38jTg1tIfRfl31Y5kltH++JVTceKLFo78dNGuW+RG/odlMsIcgAeU+yEuwq44GlEqwf57JQJu7Tc3r1umk224br6HeaK1Cx0lrOaN6VyXYkYJ/7zhy9dbPEeo4UTG0+ffzVrBMzd9Js+RXJ4X+rK/fUPOzjsQ5sB40sFrrze121x20W26+PoCeXOcjqFz2RpOB5/w819FpdSQfsirRLcozSf/b/piThfPAag0KLBkXdU0nUKxIJp5r/xQFvPH57af+utT1+yT21uPxLSaaLZkUvPnPt2rTuhIRL08rkcOtgr6I8YLb4P5Uo02bOFtDOaR8INVd/gz0AuJeHuEfNt9u8qBH5iJ1O23tpwh1KBkZ/56ygAtvt34v0RIqS3R+5YPq58zsUM8k1UdV8YahwGDjoyCioqE22FIec7lJowlWjMQlazj8ebp1Q2/6dRlQyStuvVn1RHVCShZyfXSYV8VyU82wNcHVZ6xSjAfWz2H5AJLM6N/f4k7qtx5SZD8X5Vr/+bAG9upKyrDVuplYfBzq6oBqt6Z7qn5VeZJk0NHBfBfONIOfiEjdon6ucCZ5KXIR7dcAuDUiVqs45FxASuNpNnYhX+QOB5H7U8ByuAYsuf37Z3Sv5e9EqfkdSvefEVbk5rANWgYEPjCxgSQOGRr621DXlTqQvTxCNWuTQfULtraQ/XHcOB78TGeW3Q2Hrgu5YHAw8JdPgW24DmdzWGOxOJvAJTPy+wh2b/JzhDoabtO+7v51yGL3LWuZv5NqiQDw7Qcs95Uf6PPcsoJydewZ/vF4PKfOx3ehmHM7QbQpd7ttRuOKaT5BKMFXcuD9PMNDvJLuKscBhPnZOLfTmUU+SvuN8RZyvN0NZvvisN9kSTKdwCfX6/lDb/JdgblPiENzXYKUOAjCSlZXiKLwqttqksbbh5UKlo0EbAQGSYM3Id1AnSprPeSJHo//8SDxzchKBEV3YA6hmVGHf5IoRCIcQhlkCwEwqHvikeXlPIfwdg+y3Fgn1sgGurmHaD+yOjHXE9zyjm1vI6N/dqy3M2rx/YVWSL2BCc96lcl1QNXIc6FHGnlBv9Oxvs+21CcsH1p2cjyAAK91nGvtTLf7WZ8sSjNaHVeli6GBPet1i9UqsuRkcMvNIVaB7uZ17fWu+UNJ+PH4R+GeV/TTwh3VNuyif1e6ViHiuJNqW1GPH6q3dLhOkjCMXTrnjCDml/i2ykw/QYtVTyDxAD++emeNsBZqflTBd70JdLvX8Mud1yV0t2lzH4UA5rrDcd+N4sFHQ8bvu9l2vJ7r87VwWvblfIDIzPXkAHZYXc/bA0UkW971dDpDNHoLBWQtuV6PF66+GVhzveLD62vyc21/PB4/6U5lqzWdG2avZxN97+f2RwBP2x4kYj0H1dvluqThNbQ0JglF94cTWEh7QeQ7PwWRumOu834/djut3vk0sQXmeg12x0vh/gnofQ9d/gLOediInk5ihno4wdhwGI3Qjlg/pFeHiFy77SyvnuZcrpuu7eTXqWEMrrnTcgaXU7vjQfzdbjnFNWkZw+u6Z9n+dedYvfPFsw3IR2fGb7bA/nh8m4G0VZ0GfhZIRxuP9I9vGhf29VlRL6EEtD2sMyziQt86CYl/IRMC0BvAPHNgqxJe+6FHVmddID27yOb58djj7tcro1zzpiVsg+ATtNrsDqsM7htJAt8cGOjAzZc1Cpw9/YH5Qwr4DeRhsbmWe9ChuDhow/sXSEeGG2oZGMez0fauZ9g8GH1+9nDp4VU686urpXR+0lvlpTAfEgKPR+t/bW3jFplUtjbogzNq2GVXuBz3+8aIER0wokPZO4eH3hruOgXdcsfiNAeBbgcOc9C45vLODyUOcC9wnWJLwtGNJOyeakcZnd1Qu2xJse4d2pByecCZhWa9qOoaZxavgwMFyHr6/g+B5aLrMembDo5L53ImDupAJZavHX4BUwjPdQYUpcH1bK9953pwrG7XHl5nrRMiH6ZOg2uqtR+43OPxv7O6kVUWQSncLW7BQH+jctcFksVIh/MG/rWpIHcNYVsA9qjgRfgLsQ497ilPDO1HGsFyUWc1kZ01++S3PEira2/2gl1YcBTI6Mt5IQ6atMJGGvc8sIFwHfTIw4DdDX+Muwucmi6nHGLwzgXDNvggXA9g6/uHCz5+PVlt75Jyec3aXvpwgLhQNvZ6mbXOF8cmWU704h+Px6P1v/gKnZS3ig3TKHMybMkm9J1R3YcdVQm926JYQs4eLhyr3OdQHYusCJIBJHUcyw3CkQr1H4oNwSdhYpsOhEbXvt3f9i2gbPd48o51XW0q6HQvafVbrKqZT4nuwCOXAFPDPvl/Qfhjhm1G14cOzdXHXP3AT/evlYUO/pLBOfx8tgHLkZeom/Nrv389D8dwPAjGfXzKwS9L61/S1sP+5/H432osHWd1golcECPc144hzLLXrI4EeDzCeQMy13TWgtk9rGfEHI+qt+K14QZTjyw1rdP+kWs7TvdQDjyvdLV+MYg9mUrfjyx3V+0PBzB7q82uysvlmqEOT2vxB3LA/INa92D0PThBn0DgIZCI/w0xU3cuRx6z3etWs88weUAVfwEa711Lftg4X6zeda8mh/BmpSuMqZnuJf+NyHKPxzdbLIDlAHjgCNiu0XbcN5vT5PaZvboqthCzr2GIW5SI9mQ8C7vQ4XfhIwlLmojFPFko7Bp/KAqsQw2ADzD5QZURlz4hnsi4XBusyvkBpgI00auqGkqF0xnU+IHGDXu247oRvPIwT5i4VuejhbjvUcCb5zO3c8zLznCuewtSw93rkhxZ6P20/OvBtt3LmdMB93KCzQsE4XFx2bWPfyZ8mg3weqv1IME/Hv/7YcI/S4kvvQF3KKPRaXnwplnBHh6IHNbaoHo7Hk/jARx1+lwJi6bVkD73wyRFfm/94PV1cdoVHy3NFJhQl4V6zhDbAaywUaBsD4dVWUGqezJKZgEkxh3YCYApmNQU5XfDGOv49rfdX/9rAW+srgmIP5NrirZ7RUUi9Oot83TxHTs8w6MR8X7d9W3vfAkoGb0bmE5G2dju+TLsdidn9uoPO7/H45844GoNGv+xs5ZB57zTdr2el/l2B0wLSvajGKbvoctqF1SU5aHyu2TDu5yw90zT+PE7EjcNCgl1jWtuqHbD+oQxWzEv6Om7XUNnPIoS0HtxHTGS/BqlPxr3QdwXxBFsgu8KyznV9XK+Xld2iwZteBN7l42Fqh2Y3GVUXC+We60gFXu9Tuk4ijk6/r4FRag1vPCRXwrjUcA/Hv9bmleTJltNytpvenjN9ot8va42KHxR9GJSta3SsqZw7ywcJelhtZ2X1QAW2KMUvfvATX6gFbDWqBSBNsZdZ/0W/pTwdPwcrNJqe0CFUuM69ptiVtcQH57Ho3GcHdZI9AWtwcK4SwPstPtde3XIjHbDbJ4PiKa70kIZGH3CaHmMGsOw/MgeXMd2VER9UoUMww2LGGu31CB1RvO423Kdtqk/Yv3x+IcjN+3jAt5sDcqy2JR5vt5vNmv43GNWVZYA5GGZmadFNqmr43o1D6K8Xse0lO3l7o/XPZL9EFmLavK8ZXiA3eGjNd/hyMJ1YK6OyeFuX+bLOsuKNF2uDutlEST5cj2E87Xnpk7b/L468HydGlecIZSFRlwMtwHU8WXYbKQ8Am9oK5oVF0S5cBrl040Mx6NXfzz+l6KDpjEhMESMN3NoGOMdTwVMMasVomNeH3fo2Gvo2KfxOInD0XA0qTJ07/vDcV5sY4yl/Wnp/BRWEFKf3LTkDDc9bvMVDXGBK1brw3a5WpV5mWbxaJoEURDNyhzFyeFwKKrDEGwBP85t/Xtmdf7F4lxQNVD2mw17JZtqw3V9RmyRjECipeps4CchAsiuyWr9IoZ/j8dPZEfTug3ZjvvDclliLEUTrR063Xo9j/NoFIRJPIomWX2s00ma787LYjmB12R6WvXbP1D3o91u5ON0Jdmpi+O9t9weMFIvK1jhQpBiv1wCY8ynWSjXEcazDLygWZoV+KpyG+A65qf5Nz2yPjFXp1o447VtaTQNsKiYo4ThNUXL964ZxxtWW2YcHeqJGK3XfstuPebqj8c/8IXXRIVRQfD31JDu6v0RjJMlcnqFEVWeZmk+C7JRGI5JKl3PZnN47cyLrDwfN5tJfqjqzdL/0RB8o2iAlVamQKhxwwHseCjrYgWaX7WCtAYuI4ujWYjtvAz1ezVNc1ju5CD7no/beVZukf4r1/4x4tD/33f0fyYRkMfj137ozCtc+hZ3UtPZg2uCDn27hy98tSomAVJ5HAX50yxbbOcvi5fn5+cZXKmwM1Iuj/tjXa0xdj+VQ1uaAOPHKce2TTFEkgmC6eKFyXWAPTPHuDAeTZJREERYdslrhHcxGkVxWpazaTzbrA5I7UvU+rttQdGN9je5js8JdUpzPwr0x+Mrseb0ViOxiv/34+MSxLhqtd2vq3JZJcPRaBoPJ+U8WxwXz+/ffXh5eVmsF4tjURQ12PHH4+6IM+FQrdOh8yPvyo60Ie0G7eoVhyXxhiVDvdrOZ8MRjyxs7OT1vk7hhTuZzmZpuYard460v9ztZS9/u9qmAymsf4ZQV6r8jxL98fiKg2mdwqstxy9Pu9Vmi9HUpgZqvZwFo3CS5dV2v10snj+8f//h/YcPL88v++04zQuQU4rNdnPcoz4u5/tT7to/jkujZoa6pkNIy4khRLFak8S/wb9WiydU7dOMcrHpnJbdT5MgGAZxmqcJSvg1NO53691xV7OvPxxT1/wW1/HvQ52m9sZjlvZ4fL1977bU3rCDPx9zIFjHdb3awBphXU+ScrfKF3s8Xt4j0F8+vH/3DvH+/pn7bofdruYayeG43wHCg4pF0f2x19HhueUE1XGHNTby/JZrKGCu5k9P82WJHdwie8qfwvHz7Cl8Suf1qsqzLMd1rGuQ/TcHaM9BGrdebnL7Z8jq+sPR/vH4us16y6Q84aA6Hcr5co4UvoL0DGboSzgkrBbPzwu26O8Q6R/efXiHx/sXFvJk1GBStSznqzVEH6oDuHUrz/iR10GRaMfNz6eaq/Xb/bLebClLsVhUmBemGZJ7+CyPfLGYz2Y5McdZhn2Y/R5dCGiBhwPye1Ft+j9DqKv14vZDZebxaH2t1TD8vzvG1Ik5bY2dz3K534Mth/AosvB5sV8sFi8vSOkI85d3Hz7I3z48P2f5GrGBih/fdtgdQbapBz+yWWe/3h1tzhvgiRUWXNR1IIDnSN7jYJzin2dcCkqT9/j383iWZVWRJgmm7sfDGrSgYn08HNmz936KXv0z7Vkfj8fj/wt1mIsEM9gcAcEqdkjTc9Lj6mo5G6WIdPTmH4jGfZAHMzoe7z88v2wX3HlDkAOsXy+Xq9NuPfjBJnTOKMfObQ3lnN0SBxDGZ7iM1fjpKUCYTxnocg28gBfUK08ZcIkcilTz6rgFnQBnxLI+nNZ11/wZQh1kGrCcHjqRj8dXszLVW705FOQQ5bB3qKg6UybTaZyOx8WQCZ2h8SJJ/R3jnMGOMv55j3k0OXXs2TdsjjfnsPMjhac6bbeu9vvNuiyPjPR6VUQpZmrBLAvCCGxzpnT0H3IpuJAcRTwmbvM9xm/binJUYMwXy/3m7Ok/RVZ/PB6P1lcYsmGOrrcb86MQ7NDlEuX4ejlHyz0bAbEeD0foZlWkMzqkbGek//FOYh1Q/Pm42AHQ2h0OZ0zeVjWEHzByw6TebH+/69Bu/LFOx57sRfgSdXvF5jvBnDAJh+PZbFYc6nx+FHDxwwc5tZDYj4tZkWUlwPfqUOarzeaEo65eVpCWHdjCMDcfof54tH4DNmwHTDmoLjoR+vT9Gnst+8NitV5n4TCYTMc50+AzIDmWvCpEJB3+8YdK7oiV0+mwQ0sM/Ou422/mBRbDU//7wvA6F9TBIkdcdqeYFW7XGAoAZtusVykmaslkklULrKpX2QxXI2OEd+o6iDaAGzudZtWO6+xUplrvwSgo5qvNMXGhFfHI6o/Hb4G8N/eetz1ty83xCFhthaXuTR2N4gzK0JvtfCuIHB5Ast4JHPfHuw8yXGdaf/d+sdgfgeBh++2wOzAjAo2vohv543u5u2DExsWwcINt1TVA9HkN6GC7rcIohiFNuVrls2IWheH8GQhDgzngQSR+juw/SbJqtQfLF2DFfLeDzBZ5Beulr2Q6HqH+ePz66hT4wxxmaLTnK4yht9RVrevlfJZDmAkz59l88aIiXcAsPKSCf5Hy990fiHjgXBtO3dHlcyC/26Bnr2bad0SOOUk3RIQi22FzbYlQR7wvYUizzifzagNWXz4bj7M4GI7nIRr1Dw0wJ2l99oTNnhxfnGOGsDtul+WqQmkDVY68WkaNc9oj1B+PX7tXFy/Wwfy0w1ZLBdobb/IdNro3BcI2i2d5EDCn39F3+eO9RHnzB1L7AiBeDVUq0WgEsodd0WLSVu3z95LDJM/Pq09ozzdVviPXj2q3Bdr2qszidBoOh1EaxnGxyFGavOdrx0GFl589TWkwO50DyMsxZUQZv9mWWYnT67hcItS/6oboI9Qfjx8Fy0EQIVydTmvoMM2hx4ROG/12vdpPy3gCxDoNnxZzGajjn/cS5u9VQn+vAGz888fLntoVK5TvexhEYMnteNjm1nckbmuk9DrjzfFEPjuIPJC3XR+gLlUfZlUSB8F0Cj3lWRZj9DbHfO35vZojgPC3gB4NFCrgOsnvPnC9B5PDLZjzdb05b+uRrWmPUH88fn0+LMp3tz5uME5HpGNpGx0uhVX3yzANIPCezJ5ygHIvNwT+nsvfSZC/qG59cdzvVyTeYFS13S7nJYlzA/t7HllYaPPWhAdRiB/FxAVwQ7XdVWE6DIIAbtE599ahNDVGpDeXA7Rx8TTOq0ScnSY5CpMt1mO27PUxO0RHsz0VbudrxuUj1B+P1o8hl+ktK9pjGg6+m6x6Vmtqw9abPEjjUTKti3y/zV9UsDNA3smyy/vbiB2Y/PsX9OqgnGw5jt5st8cDVGaRPTfl0PmOWb1lT47Venvcb2tcB84dqEzhOiZYsgcuR7uKdZmWo1EQPT2DGPtCAOJ5Pg6DGNU93NZnSZLVZMytgVoUmx1nb9iGq+t94VmPUH88Wr8uD5bCRRpNulfHHLuqSgAaa111Uax2aTDNgb8f5rP5bLHFPpsi0NzIch/uo/X3fwCAX0DDCXus+w1NISoEyaEssTiyTZDZlWCKqWzVvontXCOv5q0P+aqqiMihNlk11xEmeVasdyDBJ6N4lMYh91xA51+QJvf++QlyNNNsmuIxYagXWJI5YR6PsTquA8cGPrCpYteibaUhFhnGI9Qfj1/oYQppxiJmvYSdA0zZkBE3q+WGiougwSD0cdtDs2Gah1F1xHr6h7dkOcWe4dILPohZG9Y+N+UKDHioy85XuxWjHnJVuRvAt9y21cbGG4OorxbnPLOkUUCjDuYP0DheByTfweytlhuMzJd0pZmOJlCTG4ezpyd053Mp4cNxvsijIANJbl0Qos8gFV/V+7LeynUUvI7DCrBeNYWtm32L9S+zUnmE+uPxnUNdlqUMxysOmznyF4bJ8FGvN+TCQHERfW0F6bhxEIYQZ8r3N16sivR3DQaPOv7l+f14sYYQzXYLtcktpB0gBgEWOdD4Y13UYdcvg0ZC5VuEOqWyZE/Hn5Ofi59ay3VsD5sS10GN9wpteDAOx09BMH6a58/vUb0LdQaY3DN2eMCbxboLfFlBB9ifsKGPJ9jsd7B2q2uyiTZYYIdR3XDu2Q3W/0W2p49Qfzy+fw0Pv95iK4Zs1WGzWq2R/5ZM7esqy4vpOIymQTQe5el0lt84NLcC/kURaNi5P5NDvt5yv13A9x18n8qs3m1ONH9y3XAcD5nXO4b+TShArEy8an+kqTI03kHzw1I6iDBrXEc6n40D/ykfD8PZPHtGj44z6o/3d9rf8wI+0rNJkk8nkxn+Pdlsj6dVUQG8gA4HGXeQwT/CmRLO7eE09KnF3PmyTuQR6o9H6/uS5FD6upP9aU9B2CXTH5bTVpCRm9dlNglnyXAYJhna16xKk2hMqPpNrAs8917xSl/yZ2g+LBZrZEK0xPUG6DtTe1FtTwD2h7BKGoRQdGl/C/1inY36ID3iOsr7daCKR0UOQswsmmGdDVl8/EIxPI7RueXyvnnpciVzrK9HGRoVMOQnT5v5fHU6Yu4I51nSA6A1B3UO7LTWw94Q14GdvS90V3iE+uPR+s4abK1+fsReB+dPK0g3QEhuu14e0kmWhJhNAcNKpkUKcDoDcDVEoCzkodIhKbISK4S3XvI5PznfbvYHMFAQcxBkXu8AeZ+Q60cwLnedsUPNiG+gOodn9GtEOoABFOCo2uv1DpDDLk1SXsf8ScD2hdLNUY/39zDH37DEGo6mhQr12QxHBUaG29PtOtDZ5OXqtD6tBj3P7/YTW67BfIT649H6ZfSlOtlxWx+x3bI+rHK6k9IXYT+JphFK7gzKLLM0n0RhkGK4HkOLDYtiaMVfJD++vGeCx0YbUj00K17kHMDiOsgnu01ZLFA8gxQPzTZ/CG9jd+gltoT6t+DE2+VBXcfysMoqThAY88loOhoCeMvmC9G9lPlgwwr40DAEhOoHHZo5BDOX1bzI82wPmt8GrOCjXAf0rukJk2cwavW7lh96CS1P219yZD1C/fH4zp264Rz2BUbhUu8SvgL0Xq2rUYiWNU1nGKpjgzWAjUsZQ/8ZOsqr7Okph0aTDKr4OB6loOeW2DPT+3ExLyFIc9pUC7S7m90+7HXhZ9zr9rwk1G8A2tdO6kYfY/zdar0DMlAyqct1QPU5mz7lOfsOSegNC4D/vNyW816ofAt5nXWRIsxzLr1sT+f1FgXChsw5HBkYGR7XXp/Os3Bo9qcB2fbm1/VsU0LWOLOEqsNVQ0v+W+hNmJQA5JBBg3QrHJyYN2BV9ms7jXPVG8TVAp8IM0HgrnzCttl8i66e2GwOXYNP3tZ0+RiPMFs+KbPL5v+mbsnLUBpFj8cvVbhLuJkQIHVmaKgxTl9jlw2174ay6OsqTvIyA18c+ujhMJ5FI+y7QNGlmBTpCB+bApFnX76QfI7KmKvfkiRBNX2GZiybZQAAW7gsHOpBz6EP+2Dop3mXUssCzLWNr7H/LYbirKb7+a4uIXa15C4brgDpvdqXSZxVgOEwH3gnIBzxQ4n4JsrfK6ofNa4XWYRLKwHUI9oxjhcK0BIsoCOvo5pvqj592P2+F3hF1hMzFVO0PIzPSc2fyurdXp//d2yrY2giYq934HCLkIXDk3U71Pjm2baEnClRaavdQWKFb2x0bZdbDX2csI7ddeQHOW6jas8Qh12lYTZojZwet8DvyNNpfFdt0TEwGuuYfvCQpv41S3dx/Qsg+wzm6KbIa4yhtztKI69h4pJMsecZoW4PI0R9scLGV5ZOoihGPAxHRZJy3o7JNIJb9buLRp3m5d0fYb7ANHoO1UYAW+WmcGHCPkwQ6313FPsyXDcsJoivsvEmz+KEqx0cHVB+V/hzSWYviG5rcGKyp+f8pjMjwX1P5oz5hubLIypLo2DkJxysQ9ACQ3gozKFEgN4WqHdL7MFmfV7H2EOB4sZDz4bydMvutD5zwP5XIyfL3sM6mabKl9JFmmVy16zhZWKq5VxEnWaKmKRuvXpoaurHqwmm/eb56rNvGSM8Ib2Zz7MuJqr7C1zjVTWCUM83tjyLl/fUU3nFfjXpthwEeDfEb9zlE5otr9quC5en6XlgPrL6r/ZQrp2Wl28hx4IJ1ZZjaOyAAYjnngos2eIUyyGI8xTwFG7+LE7SJ+BycRJPYJUANlwJjdVscSPJvqhh+x+SL58X5xOeEaRYCEUfV+HA95DSu8gv+Is3cpqKtG18peuw/Tmvg6RcDvr4Y0Hih+7lOAqfZvl9NihUXhbySjZH0f4k2gHOj7NJANv4FKFeIYuX7GZAmFuQIVzCuOZQ+3IdXtfBdQy8YGjLdWitz9Ks+ERWN87XquDI83g9uR0VVGYCS0Yp5w0qhwjzl7W7YWHPzrT4Jpod2ry1HOtjv73qig370fWUTYG1Xuja3jpfu7p6Bvxs/+IpX8fsOuAHrOnlcj5fz5TH7R2uPCMK1ivjixxAPi623luth2Jt65dbZUOFNzsdaZmOWxpAHGQTIbcCIegizYBZR0kCwRbe8mU6KUg8mT4h8jNwyWCVkM6x6ZZnnFw1PNnbdpsg20jy++NxU6YUpDnkg17P6Xmu0+v3fM8J01HXFn6s3v4a1YnjZ6fTak6ly90aMlGs35dLrNRhiy2k8KUq0dXAQIFwDSLXRPp7CkSDI8S0PowKIfVC957Ws6DCH6EUXe6xH3eMCTj00bH34cHuOnH5f+2dCWPbVrKsGT8mzHBFSJqAjIUABJnYuIikRFEL+f//1fvqAJSUO7mZFzvxOHnAzGRsWQuPwz7dXV1V7Y4qefyfEurD9vDpNO7rw9buvDRZmt2Si1NIu9WrN0frcusOuxeCYL2asWtWPLVGA/Xal2d5dgeD4FSazY6T57Pfaz8T6gOzwAer0McnfbPxePlyNo640/OLY42C87PVsrbnzGpNH89OazA9n2Ysdz+f8OWYnfzGxfJvmNbH4fblSdN0SHFq0hmnU7eud/skSENWk7KzcH+HHzSuckGJxWrADGp1twKkL5lRQ0QxHtEGjbvQZM0OiKo4po+XsTKpffu4d0fjycT1p9ZkwnTd8+akxvbrm/Urn2mGB9ymOsdKFQqbJ+DnHu/mCG/pJT7XmpyrN73t5zeFnvI8XLksYqqeYaLnp+hz4M3dHg63q9Ute2z2OFEaCuDT0rZopV1mCWPLdlwPyoHDuqrhF6Hov7F0efh0tgSAKaaeVL3LITY+5wba6KvfGkxtZ1p53I0s23fGysvWtN0b2/bk1/V7a0ugdufnVeXNszgn/cHzuba5Zomre/bUvb9Q358n2ue+Ofv6MTnJfnZ+0AUxOz0MWylXDS9KFwfXw7PVhM7fDXjvtBdPhxdtYYEhvhfr5E7GkXhRbNK4LModMo9NHnvxIg48GCg3bGk73D5rbq4caND3Tx+rdFkXxG9DrKuPWDKudgBbT8cVIrd0Zk0nE8ceg2AH8Wzq2LY7q9G5r3sGHSs3ftSXK2t3f4+71NOODRTzfH3NBPDTx6sLk7fG4D5dhLi8UDjwjNmiMkLqtlhmWZowX7gFk5PdvSJdkt7jUaLYh7sEjEsAo8oTL5na3tR2x39WVm8p1Mf6Pe3x+WnQrfDu+BTjiNkx7fUoU2TeTVvD7tBVE/6SEHrBS7JUg58oWfde03pJqPejc6kLdcS3yYcK9X6/su8Y3r1QKnSs2E+eT1Oh7S8vFkOAtntecw0sdIN1Xk5WqzhH+m5rvptujlmT1v92z5h9qdrGsnk4blesT6dcXWsIvsOVQvVrEaeLgDJ+MQ/SlfIb5LFbo1i/ee/IVmf0Os4rhopyveKEIuGRfIvwhRgZj6aePaPdnVMDe5O5+yeBuc7+sD3W51iuHjgG9Dx6dfXbm9vT0+Wl6jW+784pR/RLShP0qxE0uQXbZVfZtec4AQ6TJeupOCphjx/PLYjDjr5lydiQhO7NbNcOotHYdcex3fky541/D/X28Pk81bC+3S7OScdg7v1eck6rEr3bGuXno2vn5yeSuXt+Ciz35ZQMhs759BI7dNoTvsL6da8encpqTrA7B6ZX79eKI+v80FcPRZN/fwZ/G3afT2ak4J8OreQ0V+nA65m1bCr64XB2fpGx3uxcNGsn/m74+yggMhhJQfrEi2KHjZrqdfyc7x7vwdrDELY4re58weTp/rjS2/6TGvOPdUqsWt/amkKz6c8fX4dYCqsjq90IOtwhnp/Y4eowWLcXgWtPpwoX14tnZpb09Y1I+iBdC9N7PDXW4s1ozRo6l7vnuyK5e6oMbusAr5O5CfNqaMC9hYg1y26gzZQ3tdgtqNZU6ai08apmVndIc5/h2NKlj53Md+yZevax50XWF+5u/PdevUXWXbg8/ua8HV/ie0GG7Va8o9n5ro9ZUHROWtYzCZcx2+nFoo9+sRiMUWKbMZrxygGe24GkkcwPzsx13P35ZaTvPxYvmXTec86LHjssgfk7JtTbrfvTjH8jveL82LXPe4r+7viFPxkFp9PD4fTC6A4Y8OWliZ2/kUBdkuuRv2f6Dei+ezjstrvDHaYt++OdfBs2SNiyGGAuy+fFer9aPT294ewXF/i6I38PcVWoXG1Lo9pXCMDDg+Ryz9vSczybZA4K7zDqtYvFxMx2+zWD40vOobe1FR0fac23xlUKcpxurDtzb91tEj87fr5ghZ/fXqUeLakp615EtD9dUzefLmZaHy/dvX55dXtze7iHQ3jEdKOkRZ+RzCfWzBX+UM7Hpsuuxt2jr8rq/dGTJm0ajhGlPQO3t3rxaXHBNI7CzLGtfXmiwl9JON9an7yue95o3Bafg279HXvDbpfQD/qt8HyqvucDSvv+E726aQX6I/8cmp/cbV9C3T0/MMH3Xs4PrdHh7MG4OJzPmHHEjOpeQODNyOblNGpi6G/ydGXqOLZRcguvlpYbA+cDnHF1udTwu83C9+KlH6ao1LeHQ3pzd/z8+rzF+ZUxlnv1p6ggeJML2Yn0+ZnYwMMG2Tgbz3Z3Wzh3YFnT2QR27JxosZ0ssKRyG7TNvsHOF0zT+bqJq1E6+1eMBcUdJNaVOPyspEF3mvhBfltbY11eo5m3Gf5uCeR+nd0Yo+t6Vlhx/i5b6GSVVx8Q4O4WKSt/Z0XscQ7D/Jv55F/HLeZDAeLQ0Cq62VfAcv3R82nOMNL2V4y8+t3KOCQkh5uh2LD1cNpCcSiW55fB/OzAnWv15vypZz6j7RG8stbTfg39fa5UwAfnRyamVFOW2DVqEOjByeydGFSuWj9/CfX2mkbg5fRyvmsNHIZuz6eXw3nSTs6P0+HIfqFXp5VnRtDE0N8mqUOhLKCJL816ZKze0XOT2dF8Mopeb3eFUDjoYixJzzfL1M1uq978bTj9GuEfL5ZyBnK/MalQeN0qyLCTlO5bQNlG9PepY1HCO1PbDlKK+OkE+NixDLVL//jDDaD8pgej8oFpupYoHnQOVCkQfGVDL0+NPPCTPHtT4BHO6s6NNO8GW7kgQuFy9cvHC+Qg7k91J1x6kk/a+FKZaX3E1qbwptPR1IbjazsTMntCWp8COzi2ZdKu5lzdryLGtjT2ks4XEMwXT1bBbHp1w6DpPp1fECadHp83dO2OKfr9c9zyz3P2S3cCuvGBeSVTS2M5IfDD6FzUmzBEWxLsVxOX8rPbNQjda6gPBi7OJPMpsBxIznpzLGabs8X1Y/MlXe+80XX2eG5C/e8kcJk9PKqNxkZ1Jxqp2S98eLiHabZblouF7FaW2zJfsPEoun63pe3TpR2vgqGq6iHNCMWW3OXleDTbi6+9uT/PsW6EfLPcLal2J8yCZlM7A5gTbj2aWFNvNg2S0dDM3HpfdGUNHfysWARNASF9jSxedwcyO7+4K8ssLZGv3qgvr0QuJsxXmEwhcrsyk8Kbeo9TnfnN2P2y1cl06nLFNYf+CEO+4MIauzqHk7vODIEbfF9r6jrTeTjq92uW7NcU8MNnkzNx04nPqWGpkqHTU9ypWKst+vPRgKEblLXwJen2h8NWRur2zgLRQMfn1Tebnna6Oejdu+3wXKrRH1ZeQwQqSd3I7KOTb3jvUOPrUJcrHwS9gG/TsXRxdYYvz53B+UXw4Gh0ftL3ZhzYhNDf5Glb/VZSpVzq3KWIcoT8WixWZGh0ufi3s3w8KVLXh/leGlPVm6u6An71l9IuF8IouomMbvXm2vO14DSI+GcSuUDtYaGhOqL1kmn6zPVgjtu+PRmPYMxNpjPFuhuH9tRqfZGEAuR4VNxBm9nKOGKNafs9mNwKAxz4vaxf5WgSqt8exX4naGUX+Xl1o+m55Dpm2XLFCHhfqYjudyn4zR6LXy7KmJvjtYbqvucEkt1PLWvsgDpMxzNv4ieBPRka4tzXhPpgRIFNhMGb8UWhwTKESzABlpMDPUL/1dnXBTDeL+jVl6aSeDxNqNzn4q7756jT6lndzvj0BJmGzp7hQHAu658g3YpgOVMhDDqq/CsuzSXUl49jAILOnvtkcp/oC5xTYbVOLxPdODZ1venVGxb83yenA7pIs7VDrwl2Ddy0l+s70BYwtoHn5NVCDR9AHSvkG1mn9QqRvoBxn7X5KJIbhZ4IRonK/pyu0Pag1OWLuefOC3moFzPHcYNQirCpD4I9mdiwsih9TfiDZbe+aJFwpzU+PqgQuRMT9o6XL2RuyTlI7XtM4JdlzNVj1sFjCntT6uVGIbReiddqQetrR/K+bv/8qQIdLrX9JxnqXd1mFO31OWx/PLYNb86aiROk8IfO0vmqUCeYH8+WKdUZmm/5QIIqXuMyBnzMKplWnsRgGS5JyOOnMy4fo/lpMyLUNfnuq5Zv2anbGr9Abu3Pzs/jXj9mrq56wXDk+i8nQQ0iKLcm+glGvHYJ9fSckfGF8fGHp2mrO3ohhQ/X57XGiTuumW53crprYujvEur9/shB5klYS+S5Q7PCagf4pEK0MG9JojCRxRQrHvJ5uMi0ON3ovuqe9+PrEJ03P+P2IvLApnxGcguP//djCWL4bxqTxHF4UpsQzujN4c9MJ5Yj7Hri+KKiuJkzsuHShF8CwEPstNwDqN+9llMAKUJe3T88HPbaCsnmVMT2nANZHiF+fXMdFdeBO79GrRcHrq9dDxckUUPC9+SfV8Xbp1eOr8HwIQq4RoerUJ84jnS5rsvobewXs6E7m4Xu8A+VJ7+R1TUM66s26DjnZ8hB0Nhaw8RA8qLLjNr56WVbPJ83JPvZ+bwqANKIUsFytEDhOWyNytNe7f1pdzhpot6NTqt6GZ/E9ZWWhu9VDnsvz8NKoXoJdYhzm3R7elFFUJye8/zFNP8TkLrN5nS6Uzq3T3kTQ3+TZ+TEJen88Hg0cu4H49myF3v1cWuwLFgzORvNQlB46nf/6urzK4fc/O+qBqglEQldx1ssmL0vQj9J5vxuXhRFHjj8SotbCS/bz3aZApt6fYxCkw7dmowxePA827OnY282izpfYPEwtpOSHeh7iPZcUfcaJahn3+yeHtHjbhZzH1BO5hp+lgVcXfO1nJ/dOL12g9sq0j9f9Ktv9XsFvV9dcv1HY3RvCAPw/56jcc2V49IKiPGx5ftcb7Y/5Rz07IM/VJ38W6hDkSmW4wqIABUDoNuU0G6dTf2kUzbqPZ5OT3MBd8PpjglYPiXGndKRKN3e2MOW97Rmm66PWuUpHMJ/dYrg7UdaMaagey3qmre6+XlU3bH9eGkkbK0ZbPiXdGxI+MEjrDyJENs9K4Wi9xIbQWJxGjcUmu8YcW+brYWmMPTU0/LvG9/mhztWNsFn32ody0aAHAOqdRJEob/IvShB2paV2dVlCFXDV7Wxg0yarm480riK9RAU2vERUDGnc70ALm2Uzf1oQaj7XpAXjkTYM5dIp2m3AeKDFFiLmRUxQ1VQezzAAum1f8/m3axTVoQM2DiFgytQAMbu7E5kusZlxcgNB+g9zs7r9RLKfhguFl44j5I0SRL2M6V0C453Y7r0mklTs2s+v8PmPr6D3avjVv5zAHmZwnsM/M6dNaPxIMwTbquJ9C/T2Ldr0tzg/4099xtZXbJipVpwiLaY8EOTd3v1YwbaQ8sygY7DR39kGdF6tzLFFiWW71gIce/yR0Ojdx+M3nsD9/V16PDafHRMvh9020ZMPDAvpT8Y8HXo9IwGvvpBkPA7w9FoNOwbSwz6hYYY+/3icBCo22ZGO3QzUjeea9hEytPVSFchnGwEblHyLlZlWLL0BKv01J0nLELZrD6/ycJMpquhaT6gDQ/LJBKPNI7naYzzHDZ0nuvO6dkLX0EfFqs8dh1/7oxV7oK+j52QUgDinLg0mlk5cegOajv61u+Ioc2V1e0ZTufAWz/rHJhCaZc7QwRUplrtoFOVCdh/kRSwXecZstQggR+Qhq7rzZNFcn1zWd5U8WNqsuzHj2/ONFfVH1SThjfmPGB9EKgwmQLCc2OFtOdcWjqHKIBe6HNlMf4efEUBb6SkFQn+TQP/7q9kODRfVi+E7VcWI4b03pHk1aT2vd2vk7XxpXn39YPL6ms5UQz7/cV5dPG+MTtm+5dFs7LHrF5Vt9+tTGiq66vnqV9onu/WUKpTESVa3dn2ET3mihDZw39dlXdHjJPZO15SuadJtoDw7mnryTxKAdgWgcC529qh5Vcusab0vbrJHD/Ho8afLzCmwquBtjtjEk+T7jhpmsQxfXEQh56/EBd2bHu+50PSBGOa+aDZs4AAFFSPyq1SUA9+Px12DeETK4X7Z+hw6Es5x/1uuQSFu8eYAlXbfr+ICfIkCIqEEj4uuGtYpM6RKEBiXmVWj90umMPVp1c47peaYHNxr1CY/3J1VSGQcq9xg1wd+tQNPTHmFOUz15rMZvPAo1f3uAhGJoT73dbgS2C5tonlyvTFJFueNpSn+unVZX5LljTSpbc7lQi4OzTK1748opz55dujaGlXzJs3gKPdMrqZrpkJWi95RaIxdhdmemCm8vrT9pBLa6CpnH4sd6zR1o1f8mFjTfH9hnq3evvx7lk8PWhhi2gtuEsBVkOYO2ghMasKgyAtQ8IhLIokpt7FYgoXhnkpj1VFdx3r1ZDdRMNNYNNyZ0WZzWXYEFwXxU0UOMF1xEqFLE7zhS/kPS7xVg8V/V7sKjpI6AhByf6O505A4yMc4l3MUUz++N9DpEOO0vJ0PmfzvEVgC/K+NpspNtoog0ctTciGsUFRAATw4wvWqKf1FRSXeN7ycvybd6i7CeLP79ZMGp3rJco/VqFefbKINmWxyOacyHXmakXsma4sgp6qRVU8g0THtceDykmr/yVZvVd/uNcy8+4qSDvvxIiDQf37bteA/dRrGFNUHOFB9W9Zv+3Q51SJuf1+2dSgyvKmwYBT12955fB9hcCF0TbWRO3Oe6pSr623kK7Z/uTeqkuF5vk+PSjQN+Be1B1jrIg1CwOpciNnqTso7+s9ifG4L3CWCuQGnSbLMjVB4SsH+gHDc20/UZgbnlkNV13JyaHIUL35cm6Z++xFym6iq4+Mo25Wq2vAqpkHEEZ57lJDF5kga6KD/+A65XrlbMbYzYhaF0Lz8mD8H/DrjqGO6n09hYm+A3mHJ7c90KrDmFuuleCPd0VAG1Fk4P9cQShwOUeU5Wou/DBGkX6zepXjVFn9Vsz+epms6d2vLo5zl5x/VfXv3GxgfCXCVeQuM/Uj3F5MHsxwAd3LyFtAnAtz3wR798soNINep9L1KnBHVVR1Br/+S+i3R9VHer23YqdjqvWRLPYG3VednPmU4f/4S22TqgWJ6O9zbIqpYftiSGk4iFVXQC3Rhx5PoPMZpnsXbGg1LpLf89OtZ1lDB9EJRG4RxO9EIwXRImKUGlGoB0kYr1cJHa43X8xJ79FisYhJWWRryb2Cm88r3u50rNFNmUEghyoTp6nSXLBghO27NouRVreVeKSkSgjDcB5jzKx0nucAcEqEhAPf1J7Q7poEP3WCjUu0jGNH5W/3d4ZrVQDxzoyP6swPRprDyyfotRx6o3NkYZjMcdMguesKotKOcbFPY4+ZXpStKoPbzxdTaP53vH3lxdbF+ytB6DXMPxoHrRv6D7+MOYblqFefV706UU7o4zkXlw5umbMQWs3wy0K9rrRRpbRNNd+ua+tf/Xm7W41Me3WpUyXZ4eWvx5i79kyqFnN42PnVUKB/6eb0A/StO53Ks858J+M2K9lbt27UKzmMtAbt6vpRT9DrNiH1vSLwxsBtNBpPs0eMFh80WIMmTtTvsI5aGwtlHKaIbIKiQtmyvFgH0qExW2eG5rueXOQK1pyJh+KJcFaWhBFBnNKmE7tuUGCpvJKSXYgWwY6lAzM3102LIouB4SFuqGoPuBoo4Ce+tC8eKd+ZCKwDjOcHO/1O7z8skgSAnm0e77Blr88B0LBl8YwxusXoshDcDkwQMu/z+dlrX6+SfgRfPOoNhmwXuY6pT15ZvoYn91q3f3oHyVXZ/mZVJBw09CxrOkWvA+YgZHEqGvxsDgQ5m/Jf6L6soXTt1hf16gqrSsOmarnXqxmsw1/Z/KrZNkIY6d5MFd++wHnm64Zvn9ke1Paw71dYVmY21Zf0R5WxtLqFtrlAOuqRZEjZq/uES9/f7Ro/i36r3XjLtb7b7S1mTOqU2/VziZnq026ltQaMqR4OsRslK4DrLWlwzdBr5oRQYdhIxtA7WQRRElLRK5D5HaYN4sS40apA4+orfIKAkMKBLnCNl8OtDJhrDRlV//F5FUXshiG1A8LHmkyZHhfQmsG6uQYCH7YZbBRihLH7ZJaMO7/ThgiIgq7ysFGPjk5HjHd5PT7ez9042UjICgtuGWLw6Lr8Cl8NXlh8LUZPHHKJXUWfbz69N8eqeO9iuH+u4vr19V8ZhuzFT5r7QVjfwqcXAZ9wQrnk2Zq8Ac55Hr07v7ewyeQ40wDpntWsfGie1rcnwjKbtbdHdiVCj9vAijtAENe20e0yxuU9xjJ2l8JQJWYjYeYxVBjNxjPG5WpHI3wjU7FjCJj4WkaSi1BpPM7LIiH1O0FRYXVXF5no54poKqEoMB3XA53Bkt59YhC5mVRhTuaNGay7ANhjPJtmIwycfCcadY3yu/ebmYPBsrt5fGDfojRsO5ju8OQ4xqbQqvR484TpO+fgeokixbah9IRJVnB3UUtEmeG9f67L9I+fag3uhdf/lswvvtFV0ANLwAVSrg7yclOQzGnXxQKyeeFOzj0lNj+vX5Y0Zs7ghKPXUdmgCfXm+XZp3SqfHyGTaXvLFiCOpeEHKDNLliEs8xzuKOiZ78AtK9LQDMzgiKcRKdxb5CTlUDRXpNnMqgC6AoHtCyhxgXpw4inDUPJo+t+KZHZVJUezBg13l+vUeNN58VSeFDYFrpsGyuOsb6OGN+IwXQE8ThxIT1V1oYPfMMObrF6OevnoYznHdv8g0H1bUHFwGS08Ly+prIO3c9B0LCIVD3ESBgutlqx8L19lre/ZQW+rXt6oc9LJyJOGMVuW4KwZukEg/rjHcN0Gc6BX12AdvJGP0FnYpoT34tBAXf3OcNBk9eZpfbv16cOUfcJbFe93O8HvbBtnh8GeNy/MUWLC9piiFxV8li4yzaMB1JC1MRhPC8lXJFIrE0Fb4QI4O5wzp2aeDicFW9nMVO6fLvRSs+O0ArJ/oWenw82ZQXuhNBY4UnBV+O5YSdGj09XCRnFm0YE67Ht1Jv3KI2X0Wwa3VsGMDXFtdQ4MoDU8eNjkIaCfIAbHXWw32ZyXac6BjQ5FCw70Wi+Zl/KfrwYJl1D/pKr94j/1qlC/mOoYyynx/280O0yLuExdKAAeKj1LF59tz12dwCPL45/l1EzACSN237UGVQB3f48n0IR68/zJsNxsr2IdP1iZyjxi7Qh/dHfcbWOZG+dQXUJQs1ipF4FIujAylShjxQOtrgvuBoDN6gdKYmInWqQZqLtNmhMflmuguF2xDO1TbRB99U4Vxu9ur+HIBMVyEaQkcFRhtthmzgyMEOH3WNU8pe/Mjhi4AdCjpBv3O6Pf3HAq4gzyO+wudY4HuEDao8a8EDYAoro8SximeT4jhOocZmLIOfZLjREcJ2d2yEBQsSvim0wqrl5VbB/fb3Ez4tYrOdlLz45cpswi7Xrwc1bNx+jY/Plcbjq2LS48dF8urpnPFHHmMLqgLfHmc8caVPr1XhPqzfPNCnjvSRZyD3eSsAmAx0mZFpcF6AXGUiGRLCALtFqhq6I8w5KC3ATmJiJcjOiTFtgGjce1QuEjblwSwjONozAycNynVw/Wtw1Jmkp/vs38MEqCZK2vJAgc11IdLz94GVRQzk9zLhRcXfB4mMXu2Iki23g0/MadFfG6GQ4ixcPHivnaoxBGbFPKlEUN2iSpwZ/3do40R6FHZ3LNAADebsxVwG2zuq03T6FLlS+mKeHf9jCblW5X1eo5orxg0QUX3HU8B6mYL/Q3AC2APl3eco5EbrjCTzR/y13Z4RqoLuYTuLva/2HhbBPqzfMnp/VpsV+vnoyR6n4naTerHXZa17R/WlOem6l3mniEtSrzME4WC5MRcUVfI1IzE+lcXTo1PZX9HKQrF+pO915sjq960KsLu7RSiii/4/hSZqFwvplmzmw8I+kp4sUvtUj4HjcKCbJemKIf5rmhOx2p1f23Ct4u71Zrcw7Zwq622uGOdlXLp5YA+rablWlSvJ4jihcLpgrk+Gy15LKijb/GGBYun3GxxxpTC+Fvb2piEKn+o5I5vvCiyV9fQQpibJdfe0bIs87Q9oK8u1r6MLEJ7/HE/MYCeZ9p94PIAdCDCHVBBUD/4gkMm1Bvnm9IjB0Fm3tWmFW1r7wi8HWk8F3KzqFEhJZQtcu9cA6mnpueXdBWRniQwQkZgj8RMqdLoWQ5K5IuIC8yO23p9ef3VvBq1D+9lsXBjXa+ZZmtVM4oiv+ztbcNY4cZEpEgVrXrmPoXY/W5w/5GPode3p7+VrPet4ItVu8biVUxwUNpDzL3RK2yZxV6ETD0C1HpXM5hLjHOkV3PiX6INXPqixSfHOlrr+UVSxHvo7TFRkfz9mpTq9yhb/wr9zq7NdeD4yYUM5E5el6dA9scjPJcudAwOiDc5yHo3NjVCJFKhfI+siXk486ajZus3jzfEJYT5TlYyzl5rw1sD/DKmEs/3JMal/hBrbUhlTkSuDWZGmYsa07I3kkkKTYrGcvcl1xzAQct0og9TMygGm0onx/dvmeUv+1+EEB3s/JJtl5SBnJ0QOBtSe/pKLnTGgBXVzMr8jxpk6CxZr4QLlp5bJc7v0XvbVnhBi2eOcceH0zS+5EKhZJ+y4I2we6B9k6Zc2jkFvFKmSUoUGHTLIQreumqJNljGwPbD3OsKMC3Ap4fnCDoQerhr6/Z9SKYgvECfw2UMSLdyXzD1cub4SUpiznpVp14ru2ynEOMuYkuGVUv3ANj+UbTo1jNsK15vuUjKrO9esFycbN52K0rm6kdwzfzqx1oExT4WFkafC5fFup1kaJiMMdIjaYdKH4RzhX91MMRt4IQO0dhVawqCfvrfKpWeINq4TYXLVdSj4ZVuetNJ6aR9edQTC2cJG1G6zNQNNRtvjA6Wnk+cYZbhWd1f2ObpKykh97m5UEWmPe7erUDM7d7Mv1qa85hemrOweyQRfAXXgD9BmCDqhNld1OOeFGxKmKNF4J8BW4o1JDZIGKdMIpEf/M1dBSLHjxujS6A+wLZPSfwRdw3Dtdw/caT0UxJfCaV7HQWmCDHakc4BOdosnrzfNsHYiOreIrDnYzX8G94PGjZEbZTu0Nl1p5BEQnSpWHKkculQA0p3Yltl5go80iEVg99GJmd3pVgAPKCZ56sbuqNpu+iXP6SNxTG1zHzdLbEhNixCb9CpU5B7IpSRu7DR90xm0wmAunwZSQ6QOUn2pgy+3dNRc3c7A9G9hLq/p32n9OG0LNLfb8/0pbs7zaxmadDj52bcyxMbo8kpvU0cDfqNup6IMmUcZl4AfQhajMi9fjxgiUXFP4B2F5VBIRM05naAU6iv02MrRx4AysS3dTRDB2naOJ7Zs4xNbpcceQ5Kivqxnhi95tQb55vm9bbkkK3p8snOSjjIldS88p48f5Rmx+glK6oezVSw0YGuLrI4cfxTodkU2W+OQTwGI6sZ4ZZzNMZbsk5cV4YRxfTm19VUu9PN9VTpILCnLRcpIWvkVqAbQVVruyaCBemVzHmUxNtFpUZo6GioB5h1h7Ek+Fvh3rVs3ft7RNI4waXKVwndrKGPjxVqONmA7MPoUvES/WMjD6QIl7nEC/ACxdFOE90BSHJg/iXCnEADEy4xBKDRaaa0+lbhPr7uAaQTMX48wHm4pRsTT5PmBmMK9CBIt23wRym8qcw3nmcQ+IXlfpxOm5gueb55o827/Xb02zHJhdCYqkFxaKjwDO9M3l+S09O6Cqz662dauCOzI2JWrVrvcg9Wl0Xv1UV+CoC8nyBS+ON8ZnUtErY9eebUnxYoWMYTSVcHVEQ6VqQeka8UbAq46Nu29Xy4smYkTSVvCc0exKElMve9Hccm7RVFA/FJdubHu7xyIIPpHMg5Lnfr0owCLAHx2T27FfnCFWVB3GKgkcvxcOAigxOdQ5ZMFfOnvNADeJUogE7CG8pYQx/iGogiRxmbsuc1oD7wJyDkfoMxhzIgtZTcX8platqF3gHSjFP3cnvSj6bUG+ePzmhv8qXTf87iR6etuVqb+bTexlPma2lWqy+WWMSR8pOqvyeZWLTXObpxA8JWoWuN49I7ZrJLcQN9W8QubIWiZodP/jihhaAmjkRBz1kakcHEBNmlLUT13hSyJHCoc61hNHJR912LYW8xtJJCfl0OvhPKyAkn54Uz0eMoank5YZZofEPWiVDdl9nMqa+nCPPzTki3WL0KQ4E2iRc+LXOnuZ+kRq2UChS/1y9uaoBLgbV9bF4wUzt5vpeARYa8rtVO+KpV1eZAn2OkQHNuaHAW9o2izl2SKPyH/RtTag3z1/yDM2aMzkUWSFY/FHz6f0925blAn/Hr4j545aM7soOMjNKFyr5sp6nz9mzHkZ5ajShMYpVX4WxMl+GgAwLmlCG0thTzAXkxQuYtq6sovNlwOgM2dpEJe7MmDloA4Ro5CMR4SVtI7vTxIfzIudXo66xUPrfztHrGmskvBTGi3sWREvbxqKKpeHVHA4PnOPhuNHdpHOI2Sc2TVEaVpAqFOI7Fumf4+WGEGzXtH86E6i0pq7n0TmwyMRxT/D7dZEpnmcGYNSIwIsD9ekM2MX/k7k6JF9gCFjGYVhSmIw6w9931WlCvXn+ulUPRubcVWbfPZL8DFdWix9o35+V1fnv3U5CdN7yymZ6y1/m6UKxGcoV8nEyslbRz7CuoZeHM0qxjuOMTVilKnf5DvM8x5vOFTlGPbh0LnHCRGriyopRsynQOFv0sqmdOPPlBkxgVpmc9H6vw+2bnXOVPdI4vQd8x5+CF393L+H9wzOkQON/uy91R0GlYVimc0jRSsQyPfCq5sII3uDqgtoJuksjc4nx6kHjGf+JSMuRXUB7SX8wgCahz4xeJ45tteOVH7wEuGPx5qZTd+4Gy3UorVu1k7XbiFib57+Ay8mXwDiIdMk0lqsVKLul9pdCrtniPyVxqEJkW2o+Rt7OTEaU/E0uFEb9okkz5Dcq13nKLE5DORtYPk219gEHyjiEQRqaulgkVEdkEyU/RxcG2dMMpkWcYc0LUT+GaUaHsGLlCmW78VHqSiHSbfX7/yss13nzypN+nXWM7I+lhr8TSehwYB3rASk72DwsGqXrOnTT+hxexHThOpHIVcPFubzxKpFryfBN5wgYuIPJcUOE1P++hoHTX37RrBxbWE8oBH4UY0vL20jlc30cAQxgIgBe6E16o2HlCNL+D66YTag3zzda/bBk5TKmUxsTJrgq76tlCQKyiXaqWtJ2xPtdrblCpJqnV37v8pECt85oyYnrmHqY8jjlE0SaobmNZyZzS/klsquf0NNKwCYWjW3QOGJ9bAdZygZIyDWDL3YxsrzNcbdEtsdCWe4t5XfOsaGQ3z+gc+MqiROdQ8bVphan+xAXiKlCtixF8AWBoxdfJB70IV5+oMpF0F7A2IHuY2KJxMdrF/1VY0Mi3hkZI3gN0dWKAMElEffddNTvfM12l+Zpnr8m2O387vFxtdZGw/06Z8vh9v4IsrXaPeyIAX+eMJ8WB14r2AyZxFfajmUHHS6ArAHmMjjnpLmw2C5lZEENsIiwXLMrkwZ6Wvp2st9kFkoTAmQlKwqhcVKnh2xfEXj9dcaEXcsp7h8fzT6q47YssKLamsxOTb/FFD7QOYS7VWLdWLwADrHQRI22XPS/RZKVngR9c8S+oOxo6gu4gPAAxHiHu8s5FnMm/2PbfXcO2UODV2Aumekcoz/cUjWh3jzfqHcfztLDI4teNJ/e3Wvn8uHpfqcx+8bU8aKQaFil2DazZlgo6nVxeI23FacO1zlkrcSPL8pNLITbsizTkLPcQf6KEOEQflwE3YzQga5cXC+QtJHeh2Yu0O9/7aVF4W4Y/ps7jRZ0Du12F52u0MwNmdui0tlfziHratFttuCHjnivOecIfRsAkrV1Mp3hHHq9U5dldI5gBYJ8LBf7qZG78GsPND+Hdu9MhpUJc7/fbkK9eVrf2yYILe8ZTYLN81FzNjm6yOLl7v5IbqTX3W+QvvhIWisU+zJPZ/ROEgsjKGWp/jxKWRUBugXpPJDX88yBIcN0mYm0XxHI8JIjYHxJ1UUPhyhehCK9j2rLxMFXOYsb48W+Nc3X98rk20dU7EAOLIHQeovtYcfamkAD9WxRzdlrnb3sarTTjTGDOccc7S4TOgaEkPskzOGGAoacijznVmbQmg+ybtminqcwgZcD2I6AYNTt1zbr/U6T1Zvne3yM+fdo7G/Z7sTiBBiyD3vga6r6/VZ+rIfjRuZxdOkFdnLoNDVPh17GHhhvJn4pgJzYJuBRwqQtSThFCsVNLpnT5BLysoDGdWaiclfEV3Y5ZljGcAW8OphWb/WvSetmv0F3lu20d1kX1u6wK1fo8g97s1f64bCOjAJGOntN1JgceIDyErk6GiZwDnHgY8S5tqp0+UaBsEv97okI54jnKosZbV+V3tbF4yalY5lWVXt/KN/27h88RxPqzdP6VqsgtMZPKRFk615bz+7lsMy0nTG7WXUIEa0wFJK0QrQYMy8NBB0UG/XZ0E7SReKL/EL3TYgIa0+IDubNllUvLbW08gjGOyD8YonrrHNhvWrDyPtdbF/aq5sxoozQJ/HugaKdecJe03ayPLeVRnB7kARAdTK7WALmjlr5FfF3lWlwLlgevv/MuNlO1YI7Mfka7Zqadcv4WTM3p2qx7OocsOQurNdhNcXUq+h2e02oN8/3t6G1P+zXhK6RuxZivV+tdgS6tK1P93d3hlzOOgiMJdj8IvooKXBReS1jGi2PmrkIZErlYoR7Ml/HQhZWjNziSN2A1EqQqGDn6pVDd1x5Tgw0hjK21VoX2u1/xbudr+0bu0YlVmsO/W932K/gAdKql+vDExpX9eyYyzLVd6DFy5Ye5RuDQzHhROiTmUUwt2UE6Wg2EJjJoGdWz8ggFqYMNYrpPpjeQbMN3WoFKqy+vmHJ9NrVRtR2U8A3z/eY09vGT9Zs/RuMnFLbz7ZrBm8rpm9EzPERQycy46bMFjJcqubpErCHEnKhCcMTmcZckHTA5BqPxal83mX2bhnIXXZrJMhFDmsuFbGkV23+rVYQsoOEf/TaJhMOvqY2keStbdYTDEb+2vjhriTZA6NjdHiQh/SddrQuxPqpzK9DuW9I/hYkmbHIsAWwYxHHhxJTo1B+EN52YEmM48pkKsb/Io9nE60d7rbr3UddkRWGl8WJf+QcTag3z3+pc7dLTJePMmlkLxIoNjtaodVAnb1/xHJS1PDCSNmB33NUYDbBoJUtWDPYbgrVDearMwJ5tw2zXWxXauGMarmMqYu/2Tksd4k491FTBfEFIPofH3bM2PGOP0LJk/sGuxol1g0x0eMcliMYThYTcP20swUIcSj7Z7nWW06V6EMvxenG/sMTtSbUm+f7C3V0b/nxKFgLByckYzDMMWEm/OX6sk6y5aqQKJRptBd4VW8+tic+c3QtP7DkMyFOu8ZSlpad+E4oobtntpP2v53rDmvkl4cDe6o0NtRaN85xL6MqzDRXKywrdI7U036qwJPwlDJkNg2RusvPkstL/lcTbX+nBZmCKkKWX0Oas61Oq9trQr15Wn97kSvhOF08SBy6WhpqvJlP36FrB7ErGKAnYNhlOKvEXZKvYAhn+86kUmvLGdIjDxrLNSfFeDJm4/ig3/u27+WeJvWz/IlehCJe0/Wy3B6f7ip37Psipx1ZFHkJW2/EOeDuMnsTP0iG7hLgTGSEN2J0YEvXggM8ajvH6g/6fzqzoQn15vnvPEK3Olb8eKT23UIil9kDPe798QAwX8iWJqHbhdwK6jaR63lsC3pz5A8p+xU5v6r+9eDLKpSm02GVzQmT3jdU8AmgG0zSp+OyWO8R4q/E7FfPrgFDHmt2niYpw0GB7dCAQi2Zqs9hh5LnTKVlmfmM3fPCB42oJ2mdfr8J9eb52z+KxqGQ8VHA1O1BYzeYpSvo5Y9HSuB8gawbMWvuWlBLZDo3MZbOTNQEsxuJF3Efy0k6gWdX813bf5BX8idE0KBVSU2siMXM0GqWGiPIAx8tzG6byvsaw6yc18+cn97dbE62NDevpGoTFSwJbIFCmL1lunN2E/e7TVZvnn9ESm+3DaOGQVjH8tbqbbX6EAmJBG8MrUpknTDmytCWgTt7FS1Bb8ZJzYylcE3GSTnxo3k1OReHrFoG3ut3vyXkUMvggPYnERsh8KiR6K3iycqWA7MsGHOFSDMMB+XkzkxQClWzsAFsceZnWeiHgQEZTHtu1HR/drQ3od48rf8WoWYw0hBMxarlLHdIRphXHTBdF4r9xG+WyEWyxPimuZo0y0am2kA6kVEyblUJ/DETa8zVOsjVur3h68Lwb8j5NdBDryeRK+Kdh+0SIzqdAz/8R2KfjcxY0xjjSrMzznaMfSXnwDBqEVC1o2AbVbPIPhFOYdIfDlpNVm+ef8TT69UqmI6xkx46y4Om61VGlH3F4ZBT7JrVLEyaA8JbidCaWXYEkXyVQYobDKuheUtGMbyH+9W6xV7vG59jUDUNSsgsagZq2Cizr5gi6vLap3KP8Ey9bvsIbSH5cBaL7gOMIUGF0+9Xh+gOarLR2x3ypzwf9HRaP//ww08/KNTN7z8078Hm+e+w6YZ2jjvjBmvWO2VEaPGJlh1MnWrPcGUvE8+8rFgEUrb0a5Lq93eOghVvKk0OTA3xz1zOdQ705jKVqE7jzKtzeL6qkvZfODX44Ycf6sjuNqHePN/D061FruyCYWiFXc12CYfU+MIJuZKtO/PnMMX4gQHVaGhIod9hqOsco1kGOV57LjDY2rA83jXLmBwjvNMaOXSrl3OYhuMvrKkJ9R/ehfqlgG9CvXn+ewW9oPPROFw/Mmrfbu6LiHXsdLPilki+gmtbvlrApbEuuxQ732XXaZjpo0m+Yd+0CvkM7brZ0/J6DjxxMwnph51/c7dqQr15Wv8fWFcYuVlvHN7dl8sHlrWGcRFPJQqBC59ttNd8OqwHzl0RyTq140XrO4Mb+2beN8u3mipgaR1GRQTVhw6dc6yX6HAno3pRFN04ZHoMtdt/eai3f25gueb5XlxqiJKRsW/bPmyKZJGxhDhmO3qChRx27cZ5Zdjrdrq91yFUp/c9Thbqc4xDrLRy5upJlvoTtsnmc599TANRbobd13P8xaFHlP9gnibUm+f7CBH81rs1+6w78nBxYkRVrjeeUbRZiM07vXccuHbrWyPt/88F/KCa9w1kMBtut0W+5ChLzoFN7Uga1O6w3fntm+6vifTXUP/xw4cfP+ivrvpA86ZrntZ/R88uPXaVr4fDlpOX0WJbetXy8141ftfcua/Cvd3rYcvQ63yf8KJeo5n+tXsDl3Faus5Rr0wGMF2NPqZjzmHKfH1eu8PzF0a6Qv2nn35qQr15vo8Qqd7unf5Fhz2aRTkWkR39uq15uewY/mdEdPqt77IRMZsk+qZIgQaw4ByGCdwTW95Qadvvdfx/4SDBdOkK9J9+6LQGHz70P/RNA68PNG+65mmef8zzFurwe8jpwx8hzf3888//4vm50zzN0zz/kOdHTdlMYHc/tMjpPP02xTwf+vmndvM0T/P8Qx6F+g8/EdhM3Fo/VqH+f0yWbyr45mmef14B/6+fusrqH7rU8B9MqP/rX02oN0/z/LNCnUj/+af+h17rxx97H34cfOiYgr7p1Zunef5JT92q//zjh97/BZtfMHcAzondAAAAAElFTkSuQmCC"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "336df950",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:44:07.165465Z",
     "iopub.status.busy": "2026-10-24T22:44:07.165360Z",
     "iopub.status.idle": "2026-10-24T22:44:09.595909Z",
     "shell.execute_reply": "2026-10-24T22:44:09.595388Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "38400 grid points, t = 1.355 eV, solved in 0.8 s\n",
      "state 0: E = 0.1681 eV   probability inside dot = 0.91\n",
      "state 1: E = 0.2534 eV   probability inside dot = 0.85\n",
      "state 2: E = 0.2534 eV   probability inside dot = 0.85\n",
      "state 3: E = 0.3234 eV   probability inside dot = 0.80\n",
      "state 4: E = 0.3310 eV   probability inside dot = 0.78\n",
      "state 5: E = 0.3598 eV   probability inside dot = 0.76\n",
      "state 6: E = 0.4067 eV   probability inside dot = 0.70\n",
      "state 7: E = 0.4067 eV   probability inside dot = 0.70\n"
     ]
    }
   ],
   "source": [
    "MSTAR, BARRIER, h = 0.05, 0.5, 0.75          # m*/m0, band offset (eV), grid spacing (nm)\n",
    "BASE, HEIGHT = 20.0, 7.0                     # pyramid base and height (nm)\n",
    "t_hop = H2M / (MSTAR * h * h)                # hopping energy t (eV)\n",
    "nx, nz = 40, 24                              # 30 x 30 x 18 nm box\n",
    "grid = np.stack(np.meshgrid(np.arange(nx) * h, np.arange(nx) * h, np.arange(nz) * h,\n",
    "                            indexing=\"ij\"), -1).reshape(-1, 3)\n",
    "box = Structure(grid, [\"X\"] * len(grid), np.diag([nx * h, nx * h, nz * h]))\n",
    "fd = nemo.models.tb.single_band_material(h, onsite=6 * t_hop, hopping=-t_hop)\n",
    "h_grid = nemo.models.tb.SlaterKoster(fd).build(box)\n",
    "\n",
    "centre = np.array([nx * h / 2, nx * h / 2, 5.0])     # centre of the pyramid base\n",
    "rel = grid - centre\n",
    "half = BASE / 2 * (1 - rel[:, 2] / HEIGHT)           # half-width of the pyramid at height z\n",
    "in_pyr = (rel[:, 2] >= 0) & (rel[:, 2] <= HEIGHT) & (np.abs(rel[:, 0]) <= half) & (np.abs(rel[:, 1]) <= half)\n",
    "wetting = (rel[:, 2] < 0) & (rel[:, 2] >= -h)\n",
    "u = np.where(in_pyr | wetting, 0.0, BARRIER)\n",
    "\n",
    "t0 = time.perf_counter()\n",
    "res = nemo.eigenstates(h_grid, num=8, k=np.zeros(3), potential=u)\n",
    "order = np.argsort(res[\"energies\"])\n",
    "E_pyr, psi = res[\"energies\"][order], res[\"vectors\"][:, order]\n",
    "print(f\"{len(grid)} grid points, t = {t_hop:.3f} eV, solved in {time.perf_counter() - t0:.1f} s\")\n",
    "for i, e in enumerate(E_pyr):\n",
    "    w = np.sum(np.abs(psi[in_pyr | wetting, i])**2)\n",
    "    print(f\"state {i}: E = {e:.4f} eV   probability inside dot = {w:.2f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "c4f1f6ee",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:44:09.597092Z",
     "iopub.status.busy": "2026-10-24T22:44:09.597000Z",
     "iopub.status.idle": "2026-10-24T22:44:09.857187Z",
     "shell.execute_reply": "2026-10-24T22:44:09.856883Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1320x572 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dens = (np.abs(psi)**2).reshape(nx, nx, nz, -1)\n",
    "iz = int(round((centre[2] + 1.5) / h))               # plane 1.5 nm above the base\n",
    "iy = nx // 2\n",
    "ext_xy = [0, nx * h, 0, nx * h]\n",
    "ext_xz = [0, nx * h, 0, nz * h]\n",
    "show = [0, 1, 3, 4]\n",
    "fig, axs = plt.subplots(2, 4, figsize=(12, 5.2))\n",
    "for j, i in enumerate(show):\n",
    "    axs[0, j].imshow(dens[:, :, iz, i].T, origin=\"lower\", extent=ext_xy, cmap=style.MAGNITUDE)\n",
    "    axs[0, j].set(title=f\"state {i}: {E_pyr[i]:.3f} eV\", xlabel=\"x (nm)\", ylabel=\"y (nm)\")\n",
    "    axs[1, j].imshow(dens[:, iy, :, i].T, origin=\"lower\", extent=ext_xz, cmap=style.MAGNITUDE)\n",
    "    axs[1, j].set(xlabel=\"x (nm)\", ylabel=\"z (nm)\")\n",
    "    axs[0, j].grid(False); axs[1, j].grid(False)\n",
    "fig.suptitle(\"|ψ|² of a pyramidal dot: top row x–y plane 1.5 nm above the base, bottom row x–z plane\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "72f70b37",
   "metadata": {},
   "source": [
    "The ground state (state 0) is a single lobe near the base, where the pyramid is widest. States 1 and\n",
    "2 are degenerate (only state 1 is drawn; state 2 is the same rotated by 90°): a p-like pair with one\n",
    "node in the plane. State 3 has one node along $x$ and one along $y$ (four lobes, the \"2-2-1\" state\n",
    "of slide 3). State 4 is the first state excited along $z$: its main lobe sits higher in the pyramid,\n",
    "surrounded by a ring near the base. Because the pyramid narrows with height, the vertical and\n",
    "lateral motions do not separate, and this \"p$_z$\" state looks quite unlike p$_x$ and p$_y$, as the\n",
    "lecture points out; it lies 163 meV above the ground state because the dot is only 7 nm tall. The fraction of probability\n",
    "inside the dot (pyramid plus wetting layer) falls from 0.91 for the ground state to 0.70 for state 6,\n",
    "as the higher states spread into the barrier.\n",
    "The [Quantum Dot Lab notebook](../../book/15_benchmarks/15_05_nanohub_tools/15_05_02_device_tools/15_05_02_02_quantum_dot_lab.ipynb)\n",
    "reproduces the nanoHUB tool the lecturer refers to for 3-D renderings of such states."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "281e8d9a",
   "metadata": {},
   "source": [
    "## 3. Ways of making dots and the applications foreseen in 1998\n",
    "\n",
    "![Slide 4: example implementations](attachment:slide_004_crop.png)\n",
    "\n",
    "*Slide 4: self-assembled InGaAs dots on GaAs (left), electrostatically gated \"puddles\" of electrons\n",
    "in GaAs, Si or Ge (centre), and colloidal CdSe or ZnSe nanocrystals in solution (right), as seen in\n",
    "1998.*\n",
    "\n",
    "- **Self-assembled dots** form during epitaxial growth of InGaAs on GaAs: the larger InAs lattice\n",
    "  constant makes the strained film break up into islands. These dots, and their simulation with\n",
    "  NEMO 3-D, are the subject of the rest of this section of the course.\n",
    "- **Electrostatic dots**: metal or MOS gates on top of a sheet of electrons pinch off a small region.\n",
    "- **Colloidal dots** are grown in a chemical solution.\n",
    "\n",
    "The applications discussed around 1998 were logic with electrostatically coupled dots (quantum\n",
    "cellular automata of Lent and Porod at Notre Dame), room-temperature single-electron transistors\n",
    "(Stanford) and memories (Chou at Princeton, a 128 Mbit integration demonstration by Hitachi),\n",
    "optical markers attached to tissue, quantum computing with charge, spin or optical states (later\n",
    "lectures treat phosphorus donors in silicon), and infrared detectors.\n",
    "\n",
    "### Normal-incidence infrared detection\n",
    "\n",
    "An intersubband detector built from a GaAs/AlGaAs quantum well is blind to light that arrives\n",
    "perpendicular to the wafer. In the well the states are $\\psi_n(z)\\,e^{i\\mathbf{k}_\\parallel\\cdot\n",
    "\\mathbf{r}_\\parallel}$, and the dipole matrix element between subbands $n \\neq m$ with polarization\n",
    "in the plane vanishes,\n",
    "\n",
    "$$\\langle \\psi_m | x | \\psi_n \\rangle \\propto \\int \\psi_m^*(z)\\,\\psi_n(z)\\,dz = 0 ,$$\n",
    "\n",
    "so only the field component along the growth axis $z$ is absorbed. Light from the top has its\n",
    "electric field in the plane, and a grating is needed to turn the field. A dot is confined in all\n",
    "three directions, so transitions from the s-like ground state to the p$_x$ and p$_y$ states are\n",
    "driven by in-plane fields, and the absorption depends only weakly on the incidence angle.\n",
    "\n",
    "![Slide 8: quantum wells versus quantum dots as detectors](attachment:slide_008_crop.png)\n",
    "\n",
    "*Slide 8: a quantum-well detector needs a grating to turn the light (top); dots embedded in the\n",
    "active layer absorb at all angles (bottom, flat angular response).*\n",
    "\n",
    "The dipole matrix elements $|\\langle 0|x|i\\rangle|^2$, $|\\langle 0|y|i\\rangle|^2$,\n",
    "$|\\langle 0|z|i\\rangle|^2$ of the computed pyramid show this directly:"
   ],
   "attachments": {
    "slide_004_crop.png": {
     "image/png": 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"
    },
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "adcbc77f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:44:09.858547Z",
     "iopub.status.busy": "2026-10-24T22:44:09.858449Z",
     "iopub.status.idle": "2026-10-24T22:44:09.862550Z",
     "shell.execute_reply": "2026-10-24T22:44:09.862191Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "state  E_i - E_0 (meV)  |<0|x|i>|^2  |<0|y|i>|^2  |<0|z|i>|^2   (nm^2)\n",
      "    1             85.3        6.794        1.859        0.000\n",
      "    2             85.3        1.859        6.794        0.000\n",
      "    3            155.4        0.000        0.000        0.000\n",
      "    4            162.9        0.000        0.000        0.567\n",
      "    5            191.7        0.000        0.000        0.000\n",
      "    6            238.6        0.011        0.000        0.000\n",
      "    7            238.6        0.000        0.011        0.000\n",
      "in-plane strength of the s -> p pair: 17.31 nm^2\n"
     ]
    }
   ],
   "source": [
    "print(f\"{'state':>5s} {'E_i - E_0 (meV)':>16s} {'|<0|x|i>|^2':>12s} {'|<0|y|i>|^2':>12s} \"\n",
    "      f\"{'|<0|z|i>|^2':>12s}   (nm^2)\")\n",
    "for i in range(1, len(E_pyr)):\n",
    "    d2 = [abs(np.vdot(psi[:, 0], rel[:, a] * psi[:, i]))**2 for a in range(3)]\n",
    "    print(f\"{i:5d} {1000 * (E_pyr[i] - E_pyr[0]):16.1f} {d2[0]:12.3f} {d2[1]:12.3f} {d2[2]:12.3f}\")\n",
    "pair_xy = sum(abs(np.vdot(psi[:, 0], rel[:, a] * psi[:, i]))**2 for a in (0, 1) for i in (1, 2))\n",
    "print(f\"in-plane strength of the s -> p pair: {pair_xy:.2f} nm^2\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "57ac9dec",
   "metadata": {},
   "source": [
    "The s→p pair (states 1 and 2, about 85 meV above the ground state, a mid-infrared photon of about\n",
    "15 µm wavelength) has a large in-plane dipole, $|x|^2+|y|^2 = 8.65$ nm² for each state of the pair (17.31 nm²\n",
    "for the two together), and none along $z$. The degenerate pair can come out of the solver as any rotation of p$_x$ and p$_y$, which is why\n",
    "each state shows both an $x$ and a $y$ component; the sum is what matters. The first state with a\n",
    "$z$ node (state 4) couples to $z$-polarized light only. A light beam at normal incidence therefore\n",
    "drives the s→p transition of a dot, which a quantum well cannot do."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4141985c",
   "metadata": {},
   "source": [
    "## 4. Size is the colour knob: colloidal dots in displays\n",
    "\n",
    "The application that took off is light emission. In a colloidal nanocrystal the band gap grows as\n",
    "the size shrinks, so one chemistry (CdSe or InP) covers the whole visible spectrum and only the\n",
    "diameter changes. The lecture's table: about 2 nm emits at 450 nm (blue), 2.8 nm at 510 nm (green),\n",
    "3.6 nm at 560 nm (yellow), 5 nm at 600 nm (orange) and 6.5 nm at 640 nm (red). The differences in\n",
    "size are small, so size and purity must be well controlled; the reward is a narrow emission line of\n",
    "about 25 nm width, i.e. pure red and green primaries.\n",
    "\n",
    "In displays, dots are used in three ways: a blue LED backlight shines through a red and green dot\n",
    "film in front of liquid-crystal shutters (QD-LCD, sold as \"QLED\" since 2013); a blue OLED layer is\n",
    "converted to red and green by dots (QD-OLED); or the dots are driven by current directly (QDEL, the\n",
    "research frontier).\n",
    "\n",
    "![Slide 11: colour gamut](attachment:slide_011_crop.png)\n",
    "\n",
    "*Slide 11: approximate coverage of the Rec. 2020 colour gamut by consumer TV panels in 2024 —\n",
    "58 % for a conventional LCD, 72 % WOLED, 80 % QD-LCD and 90 % QD-OLED.*\n",
    "\n",
    "The **gamut** is the fraction of the colours the eye can see that a screen can make; Rec. 2020 is the\n",
    "reference set for ultra-high-definition video. Colours outside the gamut are clipped to the nearest\n",
    "colour the panel can make: saturated reds become brick, greens olive, cyans slate.\n",
    "\n",
    "### Band gap of CdSe nanocrystals from tight binding\n",
    "\n",
    "The dots here are spheres cut from zincblende CdSe (lattice constant 0.608 nm, sp3d5s\\* parameters\n",
    "of the `nemo5_iivi_sp3d5s` set, without spin–orbit coupling), with the dangling bonds of the surface\n",
    "atoms passivated (moved 30 eV away from the gap). For each diameter the lowest conduction state and\n",
    "the highest valence state are found by shift-invert Lanczos around two separate reference energies,\n",
    "near the bulk conduction-band minimum and valence-band maximum; one reference in the middle of the\n",
    "gap would return surface or deep valence states instead."
   ],
   "attachments": {
    "slide_011_crop.png": {
     "image/png": 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FpcHes5xAU2wnKGSy3KJq6wFTM7euuR0daaDQdFcUkl7Z9/NiV8bPz+3vgKURZrl5n53ZYIY9AiF97GXM57mdxn14qrRADEkwiSuERPm0KLfcE6otS9Ca/rMsdGaN5aUsWUYJ/7OiX4B6mL2WeYHoARFhPunnGAaAUEAPSOXrWItRboCcLb+4AM4/nRfryTrnIcYz0fhyPQeb6RppY7+RlIlmDqlKilhLDShPB1jQbDqVvXY6YzY22IQK5AW0u3K7hMZk5uPhW9kZs7jYjkY8EskDrSCS5g0Xm0Oi2TxFHE5HJX2PJxHDYTwiz3mhXsOekPOECuUWPTIVZR10k2IuqzTLxxVzyfejPlYqhocQgOSNTlBp9TbL3ekg2QdszVjIKodh1PF0L4ERo8hyzl6YY6/tj5aaAMzEUVahxaBWrGOslOUcGw/Dx7oC8UeAqa7L0410FFSo2eFcsD6yPmxm4iEyaDOXTDpLLasxc72EAwA3KHeFjBa59C7MOkAVyLKZjFgYDPloGMg2SHXCwEybMpVckkrb5PlsPbZXqbXdAMCwFeYTJikSEIhp+dnaAD22J7Q65j5FIp19CiH5ZhJJXl7mkjlYRlTTEXboAi11fThinEL+2ETImTCrTDIXogWcA0a6lQ7NAhdIqAK2vL/ZgaJrOoPp2+iTJUWxtnWZ85KvIIXIRIY8iNBEJ7kZMwSSt+AhqzthH9RQB3uXjiNtxZA/27g4nnYwOrap7YvvqcjMxJLX0zVWSTZ+gwKe12h3B0RRyGsmO8exrdOrIISVO47qZsc4NlMtOvthO82jAi17hr1NS50t2/N+pCWO4Kn7U4ttFfKMo6pti0l/16I7HvYz89jk84JHHA77ORaOPbrkoQa8R6MKmYgHX9ET5fKA3IgekcftcZ8W28OxwoS4LIqsObZsJU0V2wVehRC0vSx509YtOznp163dELNge+Ap7ba/5hNsOBV0W6J+HU4ty0QXEAh3/QIu06gTh6aEG6yLvcTVPTLEaMZLTDwYfzOp+1gisuagCyvZT7a13aFIllWL+nuoNhr1SBYZqKU+1H1EYL6+RZOR3XzXHKSwooSP2rZ0D4x4v9zbNKHJ5nnbbrkKIw+cc1q7JcEWsZGMlZWt+n6oRoU+oReILFseiVMqYvSsqx7BODX5LEqNyHtsCqa+PVVcsZ/2l9Os5kmwZeACW9e0n4sOU1FwE8FIR9AtSF/NJkAIM9P22V0TCTmjDXuEr7tOZcwuLw5tAdiuCx6JADTvFzxa//eZC3T0wx4DSN4eitkW2wqqLm+w5pJC5pEbRVtFE5QSQA/sL2169xu4eXpZn9kIgkOPuqwrPpB+01aQbk13Ibc5e1TPnCDhrBt0jlF3m4xFqg6mbc9LN/mIWzlfZjeMdm2ztZtqDxSjK4RcnJpIs9jEkVkLic1xP2W/M20j8CnOAY7Nsj0ybVhC8GJh74dVjtINTz63h12cu3mq2Ns5y9Yi6ckbA4SMunGsJ1kmWwjqkiamQRgEXBjcfDTSOp7V28xEdgSYdSzw2M8gee40GfXlnanbOh6Vx/NukoF4yDS1CVffGkLWlz9jYA5To5y60kuw6+4xNaJRHSqMUDuNAiPJfv6sxyBGSNAHC9Al6hSilMLZR3IqgOZMOh7Dqgw/M7grGgj8ZC7Grrf0GEwvyF0AC57gUaGN3O6RLdikeg0hbir34GNzhS6ZU/vyJ24iyHsiKaREbgOkJIX010umko2PjVyKZ32BECQSbEr1oGZEopd6swZCTm0byyTFQE+H3TIqTkKFYxEjBWrwbRlFJf3huvO5EWOTpYhOYy2aN3qpCYIVYS7B5QHyuSnDQ6xP9boMdoaNW3adJgAD03rdF57WItt2jZaAslPIYMSFoAzPgJe0ejpcxPWEaZpu1nSSbckHu7Xscnr/tEfbk4VJWi+TdizmrXvysYxn9B2AyiQmjqJS6AO1CutLs2zoeSgILZggIXRS8Pq0n6LKTSS2IdjzNnJzX5LBvmVDF7O14KSPErkd7c/VOpVQBR/FDYVKWDuaQQa11QRC5vhLoeNTKZWJdRcZbEUxbrS4PTGnRrEstS2bB1YrCMF90lzID4VY6smoX4kORDCsbuvW57BL+4IQ2MDRrWszZVO6tWbfZ3h3EUyRq/fYwuaw5BJw47tupjd7ZoOHiuZsucHmw5EvZtoO8ag6GImemiL6FEI2CgLAyDNib5xq5GqmuMEIV0V4X9sTvOd46K/bIzoH3qClFMhNPpJJ4nAo193eOu6REVkPrJ8VnquZnuvoE3l8tpZwH1Wy7dHLc4u/SYEEo4ttEXxG6UN3j2hQ1KmczLBHguq4C+W8F5KwPRhUH16sfbNcf2sIeSGZSZGpyu0OB5A6F895ZJXEonvEa+QSyKQ+nQpEMhQ+1IQtDl8Ed1n+G1k+RB5zeRqPZ75gqif2zQOWQ0Y1ytfTEsMJI8C7H1VAiAHoRnoJmwZtDWuS7GgpQHDCISYtJBc+8GBJ0ztYA572aaQvIGXEm6kUmX6MKurMp2xn9MX1XMZBXBL44bjHHqUC39lazpe62mWyoAL9DG6LrETPNvx7qKYRktRhoo8Pu22FVAoMoKixQLkMUuV8WZtEz1U48XaSdGoYHWo/72CIieQ7KLkwHhnjnnOHcrBkI7QgBjoefthdUxM9I8uwmHgzAQ0NU9a4GrS7EE+2pg1CZ9XMBIBlJLaCTimrUyyY2SERsiGmo8OpwizKHsjEuzDnMvGHXbmLeKtCq9GiYJk6IFJv5vCzkVR3GJe4QSGe0G5NTcHsJVLNmGK8zvnxiLFzOV1ifCFiBYsehmCsLtqTeB+0fZcIGI04L0IIOyMyIXItj8ykYuOibtPZaiqCGBHEiIknlzlMGo8kcwyxW6P8KYIr4s9GEJIdhXigIIpvLClEZraKQCFGsZQxATlL2wMtH7ZaYQKAlcew6UMqRSYbcas9NMG3anX2WJe7bWRCSKyAGAgulhGbX5qGYo0pVLo2+64td5KcwclctjVNBm6wkUwb1u0ZxHLC8JpJvpgiPSH7EGAy2cslgj0EtgEdz7bCARxYpxoIQVLea80rhHC4qozZ6IVLSFwMVgYLyUixdv00F7PcVsS94LSV0LAHoLQukRTMEe6yFjVV2Ey0ijaByBaTohSXaKA1JX5hV8mnAZaLNGYyvoxwOeMkSDNxGhpTVeH4QRxZp8TabL4hhFy4NGt2Pp7NP3Rsy3SNogd/i7IE+QejN5IZ2nWD+D2TiwSoleJvznFolkvmIAWRQLM1c1mmGP4IZ9mLDEQRGKmy6ZZti02pg5B1oZ2GZlCDF5Gix2a6kmgkyAuDe8yyJhGqyQA9irVvNoptWq9j9l0pqELThQoizdpJzmg5rkQoEVQPnCOFZyNz2aQ4fOTnaZGGjblgl9MWziLZQvo4j/Z9udzgxUAWS4fIpNdEKGDf2QmzsByCDGxDtniF5XOCHpKhRuHMg+WI5uj9dA0xp7IX1lUWCQvkepOTr6/bQSMpLoJnCBmNzDnBfMi8p001ivp48GMBNjqx+AaKNnIZT+c+ZUR3GpkmoeyZmZ5wE+5rJjsjmmBD3/cQR246b8bFZ1s4nDebqRTKXOJaLgscgC8GMV3PCqnzksG1vRvcqKyiIuqIoMMrlWLYAjGx4pRIP8TawF0aovGkJoAlKDTraYFdeFqkcmjEyGUtATLxmsHMpszuCPiUT0MzTeQh4y37+kdWL8VHEy10hRDcB0vtjmIiCJEKHE1xxiAU9NkwsKRc/DRf53vmHul2ho1BUu4ISWs2lz9/PlmKC+GkPrfOFovPmIir6QbX5nFHeIaWik28HUzkyDmKiUikXQrt8OFXe6zezAjeNOSpdmrKSR9y3W/NOYZiczQPKZuSSZTDBrM0CLDcjHbA624NMNFf2JIcL/nkcMAMhfFqhAbxDCFydzcKBlgawR/E1OYgreJ7mEGZrDSOTIg7McFpOUHqa+WtYTQmpaEZVDXGm+Z4dm5ddi1muQ3TxcjxAe/rer+vc/GKozl9mXZMBhNM7TJ4pt8BQta1pHqT0SuFD2IEBcmx+bAeMhURQsfyIftBE1jBZEFECZYLohEDMOJDdcfEwJiJUMB0xfBg0yJ4OWinGKMLCLODkHi+R4KstwATOmCu8AcZXKfzqc1vNi9Oxxgca7CmluX+eECqmWPElWmFoDGkyI0gBCsbS1DXdcX/7RFBSLaQaEo0U1Tg390Ty4LXdalrMdVBRA12PHdDqVhZtNVAaci3+6Q6n7FVMO8wBl0meJEXGVvkSPQEnGT4TArFNGFZ0fcEhVNUfqIXcgmhFbyEWDrusCtt+vayi1WY9dWN6BMIKXhfYgi0BdHxXWIctTFQrrMUdzV+TNw4JhpW/RwA66drLQeYg7pQw9mZgT6Lso418ThvQGoCQGLHQnmCCSn0HfPmgaCKYkTXCjMg4FM1DUc+51jvYOE15EPKJMBN3jAmEGszXo2a3dWfxLIuyalYzrTQrdYYoxVMWMG5U5NZstSZJ2KDEAhL5r4ULI5HEr1kmM20FdtaxubNBUKOpaKVbcOYyMKqIBIzfzKM4BOdIGEciD3lWaYTb80aIVUWCIkyM4DxBp9sJHxiO0NUhlCJApliGOCeg4QrgS2+K5JCltvliCUipcJsR8ArBlFpdcu0b1KIeH+NBwkaJVwOGxG2jVpWGFqbiQ5YYY1lOi/3mGEKwTHwLuDIiAEhLkqhIwhPxRVCiMcRZ+JuEoDbfC1lX7EomSIQhJxIptLOiqmYlhylxGRlEj0UY4MtXBaA/Y6QzDhRiE4rBfAsAS1XFEgtiwkkJGjBLsKuQwbZo4UiX2PEVTzDkvDd7wAhkucJwcz3xyMiWkbMhBNK4O1Nwt6eWQSzwnmiCWSPOFEoGHmNsH/EEJf3TW7NpG9iC0GsN9/wZJKxW7DM45sSz7UYcYOQNC4bB+gl4AAJLrUrGlnT2HSY4LVzsXYIQCVfoL2MFGc/lSKjEPDRxsBms5WCMY02ziODPHOQBjnHfb60lwTq85+iTQgswF2jUYmXcEMJQ+y8s2MtDHSUnY7LTQKSSLAxuaZRLBtxjOuZg5CD4jEIr+pvjxepDZkBJoyjV9YNxfjUWbw7X6YPfrvm4YpaZraWzxAyjbBAdxBCRJjxE77bj7i8VHhAJn/WaLsnOENdKQ1C5PjDBTATwxPr2eeadCymghA0yAldJIgKV8v+2OoJ0N/cfAcsENsA1g0Vz7SRCQwRtkxNkVEUQj1VuEiE1AZJZ2iArAFBxUReEuaBsgJtGpIR3xURvnEqcd6j0h932MWwr8/o365PdJTMR7n4uILmEBwj02QIFmKl6NKRyFeNVobn0RVCUMUInZGkJAgR83QRglJ32UKZpFPFVMGONJRITt9MEXoMeE7nd8Tg4i0Tlxf3xog6xX6pwRBEbhSXWMAJ2sOpi8eyORlhxomxbMtyg3l0IgiZzGN9YbK1YEkMq8AqytQsKyscqVlF9FRN7El/o1jhkcIVsDwjIBAOJo2zv1YATp4f201KJE3DMvdfQMgGpbFkD8eZ5gkI2aFecHSE8D+YHhY5QnuB0K0WR5xZpmooryXMYMJgpnk3eTvZQiAvkJddWysaUqFS0ynYb7rL+YTV6ITsNkmnMh+1ihhEaZbk+50gBAcIMqemNpe813RtP8H7LGOu4ozRuSFKIgQ4VZOnZpuqES3mKSupCOwC6QHPHT1G+VoSIiWH+aSYZDOJ+dH6AiFEPBFers2B/QDbLAtkthCFkeyhYLO+yiCiMBl1As8hsXlzkfV2qVDmbIpDHoe/dAsFYC0ttGwzk22XyIRMCj+8j5AdotsFISwwXNZphrrhRJSY7YCOy0A3mFMJ8WIs18FXsbP4RyZWVhKa5eTNpX23l+8R2kHQOTFp2708DZj4wZ3rHSYKvFC0+UsIkQ4mUJVpCVUGTJLr5ayYQvq6BXCwzsJNKxngkE8gU+T2404xUJJCIIZu+gpZIhTTLSkvsmnGe7MUhMSCEGwb/Q5C0KUInO4gZKPQTNttgpDUdq7kQOyv4DM7dCmXIfiOSEggW5piEQQkanTsPsEZOUIGt4pkXcVs+UUIkY63lFEmFT7NQLrjFg69a2y0uyuEKOow2jxDyHV2K3zeyLyCENaVIwu5WPNUvfwIQjCXTg1CRowWCppndtgF8ZaRoBDtkPLLtUxFz3dmTogOJiKo3GtfHmspGXWGU1oaL2a+Ul43utm38w4bBbhmBPlBrsTPjiB35IJYokOcEuxInBrkidl0jhMTDlUrLoR9fqyWn0PI3CAk1aQhqD1DCKNYpoKQyTOErOEMLZ5s+CaWJ5GZkUo0Y8EUAFrAyFGYNyy0LsfuH08108s1N6pQuFLE99NpS4yT2d6f46y+rS3kkCvcUQFvFREBbD8kI8ybmdNFQGuOumzxQEfSpewwkMXn1ZO+gv/osAJjxNqXM4tILRka3gJ2E+rORiQ8H6XP5lQ897jvwX/YNIrOcubsaE4KWYsM5f8g4CRWvBtUkCm2M9acoJ+y6aRAr2XtVAAOTEAQwlJB5YQWYfoaydI5U9SfIOQsl5ZWG588ojgavEyYM/kmtgrvHinIXGyXjmzFSnCV9uVZkleDkyeTTgrBrrLRgSJ2LKZuxXZLHkcX2yjcZxKXlQyZEjCIacgUpx/NQTlii+Y66/MshWA0YU+5TC3rtc4TzPD1SY1vxYrgOdATFpqmXCMIKEJoI9MMWCXeOZWGjfgso5oO0gGZaLvsfbg8f0/yqyITK0bBKTJIyCk2T3aZLLlEeJlopbmJpDUfJWGbf3ZkMkGsoCm2ajbawkdG4mGSg1I7nNegehSyKBGsSpzuVZGB0yhg9KLIzBQ/i/6JBKIQw7kiUgqQgJj3Ug6PK4TokFC2vSoyWgHCy7BhIqJycHO0QQOZEKWzLFCwWaZ4kn6iyICkss6vkaqYK4QfJFACazAfrmcy3rML8Q7L7K8YoD4MMJKvGuWx2MYQghZungpts7UBLhSHgWeLYaOxE09iA1PUeJm/haxNI4AcYdmugUQYGQccmVji5RV/xHpoEWopzPv+54rMdGkhp1JbIaOLIoNDLI9tBrdRp8hw3zivZF5CL0Q1y7cK9sQ/1Upwb+Wx1VmNw3adw0COu9kkNgVOcnyuUE/Fz8+Wom08XTpyNY+X30kKUWzeMlMMbt/itmLhBSbUFKojOLavgBEsqTq6hdDIESYJR5wpinR4S+bGuK9gFzytgpZCFABpbmx50biP+1F6hZC1HPCYlEQwOnA4XytAvZlps+8V57jF3IXUeVDk9lLRCiOdYsN7LnMGptVpuje3CgYIHCq5Ds2YFCJbCJFdnJ6sJKUoiBGVRlKIQhnlTOVM5KQhtGPGsmRyATY6gkNMRy0DzGyapjJFctIO29phNxJf4UjTTP0qbAuNFIm7lf0ePq4JIpANyWxKLwkYlTVopxhZAkon/bbFh6KH6zgcpyeeISSaip4up46I3IDbd7o8dMSBB2Y9mwvJpePjvBgtTeadwzvlNJX4kSJG7EURREpvgRCFp9p0481z7g9wDqSRo5tvV2v5z0TF0rV1fk3oYTiiMy1nrNcSppaKpkTqgCvs8M4Q+iGPoM7WmoWXLuOn1eaTOWQjCOnnz+ZUTu69NKdKI5qZ2o8QgINE4Ep8BGxgY/azqzkVZ+RExgGLC9FsrxVxjpsUrV+B3WYnoZtQiSKSwfzoI3Mqm9m2lKR5i0qWOo1tDK7iTLkcvhqgoSDPEcTeJ7J2mwuMCR+pD3uivRRALdbf8DgJYJBGy6gVr96uU8keBKhwjFTnw2TJMIM1cohUaV2/5EiXsTFwjzvs8Q4zFjhXfdzHn5tTI4y/uAQjiW6I9J05FZMHm0Y6fT67mlMJqrUpVQRfXwSHvaNv8VaNXKUw6Llwbg5rbeWZ1jGrPn56YFgxD5jA5hxGYXSc0MbzM91k3wtCYHyIIbzCtJ/LZk/cB3pNuVxrmylIg+Hs9nVJpDYHT9OJXC6yOmL2ihRZgPWer+02iIHEe+n9MjfHJjwfJRGr0tUjoy3JaRq5Lvc6w8m7U3O3aVbQaozUpvLBFlOJtTAmQn4Rpfs6zEM8ViGrt4xrYvFThaS4UL0p24XzkmUtPz/De4aQkbHaEyOBjiAUuR3ZMIr8JayEX+VSivpGuIbtCRUcY9VOMXMcL4l0GG0kwQYo3WpL8gXCYjEHIIiudSYL9+KxQhmUVSna22xAQudigo1tzxEwLG4vnbrRhKeVGzakVsOOBMg2jRuZKIDdSDpiY34VKTnYcHZzhloSDMy1jQTUvXi0wC7SuW8LyNH8qO+xuZ8LizcaKYpYwoY81fMCEyETC7OMdMZewtlcELIW4+We7ChAilgqBFPhTJwqrQO4BIYrvgPg4HlYQjg80N/Kv1WeWp1Cvjh1N3LInp6dukq8sBnJW2whCzpmJ2cOJEFkDbfrIATqGGm5EXsEIZEoqG+rsiPGFPfLnI0nOiplU2aM5XT6sVO3Zo3wvMP15U+Fv9V7rL7iugQZR7A/5ofMBYoaAVqkaC8tEgGiqnVoYiT+ksVmuVjLkGpCTobAKkVlY+kBIvlJUx19QBQTXJQb3amVLMZFFveA8J4RF18cFRohAYQB1f3PnLqz6UR7K8M8txsV06tT1wJ9FJo1kwNpNJJqEk/Yeq0c56B3qrh6TA6wscFAthCOSFksyhGDcA6lEKCX5VuLzMs38oHLWVDp9BpcGMcDwYh5/7soMmdJ1TpgqmimclpYbA+mjj2HMKqDi/DaY7Bi3KwMEZnyR8kKacdwIwvKl0dnL2O9POTW8M+5qCl9mXQZhPsvxWzkPNfbB50zIHhgjYpp4UEyIuEki6VPEy6hoEFFbF26TkyIoio5znSy0Cu5jiqwAaVLoI4RlQ94vMycfH6NKrRgZI7Q749dUBPn8yWsFgIxC1M6cVCETS0DvoKDXWAY0gNazUjJAVrj7gpvwlDcWj9OrcXbSWy1DB12J3q73yhg7eTuyrnZRoqrfAGEKysXRDSTc2K9UfQVN+KsyKZ0vZDUIPuSi7PC4dhYAB5+DwU7H+RezqcypPTrbiBA7Jrgh0yTvrV4vm48MME+LgdUf2ZLgVagyknRkQoIl5FEAfCKnDF4ZcsR5HS8HicbkZ1AnlKdk+ZIjwJm1A0UUALP1iwelsmlDAeKbSWUL1YWhNne0YxOdMnOMHrOs6FQO/xzo9lWCGZRbhYahpZ3LrOphZZpQoFFQchmYwF/iubhthzFB7V2l9Cy3IWHWeCZcWPUnP0ltAwg1kpJRDrXz1Glij1riE6Cixwu3+1HFokA7lr8nsx6k0soF5M2n9hrF3L26RYCEqKtdeioOykgzvWX8BRl/rATAGks0dB82eRRkMl5K7/XaGPEoW+TRkXOqs31/t04WNaRUZw7pEpvBHxgOac5S6NBRS3q0DThImRSIMgGl0uhUzmtbQ87NI9OA4QQ0WPugaacTOTwVuT297CFzKpDqzNfHGCLiZ+BRjcK5cbkr9CkS4A7aLIjuq6v+II1B9kOl4bwx8n/g2KUCacoRbWu1YhepbZSCzdNEWV0EFLPmkwqF7lNXgUd2TOj0IEjvPsDcF7GEjQjWb+PdlD5StqcaVcMMG/uC0XlcZypwsSmELf9oSF9UHuwhxM3rPFcvid1g8QuinG0G+I1hpgaEiDF2GNOiinGuk60FPoXrDzduwFzAGZHR5TSRkHiZLRwodBEzhGT4b5H7FMeW4C7ApgVms85FJm8LMQGIxih/ApvIBZN0hYpjTBncIuZ4qcVE6tERF2AO2rPNEflcwHuRKAoZl6ThKxN2NNhy6GQEeMEsWp3PqAkeAJDLUYYxG5sMfFsu7cu7nQOSH2ki8SxYHwgZlyWWWmsO8Wek6WCaZlobtBhYdTw5OtBAvaynkOCCtzt89ytw15uECwLwFSJS0EBVbAPLd8onXMMJb9E3RP2UGnVrgciCJUAEdED1E3W104XcKhgxDmDwkV5M5w9wSgigMlMnT3ZraYEMej08yjeuT4wdmbaPkVmh70RETGKuidvOKuEijyVlq0TPM9nq1rk/zVmiqVFs/NdnAKaVayuk27yCXSbikAUPd7istaXusD3T7cQXcj7HTGgqqLCX/rLchABhHrX1+FcRZIc0BMVzoWsWkh9sovdPBF2grI8fT4JPOk+WRM0yThIu1LamQYIhkhsnbSaTF2Ae1tjgWKJiCFTKgq0MTaCEmRZVL4mF42KECc7cK3tkE1SnBWsCta72XeAEAvY1YlPklLo7JAlFMOBriOT8UT5EThRifM2nqwnSuzFyXE0YBy8ivJiQnWKi2NzHIziiNiLbGFYqUlJxSEmRm+ZGjhVNzKuhQUOXUepNYi+zNd4K9jxmNnkryXvQ1+ec464cw3659WPvZFFeqbkLoTJkJ1F6XCmKV5WmSXw2mL+5UDuKObghqXguC4N+gcd1Sl/jjFhV8Lri+doI1asg02lesXD5zoUbqk19Bb23ukkVS4hZRGLdaIutlNQCPOZvsfxO53jUooeyGBkp7UI34HoYQ2cm4uVwIa9VtDtyf6go0WEgS1lV5fcyhGfEcGfWIzR4PRdRNXpRBELTPdMpkyEOCJUINi1NHSM/YS7IPf2dfQE+VQJSzj8xh4nOQ5ZLXLlY+lLh1xCl3xHgy10jHEakxoK7cGiYRDJ56RSwlbFlkVdlQsSxi+r72XLyX3KGDcKn8UMPFLvmFr8NYisRLThOWSaEJArQF2p0fCaQLMzOo7msFEWDA7dXLdexvyRsos7MesTfZeoI5ZASegwTUb4Tbl/n0P8fa0DedDmeiIJeZY69TfjDFTMpaXOXnGgkXXTIcbIjsbB7pgb9ZAb6UAiiQsQa3MOul6dlzrbqQBV4uz4FjPH+UQO7m0Q3CALDs/y1pa/Cb/mWCMzpTO+OvTITTmh9xmE6FilUodpzbROgKimeub6K35KJHDEuU6ybQGZsXLgkTtOubU4IgXNE1Gis91K5jaZTq79vIyDOZkSXIILhvOeO3RiDgooAaDyTDEPbExcz8Ix2ATp0HA59xE6tRBEKG62u0LGX3bbiFObOp0zlzCJSbivFFkIyd8BQtAWeQChAmSKAObJDCIjJwYedtE6Vba5aX89V/4JubwxDGMOmylDYKqz1Mrkp81IIqUN4tVS8cjdWQIcu1MOYo/cgDiwnlq+rSW3IoRto4OYGKo43I5rQ94O2zVgGccYp8AD596XyhVxFUghUrRx/lfqRDQMEA/MypRtKgKDsHTrBDWRDRyJFgFeSTjVMXjZ0jPlyYBWyK/Tl00H9zA5jixXFxGphEVj15jpQLnyCCmf2Iz45rX2RC6vdiz2yy8d9ucYHIFPXAYBceRVKYnwpq0taSJWV0wAOG2IjNLJ8nyrw2ZyEeFnVHY9RJK52c4AKQ5oKjkcWaWIoLPYWDYwnzBFSyWOI78E5zTWG05MKbEIJB1DrXYsXbklZsqft9EMQ5YkFImEn8pew4E0RhdrC23hUiA9QNFYagoOsJIakFNyOkSqQ/6WA+SalS5TZhGmV7koccbFnOFXukU02KlS9aH5cCIQiy7sgrP9gCdZnSy1Hfgt1xNOgUz5mi7rRtICJSqL1wgoaaFEHDjiRkpKYIk+oKqNbI5zS6GgvExrHYfPFEo0AiBjaAA4jq6H/UFuy8ZA4jMO8Up0ZI9MuFT5EdC/5uRkYWWvNM9s6YAJLhXlp0CbpMOppogryUCJXtJXbreRzvNJL9SpVmYcu73h2WcphzZab46Swu3EV5Vhiim69pf5JMLe5cFBFsD5JU8WkfOc/VBiK83TTEcUGQ2E/3wCXlnToHzxpClyjIJbxCVmyi+q0zDsE+B+LdWabD7wbiXjQ97hwB+khDph1JcpnZOy7CF2MVe41bHXyj0F2JISZxJ/BwiZgmAR6R2KDwryIuvJTJ4hpHWl7iQhH5o7T9dJgkz8FxJXzlClclgrh6iyuME1lekvUqqYWdo1lNhC1K6TyspalAk42KhKeDjlny2BlTPlrLQ9R2QaV8nFIx+LHs0ia5PMnnVQERBWUnJrwCYyZaEA55Sngz2Iq7dgStmQzDlzmV0FRDw0M0GeOkC/ld8S2WCrZJpKx0AwNd8jOHE7szQOkcvzSAoHfngHCWkmu6Kkp7kQXVtQnyuvkI61Eomia4uZA57Nhw9LZQvDdSgiMRvODkle0bnKC8EIWVDYUpFbyhQy/kA5eA+gMflUppjIAE8lSmMd5AIg6okeI2n0WQoeoqBbZQ9Q+hMlpCTDIGbpJVMfCeQIh5xIaMk5BG8dkpPjUO1KSyPBcQ/itTeawiVPx4+YKUnNfnbdcsDryHJzilBSZWtUTh5O1cFvSQVAIiEUDPbhklQXU+02pRxCRJtI0AOAiOlin0yuECLCV+ZXTlUBGko2q6QoecGtlQ4TBILvbEQZcqQi7ZDQCy8bnjBibkjlkElHI0MohyrosTzAsUKUZIxGCGDk8i8p9FIrJ4LBPatoq+v6Z/mTTksp7+1UQd4gH7eA8YGOSvFk4U4pTIJcUcpmgzCJqJhbdj0lt/2kzUTP0XKrgCABHexPPEvHbdUnNiwOpkweJPWJQAhhpjyZypej871CRDd4ZamMnnMD67QdnRlJOcdrAB0rrC3WIX/WUwcqiUGG4T+htbALc6lLG+XFVCI0qDZSfj7Fz9tmiyWKo0YpZCidW94s9tvmewS4K4lsigTYn1oIvZ5Mnk58R8qXHJF1ikPGyobLb6XZk5lNCZqVTQqs7pvfXNkoRdXKbnuRQmKlRCRoYa50o6ggTBn5RtGbYOLKCAUXL5S3V2YYzbZOP2IUXD6h4X3I+eXuciVtuI7c9QZHrNl6uxQ7J4YSymRT40FHjtiQJ8iiMKZXBUipeIQXHKhDNGTPohHMdXJ6rVyu2DhmkiOeEPgJAYl1ZhVfZiR0JG+PMmUAoaRA4dynHYtTPGqqpHTK4WnpmVJFD/eV/EaiUf8DabPYQBLa6JNi7bCOK5Ef1jtl2JDgFaHQ9CXswBoxKCuKARFIBx0IylsrDY4mG7wjQRpWbpKiqK8sxVTZwWCx2jd8vrbEKpo9DG58b04sTB+5SSwVFBBQ6Kj03GXJw/CB+ocYBNfgGoiW/aATKNi4nwVcaAFReK4DYuLUZHtD5ZxK/EJVQoyAJzKfLDwbtlBqsC7xIUzEcsxqVNmLbL8gJRl55+Z5VVaeGNTIFO9vGYdRXdlzIm+onTTUTBZ5RqZKFiiWEltKZFYJ72ysoJT1SFCCRB8rYFWqby5pKlaSZfYPlv6pNP7sOQoTsbc/5egXWw9B6okgdLicwFVIyilZIEtZpDHXAc2Rsi4tJVSPLKHi/Dl377NU69abuUyZcs5RoG2TX8n6q0gxnEekkkJ8nyrTC3EadpABfV/ZLiQuT/s6OsNBDO2nK9QBzW4coGJf6aslO6TKlEDQHsSvFJvKRi6Vn/RD3EQKZIoqJIEUWd4E5bUyNY0mEDurwJSvNZZC+buVw2kSb6Lv4dSFFjZK61UoZelMabAjCebMtvIVQxZiHtArLJsEk+i/yhM8W5tapdyVMLCNsnixV+F7V8GPZWGp2GMEDCh/FqBEcH8s8iFHlriwnpMyVPJVc5J8I9sKdGKRHiTKnX0AIz68SJUCW4wFZpzGRTrLEF2lWMOKJxI7YK4bJQQi4yaAAq5cuRDS3KTbaCjzaFxIxaA8a8uhjlgRLIwIRWQtAZU0v6nTEDguru6klu1QMc6WOVWgAxgoC2GqzR5LwZzoLBY4rKR8mXm9Nx8icrgjCMwErQxbe2y6hrfSO+whubKfSgFTKjG2Dn/pEFJdW8Y2S8THGOZGlbB5uBVPUoLmVAcpFEKkDOd2Ykk2JQlesEuWkdnLFAqmiDyC35QXaUlIk/Ly1pxhJFU7S8kESekAEWC6oz2fjJ5T67jeZJaE3zKja3I1e5b2kyQeS9lm+HPNxiHF7CX9spxXCIPwOQH/c36KvrK+2fEGpRfOJoWC59R3JaTO5cQgnrTQxonX5gpezk0rEnsniTTsQfnDlJlQoYEIuhNlw1X2V7L9TxQpoEkicnUiGgPfIcVSIHKxhcFnZOnLPijZx+wJtibRSinxlKiRORBmZ+IxqLOROAt8U0nikJKX+We2g740nLn2DDOJKUpRKK6/TAMMGWWJpFlzSZiSq+C3qe01zKHKrpgL1ZUtNVKObNIFXqFbUMz/GPaYyCkqMDZJdkIhozIclsEaKweguO/6SZq7hfGTDgVslopDSBwp7IFbuI3qGyg/07rILekc+1cq0Tr+LrYQxqEUv2DdBtgwMf3Dhydo4slUbQtX1P5GBEQ84+zVRmH+xPXi5ZuJQYIJkDBxu8ghz54eTD3EP2+U0VPne5GoC2VqF5HOFLMxU30CVR+A0ZP2Dn1Oawos9ZV0fCr287R8TrgYZza7mnizcLKGmRJbz1NnL8K4wp+xWSM2JtNfBERdpwV32QrmKjSALAR3XYrBZrMnAg0+pJZ//sNa4a8AFJrPqJgr41ykWADkY4QTCSFWSgPmIHuCDMKZSjPAaDhYzhaItT3TJ+YPgFlTCkIKd55ZHk4VaZD7QiqZZS1mUhBuZJPRKuc6YMHIbQ+iiitAn7zA7DegSiyTLlF7QekWlVachZivVT9gkok3AXgWUgXiiUg5/cE+lV5OKDAYQFgEKXhAmlwKQqbs8lpPZRXlD+kQz9m5rOiCoANY0bkGU2yVUJpoa3I34plB/54Td6b0srixXBGImSVrNGRTaZDsej+pveQEVXgfZrAt24A+prormYZHjIftj/gYpa6QlxZJ+qYyF2OywNig4kdraThQ0kTGHNkxpBEpxxiTqmz1zMxcqfWZ7pkSwG2ebTsqvwA6LEXckfQqGbXEytDDIUpRuDIICkeUSFIptEcyp2vwiBifHUuTRKSKJloQKwxiARFSMWMzsaRKZKrTvUz7XORrc7IGC3iSzE8KB1LJCjgi7pRnRUnrvlZNjdhKdyh3PTOViXHEE6X3XErKUY9ZtNGHmZyZMjWgNs0gVeOjfI/pmlukaK5c/nCttYBy/WgVVYQz3x5CZEKVgocAh4g5fc4noKPojB1RgAJtM/1ihT/MNpa5MrXuKJUVdJVKf12qWAyStJbbzn9YuQ8YLVu4gHlpsgHRNdtyhIeGZP/QOiKN/BsbXW91UGQsminiOXsmaSVyn0uiVbJhgczSVY3TEMz4oEzRVnnywweZcbUBlcNuqXwhLFma8vaHS9PnCsa+cl1NvY7+zFWiRPvSDV7dlWJ9+Z4dVP6gfNCic0riYLxV3i6JHsrQenkfY7nqdyC3LK1myLLbAiIe3fMKsSavzc2OFxnEKEFXIfUMikzXH0QR6821oqY4t83BbP2EHT69KIz2UMhSoQ/Lzx0IS1WZEC5AcYppmDtzuRKfKonCXA9bd7ex5lb9+TQWuIBJcJ5e5mcqGwBC2dJFVSpHOeKc9Jyl2YhEG1J0n9dPvZs9SzmSbphzSqjgbJhc11n0pK2oNB9wKXj5Rjky0G80kbqnJjCOr+v4QVenlhFWTx1ZwmXsKGjDCJeK49NO2qxN/cTxTBpX0I09NVe2+1TUyKDksUjFzV72z0GDLRrf/yCe96TVdTvB/bt0/6ZuvB9sKRSDrdB+HoePj709j9NnatW2AJd1I6WyvayfjMgy9clDz6eYNTTLL4quzEUJqS1at3Sak5kZSZ9tKVe6sv2yXrvVmi+f0tmjDJQM4VHn0T5YV6mzOIs/yOj5LeJCIF38dDB+sfZnQ7akLbPHOfRIP7gRf7DSDIIP2yLa3ewmE1Y0R5CjTIEWN4fXQYfPIRUeKn6G/QeToDlCld9b5QHw6E7lHMO0D6EKO/AFY+le9p+RjMmfG39dS8jt3lx3R0zWH1BXWaeNyKr7hmIaNsYdFJUfI1ltNpsXEKK1eC5xpc0vsLGNPtfUZ2ZWxWxpa2XQxPeUfURQZYQg+4VkEtVlWoqKZ9f358rpK2nHYKPrL3+vXTj/1QZ1IRH5uNZS0eZKqRylVk4Ge4BN7/K6IHOzYEseAjJnH7IrCa4dQKFIykTzWSiUvDrIWkjboncDAvqxFIRoD4IDIqr11ZOmo/LaBc9bO7WBOJbCrBqjlk9YvzdWL0wkbnQr63LqOMjz+ml2n+fb9AZuwIrLffy8dc1psFQUs54jjqRKTZnNgmRIW6gX65gaRxOWaro5O75UhSdtuZnCH+2h1mWLvbbZRN5WImw0W0ah7zMbOr2avqAHk5C5F+uS2RLz/SflchcV8MB03eHFB+Ops6d05lClS2ymx2rKsDoh1ETzK4QoU8bGXfNBzOXiuXR0BSTMzPuLtxfGWvSfFRyje+EGZCvbttEp5OCY1KfrjQlsMokMycQKsAk8pvPHKHriv3QiP+oHo+hsY3LBh28RnWonLojyzySIPKOxRHfxH4GmTWSHXqljU6n9I+qS0QPFIJ2Yf0JbQJeYuUuJfPtKPCe5fSr7ttzoE5Wpof4Gdi5Mjsi3KqlAMQOEEMGO5T/I4hdcTARtdYkk96w7DqmRWIFPgZnTMD5oueK5ScOpYIK+ZOIhH+AkF9LreO3LzNzan9HSgTsoZkggaUaBEbFVyb0wfClMujvX8wgka/Z0LPBMZ5f3sSgrLXdfSyyBfNPpP+v04ua4QqP9Kz+iyqcpPWZfVlye2tGoAdYzaYiwJeEzhmn04ZrLMzasQoqZK2HEZx4ESfUj+f+wv0nTmZsovTYphu2z0eii6LngId7X9QuhYWnCwUzgtzYFA21B2iJKTJ9ECIw3cvLHem5iVqrUurMXUki3j18MXHZgkh7BSTh+8qI+kQop6kC3fEnMi6xkOuG/1ATOJP3H2u6XdYyMk85MqtTuQnrV3K9l0ccgrGOMLjzBZAKOFixlXlorzWCkSAO7nSoQzk1+fObm3cEIwb+4eGqP1YSsO/Cw3bCeOYYZYfaKDIVtBLPUvsgWULpp4cgLViUSkEj8wUj24naQ0dyyPUVKqEGsCFx58xxdK1aueU4l/6rQpPU7NVPA/EUWskvN2405UNfWb8ayTp+entL509MjWzOayEvxYX2BwZf74LcoMuiWGWmkOH1q1QWvQ147G4NbsBcBvnMzB0gQMUKbGVnGdZ1Lqp9JpdOcmxsDKV31ijhJKSLA0UhtrXK3o1IU4j7ZgvdViRcyIqcBJ7BLO0K9aWqk2+g5+b64iYhIeol5gjoMuTDyTbfFL92cm74wj5+5NDuSbl4hxLBl9hwHkaYmaLvD946D6BpHmOn8AiFOl4OsusdTOQ5SlNbNaZKZruvelwpNub3YBFx5JteXJXbs9TKupaWSVBnReKISnRzXrTPZcBTCghVEQMJqP6vKzlKw7iToa43T7uZC8Wj6uSbDCqvW2WRJTjU2WVfWTJZKNw9irZq5F1VTjS0/W7FlsVsa+mktluLlWB4oQ6c6gGsZmCT2SdpXHE+3hT6luvkLld+mJlLYQ/5sa0gln0kUjAtoaZZXNZZlAGEmgZO3xa9k/XnBCiQcr7X+4rgc5K1mCvhXgi/cVh3jMf0oNqkLPypqNfYIS5ombVf1PtJN+pGiZX8vO4VExG3rwCStjcfMnExqs2YCqhiUvmIXyXnckX9fkihTdGEVG4cwm1SCcBStX5SpNSk4tXOBMx0FF9t99pA5QXzZHcuURW4u8VhKrcyCn663y4YXX2xLDPzRWpRSF2/uHJ3qeRRLOF9/CylEeifRuJa9kGMiz9xC0K2UXBIwJdNd7RyqYSIE1obLJHtiDFQ6ddWeUV0A24GZTKXkuaJwIvkBLC3CbNpYQh9lg8R4rrJ3RDZrUStCcUnxRElGTjzV8pxEm2eS03NMXTWp4llNn88vkiMLlKVOMJWwJ9sYsGhIohCktUWbXbcuvDh74YHQ4uDlc6FUAIO0MEln+Dgk0aS2EJidZXFnsOoHK56nyqZB5hPKMZgGfHlfPmIOuOxnHTeKneZn6S+dquea671FB2+m3EaHxI8KDs6koivy1yb3pU1BOpath/jMc1GC1Kr5kk1kv4niz3RbkvTyCdZv0ojIPbLu4EzLp3mI7UHZ8/2YLpHoM8/YmKPF2SQU3WAMUxkGVM1KSquAReZBOr7cGDIt0xeK4tJk++dxuHERBZbt9/n6mWXlMnFidVX+k5EO/SuVgHVNZmXzL8iPdg3EXy87ULUn9lXmjFBBxYdAdZUB0sY0TuZTNZ7Y1YSIq3wDdVpGGnwq76Pugl375ZY11dmJofIJsPTOECGvoE3WWvFizrBv9Oc2i5sf/cna7pqtVRoy8yn3yRxvkt/WCOW6/zbmVZEBb01BX06IcZMd5UYv82J0Rfcdj1o7PSmOrKxiuv6szo0+k32ms22jcj7K+zB6IkNSmw5URDi2yhSqAbr5+tP/vySFUM3EkuyWc/HVZx3dPKjaapYleBrPnJ9FoomkE2VBNGFpplqIubJaMRtsfUNr2biJ6yRRKuehsYRgc8TtRoyTovY5iEMeB44Fk6iBE5o6aatD0w1xuxnnuWAWil+72gCmE5PIJBQRWjM37TJNL+ZUi19Qks1uq8dzUzdih/lol1KB4xehU2YgeebuS5N1ZdTnrgim+K1NWUMjQ72LJxcRwm6I+UqPlviOAjZT+vVSzgSZULr38X7MdIhN2bVF90aQxBoap2MqLxByMafGKlJAWCrehdNJ2YwNI1IFp8gRlz5DnfSNucn1Coh8Lo2k9Bh0QVXUcJktP68jTVJguCIHPKW3iGvb1tM8zMXENY3R5GqjMS76QhFZq/azHRWVr2QqdUjckqPzE06581Fkm4IZlcA/lRmMwI7lSykPqp6+1GPMv0MK22P7rMfMbWXkYdiSdIuTiEpKgKNlqnASV0lQuWVGz7YTuXoVIK39PbMDwiYZT4gU4Hj/JE6t66Ji7W9FKmQcdiWtlvKFRVKwY+3k7kbP9OY0Q02rE7XVr7lsWWKcKnttub9MiYycUWkyNfXZ5icyYlU2BfKIkObVBBQ2xciulc6nTRNf1y/WKguNhFAR1UhaHA3smhcQLuHRQR0IAn2a5ILDXV8dfQohHfmgkMq3BlliBwH+np6UOTQa5E4WlnlAUazfRJFRdJHlVLB6ph9JIWZXM2l8vr4K+IqLUCDt0lJlyME1U0T0QTkdFI5rui+wS0VIKCy3qpUbySNLsldQTIpwHuwkmVLpZHY+nrCtw5GgLpLkKJFEbWv9bM6Tt0KaabbpoMEEbXHhpbOYyV6RPb+PPZ+4CZVFJFRQ8WAW57K5TrUKKs5ekLiAWP5089RaejEZq5Zrs3YrPqKzuSgaQUSSmcKPQw7nb9+SAykI6OX7uXKh7BUnIcOCTaJZEpxd7wohzlxKAFukc+/4XsV9ObqLk8T0hS6g/rr15Dhaps6LQnTJlWScNzCLlA4UGf4zc6qS7RwwY6uEg4qSbszfJKN2ZkVb4QNzk4o6SDId9bkAKoDASNLoMj+Yu5THhsPDW0Luje3aGYy5QhGJeltblt/1C3OsOWqfC6pKwiKAHm3D+vXscYq01NgqLMHXjEMs2FwI4JATV44RRaWkz87nkWXQkWPXjLnpsrLidsDExo7sTmJnOhLxQLATRSJHlg+b1LqUppiqGtbMan/rTlf6WFsAveu2Cb4YngxL1jJASwbrzOQzV/fQbIbQ2GV+zC/HdlE2EBHmxtkOTTSZuyrRFrF+Xb+NitTLJsbY5pydUknrwzOEmKQgKUxyv9O81kanBDloDC+g2kWFO9Cb6vCFmZEkioOn0RophKAC2zSCGHnCEbG+xTG7zABcOa8w1z47iag6VmYq9ejKqu3yzOS2nKMGOlU0XcuVuikrkmgpu6oKhqikuLIpc0qOBPWcI8tUmaHCeR8rBFWJLfDS9yXeKa3ObEItEvK8TUmlR6LcA2fROM9IlOVSx7KuW8Adt9Oxgli3NVuWVl7LTAjZXIVPdXrKyhciZXIATuZBbC6ls/hTvU3ntl6Mq1DQ1LPFm+NNVI1THqpptsVcIx+hwps3dmkHTboo0x/UAlamFJWwTi03j4OQy/ucSVivlUdQX2ZDylOp+duYuiSx37W5qmazITn1nSkh21YJcwu6XWYSqebk0NvtimfStuKQPEA8iL6Ul/VTTggOzyypPtFwfuwz3ZgIZ0khhdVyKcoqcxBik1aY3yy2/l1rxurI5LOpCGY1dzMm3ZQn78ghqOODJGzlrAapXEk2TexeqqA7nYCbz9y0XREIbsDZwd01NMu+IU+Kaj1unk+qxro3LtmRUmtwsGhCEhT8szaNMyWZJaclfbsKV+onQp9kBr2vPIgT5xJMlYdZJBKl1hUXuEkAT55ZRhFlGRzpYbBAJP3I1v+6ZaXVMNU7zc5s3Y1ZR1yZtFjvU4yPNSBejqKCCvTbfDI/FssFWyTLqmp6dqyX+22kYShMiquupdLoOieKlLM2tcyERFsV6QsIAQ7WHLfbRg5CMsha1zPZGOF52gt901pVKn+97opHGX9nVOwqdSl6RAqZPrFrdLKSsDfNXxzNv4UtBIFIZzOYXFRJwmLBgYjz0Toa31JTJY7tZLMdsCYXS6vT/xzgj5Sgp1YdBi7inLOAXdnYl6OtnZq2A+Ikvj4pCT3J6VlcpbNSBjl5MZSmjxgyFchWpliOoaFcK/n4jojDkU62KY6a2G6V9OJYeaGINl5ylpnMGZzz3+ITIGU+WQFjVYDjEmVg5wy3cnpkM1V70mFrnR9Q1lpeNiT/5iygys5zv3kX8oO4ZKOg8pEKLykRCiMdkQZJ37Co8A1pZZpK2Uhk8pV55+heU2VcldtKRXqm69HWuqrpIOGDlUcmJxbsVtOkKmq5yjQVShFJ2gSOF3IoXnFpaWyzdFySvxWj0NnusFGde1U3K4ngg6DlpCKPlyW76OtMP0swiJQjRN/lFP1cR8UpbKKIMNwOZgeixiBCyFRlAQ+tIMT6S8pCLBG2RsdGpT8jkjuc1T8mfa6JY7ImG0WNCqhZfn2L1ae0c2PZimudkVPq4dQyKHBLbDgzknUpiwnH+fUWCRsU5E+MTKECd8qt0ZKp5JLWAj1v43qgTLycFRipFhMfUGpD3AzJ9KCKZqrTp9J7M51Wt+PwPB1+n1a2jgAFh5B3RqvKS0fwMYRSHuw6ZeF02TOmUhUIHdgpRQH5otihRsWsOWzbaIVJJ35a4jXJcg9G5AclHyH3lrsbB6unSlOhBMg1J+FqVQUkddh862Ye1IsGe5eGmyxONo0lmValTYs0NCdMBZ/UbhmYzuJCS4VMbDIOUKmoRfEUPahIhZwVNqEqnogMZHNLRgJ2Zc64Dt3CyDXN8tTHWh2ARLROyoaXu3UmE0dEtmjyRPFECkcS3bdj/ngbWLY4qvlvcur201p2PKVzzC1d3caMFiQMUW0MAkashpZ2JizbKpWpXtkOO02j9DEim5FSiHUQItVbuZNVOE6Ly+utvDjIfI1drqKSnEInB9xOWXIaOAQWBTL8tcq1oDILpBbgIBGudXIx28OVhgxCVP5c8qvsIysBU6SOXyldk7JWc5ZNKXaV6iTaW4pkulkRENm6DEckgov6VqaMD5ql2SIQMifXrDOq4nRUpRCyUZLQ+6Sqb63Sfkl80muV6hpEsv02LnON6JhM9DrxNlKn1I+TMi43yh1keWg2Somn1+T9Gm2snrjMQGSu5td+bmENDJJelbnq6blCeErqZpOrBMDU5uEMuaZY6SDKTdPlN1JyeBsOVxWpvtfupQGkYnWKrN84Q+7e0igp2ZplDzppQ1rtNM0rmQX2x2OXQYmkfW5JlYGQRUP2Vxmso01vpSphR1fkjTP62M+pjXDQLQ8uR9JZ3WuK9tIlKTkEu3QLpIQqxG26h6ksTdTY7cR+FShlS9aKaMySuiaxm3LTu7kmDxh5pY7duEeynZ7cbdg5AIPqIbA6RGVJ6tnaXFT9yj0YqCBIWmEzVmKSzCyCJaNisjBO3XRSv4CjK7kOKymBlIqcKSkzj3VPOu1T1f+6kJXSm3EvENBG5yoQbjS4vW0IAaVRBhLDRsmOHMmwmIjfJ6OlhqR01WUZivVcad5SVSkr1E14NeH6iEj4Gk5uFBuVUxGJ6btK83u05WxVjokTOypbJtJUkhG+wZ23Iyu60RHlFGF0ooyYjdKnHd1IGjEbc8b/BggpNlZRfV6e2GKKEwM0Z0oaxQGxRmVflHMrtdKYO2qqwCdGquIEjVWi4uVM6f7I7nmBkLklX+WgkL4slblSDRo7bdWKBwgfOa6YijUdlHsrVpraQyPxolHdOEWr6qzpNLJc9yyN5RscKX3fRBUaYU/Kn5xZfZKlKs9x/Ka0CndW3pwUHQdt/EwZBCcquUcpFDYglbJyK+gtot6bzw+ta2cp85TLjnpvDC7Sp9XGKqOp0JlSY+7Oylam1EHVRKWbuB/3JhUy+QV3xEIq6lgGJWU0UQGHVJm6ckESidB3SpRshflqJcuapLHIC/MkyZZ1DgMhllkC/7KTSkYCUScV+LKBq1vkZ44UdsRFB+r70AsVrUv3KttgBUaVt4qieXulMo2p+YKNjZVQye9ROlLwOWZL6s7XEjr6KoOXK60ibBMKJhukFc/qKwcgVY7YwhwX0kCV+UVmJNcRYb0SdZOKiYRoh508MjurBc3xqp1qqPRVFKQs18qcSv4ATAE6vyv2qDU08OYMvhIyktNop0xMupSzmEsFuZMWWjMmYttulXvA3DKq01eqm2QV68v+PlfBj0Oksincxs2pkvBymlElkRWfK6NMbtXCQOFG37YiCBvZTKdbVRFW9WxyxLmywTNNJ2NQdcDIDpWo+A51nWaZUY/6xdHjWonVVayFo0qqSdRXZsYGDUjUXrj56atQFgc4lQbQjkwqp8F8TW4YuyZWXuHIlgHTjGpGWLHITLRELktFKaLgQ4OpFf2ApklymFp+snKi1HR7ZT4kFQYVa1sUKeAMkV3Uhfykc1GiuiZTDuIjCoUyY8ap7cXI6kCoCoFIpZHZ7aDMjlqlvSw96xc2t3/lmN1c3pSuglFq8X1kq0QkJlemJU2vSOs16KtnzA+PJl+Y8q3mEyVN7htWNJvZ8QIhpFdm4UggI3v7lASRZX8iXz0Cayulp6h0j41lcTsKQlS4GHFLH8ntmNc7MExBjpx4UX5UiWMUGs4tVzCoojJTlnFciZ8rldskxwuLqBzsLIzymWybBnVPyZKpKW1ZiUm5B4RsVAlTGXqUw1UB3kCI0QN5qNqGvB6NpbVgRWMrLEHcLtCtug9I7WiQSodleWRV9gEynMkw11f0QpS54hVEmde72JIBi/uInwpH1uK/vKcM8STWBQw26HAH5TvIdEjreN5KlYO7GWzurSjxgMJBlCMpFZ4ANUKg+8lmZPWWSJqs0km651T1FSrKVKv+aKRUR7nqVGEMRvenyHFmRbyIu2JuSKm2JlvpFvRn/TbKQnTcKM288l/U1MkVDXDSkD7vFbmAqudq5OUUhNyrbiTWJ81PYzWkxPZ0YtWSxmpvr/sTWXXnhLHt6h0HO/DKSlQkHW2sZ+UjTYKOA4oHWALTVKHy2J2t95xGbhrNwzYShEQ2I1YDQPWZlE9x20+VeVnpi0fT3Kr8lqq0Q3QuuU/7bAcdQJY5dTSxYrJiGCoIqPO5m8hSxlLjRZnVySOpJbZ6fzP7bUZ5vPsiif7cakKjxbETVM+R4ryUeJeYolnfkAT3qJy3zGRqOZHl9VICcJQ8op22mWVGzZUby8hAqaOUVD2y3MhYvRGKKX95LDig1ZdWLw85thMrDDbSrpnZOWXlZt0pm9aeTHp7aTMjZYvORc+o9JlZ7nOdhNmIyVIFAvkeaWPdN4m3USkcJctsyZAIFiE35ZbplZFHlkn+G0ghqvB5ADVypUmeKXX/eo4UXy+tkhHJYKP+oMgtqTGciU2rE+zqAk6YPdXWqp0yB8+fpRAlFcHOUytpbiH/mYUjARoTAq76JNSCx+0sv3I5l5LB+mEpU2b+BlyQ3YD0dRu5jSdzJasGM0nfblW5lcpF5GOVZ6LY1UdDOKHVlbL5KikqB2dZZ3K9SjFslOqYKsBJP1cNj6a7WEWCldMWI7lgQWkv4OBTHdclHZfY8lK0I13pfIwSpL98ECcDTYeqnSm3keZIFfXI30pswHQdm0SrRFUTVR7YUwBBWv3aarUSLFTImCwtXKUBEECEbwhjJFFDllQVFeXs3mJ5ckUckPCq3a6uBBjm80NU4SJsr1ABI9hh1GmVY5f0e1QJyVQnhS2mQ5u4I3cyJiNtT4gEtsICHBrRJsVTRdGnndWkJ1azb4npJcnvy8mgnyLtNdyaJZWYJLraKDErxyuVuyE/nbeklJuvDQzxyLgKlvORleGzbudW+FfTMFV9dqXq1OZSgi2lolVdm7asql1Vu6VrlblsLuO5BBkBMUd5VN6X4henQsL6mjM+ZodXSRwQtFB9OuXbZsXrkk0DUlDvAp+fytfMVKxhbZlhjUhjJblSQnQi2bCRbqy6nxIfY3M0jFD1vL2Rj5KrI5eSyifu8u6LyCOxPT6tJA6KjDaFqto1yUDwWSQS6pgw+mKQela5OYIBZmIuO8zOnPjfOiziIOlGqE93NRsbbSfuUTIZKlm4fYYQzibzZZ3+QAqUR17BEXMdmNSxSXYWVDyTPVtusImwDV8qWQD0HNLeYERrCvw1ghCd79A32GbBAjJQBuoBNndMCtoHO8F6aolOftNJXYnslmZRMRqYoyJD8YpqF1aSFQldeiyaH+OnUGIFDGvfqnS4yqqpRFirYkQdhOAYIVOncpyqsDL10kuc+SQ2oEgPbAbTD/ZmNpU2AMd0KeBGzn/CHKDuHZsWY0/N+FQEU6cIRPyxZQq0KkfEt2apIajYqBEtrMTFq/FvrRqppD5DhaALViq4Ec4U5FJXdStJnV2VPAhU7hX4u7SWudgCcaa5aezcCT5vCeb70k2N1URKo2IlglTHom8MrZHECbvQKZm11daRdRmzpOoVcJB/bjZjWddV1UlZ/ZGX97IZ73mCK5YpEpdXu4QDw5NI2yK9Eo3ZiupZybyJOR5Vj6oCaUtXk08fthNSKspYJglOHePwALrCkuyllkSz5AgnPkQpDJFVjkJhzkWeYl1THUyzOh2FyuOdlMs2O7hCrbIJ6oAlkS9AaK4wUkIvNBpCSmcCdkyWKpmEAI4fVyu6U/kCTlsTx2Y2SyUzZdT4ICXXExZBzV/ExNbVgVVRwdKJIoggCuQSCBE4arVdVJ6KyVDNUhUDI6EmEMucwtb664ES/bddIULmQvUclI0kxihPBIoO61OrTwV5JQoql6UABXlKhyljscDNWpXKSK/gIKSbzrP2uY61KHlcjTip+jvEHjzPdpJg8nU7oU2EYgCKaslbjuOjcthTp1Ev9/LWSLYj2aPqlxs1cP5DBS5SE704dipmsrfniuDQHztFhiJVy0wfol1h1ZIiqQQofQHIsmpdBw7GnpQSUvfUwWPFiJhspgAglBcVp6ISSmR7kTG0K+r0KT25VFFteSu6eDpZGR+lJfkNEBIpR7fDEGWdV/JJzBlKzp3PLSW2S3y9B6brtVgvsl6Gi1kcjJKd/EfCiekzhMzncpy0DcnnVWgT0pADhoRzs4nOICp9qiwbYv7k7rASMGTCKNdSpnfIYrDsFrWhr/QAFg2jJCqgumoNKa+fZOHY6jKrSJlqMRzUBTqxN7zX4RXgQhm4JR/1VQElwS2eiInLzlSry/u91QXBOcaOmihwhFXamrF4D4bV85FFJ+XaQokqlpDhamkRYyIB3KCxjB5WZk4HBDCJE6giUU1J7fEdwQHyYq36cbGC7jBmRFbSlqpIbCXq87T6TBFpHCedy58FudFTXKMJXCQFuRgSXWn2O/ES2JYghFw7qpW6t0lvlMC+qOUwYVWw5TVKXquEtAAxCEJNIwJn5xOx08wSq/cVLiVpzfqHpCx8S0h1rcqrbCH66paUydTZXBgj6tZEaS6wF0vBwA2fSdmXIrOVxqfKyHHcSSFTldugS+aTqRVxBC1VsgAQgqCooLVsrXRelaM3EujQG8jWElsdsY3OxFCVQ9qeSnAVSoNeYJ6Yyf0TKSpMmVkF3TAg18/93ip6pDkJVxkfAIK8obrW5GpWvnvE25mpNRaTM89UB3SqulqcZVNo28ZKzxoV7ytClsiUoqiSSgcBMPADbSdXVZFq10XRGFmRkLqNE76MqUyWtktPyHmVlDIuy6SVa7UUAVVYKRjiRbLIbSe6S56dkWZ+r41l9fXq4tmcigRuJat0yj+TLIVej2cIUa62nSWPDvIotquZ1Yze6+RkJNMg8bkIV5INQS9LQm32Y/bi6RDesxMa2bH6gpB274hor92Vpr9JChmo2stMiehUDYUQIk7mq7LXFM/fRgXiVFxqdR8vVDM6YXYJDsMy08rcxN5QFSsiI15IIShp1JYdSFIh+lqhZUrzRkKjsmkU17VZy2XeKl5kKnJsmT0irzE4oJsQpxopWBUBl7B0K1LMBN5TiUXF53Qm2OpWYVk4NezDKB+ogGE/6a9wTi4w67dT1b2Rx6gvZ0sz2go6oCoJAeKU/YHqHW4H2SOBg5HVzcuSzf2SWi8Sj8mL1HeV3lD8kaopmpBSi/MgXdNsIaofikxgZCpCKJ/mg41yqT8hbJLfF7VgKy5PFgSTgOCIuGWQRaURx0so6yjX08FKJXCGdq3jHIfzdi5VGfkpem1F3aQxv04DFIcBro1H5UI6nMj3RomDY3WfJK/vi5DTZNtsEMtOR2kUqRfEhUWPMK0Sr+tTOVgT7YJYzESRSVqKDOEaPCtHSyMMS5Vj4McrZdZLKQDJqE3pGpGPiPgdDhZwTpjVJIqJxM8oJ5rB2DTfljJMRys/p5TCkfokyoWmkb+RNuVkouRarsg+Jq9AvIjMfWbVkPvK7wxaSH6IlaZmlplJQilroGmFlt1Lq8M3c8iTwVoQXtxzxb0ynekWUu9WkyhOgHKjESuk2mL5QRfaqMZnbaU+lCygb8U8M4WkWyFypGyIkugQm5FM5EF2tymZFWX/lRmOZQbyVPRIbrY66IfJ/SpfLUrbIInG31fF6H4uRYaHJKt+kgX5ijAWrPGqaWOChCK/FLSq+EmkIFnwauFWnGzkSyslOA6Y7QG1y3TE2Jy6jCZVB63keWRGFjSDeLPd15ixGkxcKrOIvRlyIoNDX9yAFJToNBI/cG25VZlbiUhV2Qnv83ttkhX8eCFnwKK/wtZ5v7pn12Sxlf1T6dj5r/u5QsgFQN7P5yo1QjT3SKVSmFIkvD7CBlWGzA60vcfk20uSFabfavWKiSFhKbU5VNxd9ldsnnDNrA95sdaEzcCmD6tk9Vocf5UkMgtKzsJ4aQag9epeRqQeQ+mFWRiy2dD5OB2DeSOz8ol93GyVQhgxgEgcDBdhD5KXI7e3wILFAkHGMCjoBP7MLFX9FeurGhVSfzlfI+kjn1CxiN26aFUYOrkHwYtQVbMGeTGgMEGqJFMcPwI3xquih0CLq7zprdZmte4LRQEjK4ylolRsJ1cCrtR2gX+rXpwRyiB9Inv4E36PZvBEwnjel8ER4o2lw1MIqiXcLBOezUeSriF/CotLj4H/kruGkA9Fx6gsLAFy0Yq1fyXPRf9V8Yoh7EiqB5OZbwVXUZpo5hZ50kNYD5CXMOirGmQuW0gYL64re21Wmpq8UpJCIMZIdhc5PqRcS1IkpLpYrRKDRJVyQ/inGGxzOXN3ELUtNHOJzc8ilqtioAB3WWhzBfHsVT3MDCObAeUCVWIZOTtWNhwiriCwME6496F03ooiMh6ufpGMCxkcFz63oNqUap3upNCFObdc5YhXwSK/Z+qygEUN7vPQrLOMJX+Vr9TPgSrcKT05zkIMbkqmH1sN01iQ1++smTMlggFezKCCaExQTzyQFOL00UL8ek/OC3J4r13hoFz8K5IxfLjKodND0+N1j/xK3L2dW00xYpdRPKpXzpxa5Fh9VpvYavSIR/aVRpQjxDvZSag9omptYkEjJM7+wewix90gfxrsFOf0OH/MH82yM5exhoi/eMDJEG2BXrG453lWX9mKDJtRHoazzAxCxMVJwafImGhifHKxEiMMncEmfM3cxAm3fqUqtdWqJ3/QqzzrsQ9I1fQw4Mnzr2ifQEitmm7Mei4jIBEJoteBnLqq+YHdSPrK6tUKmj5Xd2MZgZylKUIylW9bdFStVWMYJQiJO5Zj8PUrE6HyheiHwl8qzZDOLbjgHsWoCSmJdNyv7vK9metVnpbaaJSRlABiCquSmKg6ESt090peyzsmrn51p/JWKO3azthXwXkJtdWrV/JbJXJ39VX9SEWp5ZOW0gFTaFY8iEpaq5XCRwYP6nnqjjDOcerux3T33NzJsXsf7SxEQnQAE1BhrKncYbGyJUkM1vN2/ZE8dHm0QqAq04ennJOQteIIBlZ3amLV2iJ5iVlr86MpDI1yNAOW8LTbDFQpagt6kPgN1MhlmbZ4CCz4oGrzeoXEWYfqFksSscJPKtZZcm77Hsf1fjF+pem4I4yDuV7pG4lCjIvX2afL/RRLOK7yWBCC1W0FhISZRMtXr+QcewV4NotXmIxPlb0B5+YR9QVCJPq+eyV/5kqF21/paYdtiDl1l8gtmsvZjcFGJlqyk8ktsDUnJyJipgMhED9ORsXdHcoVECFHKx7Yvcmpu2Ki85ijQemerGp3GSVhEwzFxRgF5rB7daepW/HYc7O6U88XiWq3Fq9Wqk2Ym9eToxLo+6mO3uikEvOPjm/05py6KndD4ruR3KvrWEoGNhi52NdyDKu+C4RGbu6Njh+z9DGp4WvVKKUfTXLHXoQCxYDuTTlA8pAWJvuFKOqV5qdZyRrdt9pQtYoQk2mSEx+Ezy4tNGEgwp/KlBfLSCSTlCB7O+CDU/v0aBCigqUE86uG4EQR3bPJPdDJHKibBVvwPo6lzphQh4IZG2BkCpLPZ+afy1812l+vXzGK13Ifvkpww58PIWNowyRhNZA71eu7UPM3e8CFuo2ir4aQZ0WmPf3vYFA8kqpgIGIacLAzM3PVQaFUWwUSEOdCeAurvkjEdaNI5uhRbvsAK+yxeRpsIMAB4dzzLLWiasTOEM9SDorGgvmUSGQzUFUyqYrNqp+tVHNJf+zT0dPkMXtqT9kTFTOR8FHpRoPtkyr7xIqwOqhWWXIPMKhAG7cjvnWATQ/pgiCIx50zB0MCr1+bXhyJHo9Wgg3lcCT5Q0UZ4fTJfaVCSDYwOwE9V+HUow7/scvC2gX9MKTmSTVrB4P1QFKITLnF40TKTT0YXZ9XIl5hdDkih0RPTwPM3NxaxeQGct0M5tCGSscN9jZSuhsZWkCY2QCjaIP2C81sRo8KV8G8SDHhp0H0oFqHr1/j0T+5uxEL/5g+5A/gzPZhPlmuTL/lk/3i3s21xp4mO8VLpZ8t99PjupQKLY1vMiLfqEyfqQxcB/UpZxmPVo0QoB0gZmsMvL5k1bKimhpui7SuFTjYCOG4p+0gUbCHXV4MZOYcQRuuS8znjvSIBEwlOWIV9tUTAy/CxU6dV2BMPnjUMrXKEYTeO6/dLB3K17IJhSuYbFJaIBFLhgfkvrHXshIPchmMD9bn7GlQKgrvoPvPlVkS1f5xr6BUis6dbGBs0xyGwTGFqeauVvz4YPIIFbcDVfi0KnZHlWGePKnahJZ5rjLmeBpVUsoqKDYJ3NSGdpQbMRXLH6TpoOzIoUXaruxWAGo6Vcpr5gk7zgAfiAWrHcW+UkSvAUeUBjrq97RzH5z0wTyFTzwi1XBoqlEAL2ccZo+b9bbt5ngcNEYTkDWMnFnCaAKpqWAwpy5H6UB60Tw2+skHklaTQqO3bxyLAYwQfRYyau8DGdwtvq14mkiOT+e/BUIIVn/KBk/kaR01bfMUPxKsja60V1BcMaDmUaUgsCZXPDaVgatHfAhV2wzywahqdPC25ojRoGWdHudP5EcalFaHraYcWxU/Eh1/qJlqrA6PfKINul9lq75iPfSEivRSZFTCd9UMMKYjjjO2avCENjePnooBFedoe9ZPbpajjKSDKUpgRtWx6qmAOQNTqmPXlIOEannsU9JmVIrRayqVsM5Xya5hkOAjkvG9OkcNvnzuEITD+K8r+3qBQUXlwKi9RnxINsAPz6GnOY/BikPpME7fPFFlbA1B6BY4XgYIEQRCakYeU+Lg8r3Vn6s4iEAU84RMsXyZ8x1pZV8gIP1p+pQyxxxqKzTtxHsPlCqdSoG6Ta7eYrXhyWQHpwNHG9VDngpC8vx/qYeWo2YS+qjcCPUgRP52z2Ts+oIinz9dbiUOVzE7Zq8h+0zGbJVQdW7zUEdJ8XpQWeEzzJnF6/nOpqB+Th4C37Kqhcx/ktQ2VbvB6zyhs6nNheKY88nTU039w032NLe3mIYBxx2RkrPV/X2tBZBIdr/KHHUAz9mT3AVtLnWSkI2BIzOmUWXvihX3zzaEfYkT1Jm8CCoGaU9P00QF7mwdH0dUARQZUoaumaBQElk2N5LYz4zesD+WA+y0yheJwU3kOKVkOudlIqj4kYSqGj5OrcfB/Cl/IjmTlpks/4ijLRusb+RBF9BeKcCn3oz4YMB0ZhMKFMSlGy911mM3k8zDtNAuOIiOlVKeLCCa7T0OMfgojqsif2wO5SYfiGbU94EW+RGcYxRbtlCrXcOmfJxLmrY5WOFY2Nt+Y2ftgCWmjvh80WnxpIMv1MNruncSiK9mGw12riKeYvYjbq0q5xTq2y3YE24fbNIH7rR7/GpFZvHCIzMZMHfs8eiRQBBW8+lxIGvuA1Y2RKkHBG0dJ2LwxUP8OBrMuG4SFXDex/kgohKYUMO2cpprW6LaaYoGnCt+4HbFY15wU5KuPT5N2ES78pELMX5IytjK0v/E/ngabPd6Ht9VwhmZK6InTL159IjZo0wHmGFhVY8c43rkpvP8iT7wjMfJw+PDw6PKkPH24OmBaX/Erjl4LArgTFyC802r+P5+IRP/Kg8Gs0FeLgejqcvWwZmqAb4TyoeRkoHxFToLhWzAAHPl55koXVw+4EkP3D/KH+bpA780IYMifSwGTwRyTZUXaobU8VQgPD2RIuphMH98YDRc/fg0eOC0F3TBnXS6jul6oOsFmej4LH8SlHEejNsz4Cc+AjM0e4NHaiyjJD3NBirqlvLvgOxB6cNyPtiimPAlCPSRQ156SMEcP2AU/4ydPKoDeTl/gpwH6Ft045GCXqJWliICBR4HWaE5fqDvdOypRLZ+vLYnJASunE/SR97nyiLStGYD3CADvMRPus2jcupxXyRAZNQJo40eHql7GKFGreqK6e9j0jsGK1L6U+iB9WbKRG9bJnH+iM89KpivUvfg6ByERR5qDEiE7wyY63iw2QwstLAUeRWDDCWUfj6on7CmiPVnJSBm+vMEgT7MmRDlQZhDb6oSw8tUMw2lMg2pKJ23sISzcaNHjrFpoaUwQkSs76OG9DCYTB6fdJBvlz89oHDx3AICzCesKyuXPugQPutMbcNctMbsDahA+DhgPfQI1hQPyZP+Hag4HtPK+NhfqS3CQLkIn4yWlKt99mRVnSA1RNrJY/EA22DnLB+ZdU5VYq+wUoAl0/XAhE2e2BWQv/YIxDlQl3Ot8ENk9JM+bW1L4E1jhHqiKPjxAXVuEA84o8u+Yp5Jk6Z4hSj9FyBkeSUx9nhqtFw8PvCL1RGEMAspo3jUPE8eVZwgf3gqNk8IIUzEA1s1ZdMP2MoS4p8GgwkwxIIgxLAq/I8IkWtMEWNiX89ZDkbN4Ja5FgnKhMiWj/lDagAzsLnTPQY2y6noIRIhxI8TolInj0sekjJb4Ac94KGsDnRT5LYxtAvz4qEw0kQe5aJ5MXhQ9eP9/SjGJNeudAgCHTMlbNMdirbAmFwPZwIG2seirXwgSh5Mcrg2AhYjUdee1CW6VmiaGDEY8ABqspDs8Zlo94nCHcrtAEZGAk6I7EGHciF7qApYhcb4AqnoWF26jw3lQd18hOVFqG4PAnBGJ7H7SfuTrfo4t4P2s/nTbDpQfZJZ9sSsgsaPmYhGy2VPiLZQysPnZrEnbmVDAmp5MmPS7oi0uFAkUF0YVQ9EsGzsnG3JehRXCOFwCbjJ7gKisqeRVp4ecCu+yGgeQA3I45GUegNNQf64VZ51/uSz4iFdD3BG14vgfoF8fY8siQ4qcmPIj0bqj9puqfa9JDk5BDcPE4IL8M0+2tFu7ktgqel3zCLrLGJlzCITlj8VQQ7oNV8GcCOhA3MogBAT4Qma4UjfoGQDyAaV0L0nkTu3yLmYz5kcsCWlLMHjltV6LHgFzhUPQoDHbIAmzlZljGzCgZ40edTswTkflZWU54oXPD0ZJc4xiwLm2gy2cdgAub2PUMP0sy3gMk8wB232dDCasLAoI9n6EQWoMIhLxXKfDPe2bCgey85jJ0TikfRX5DrQYmraxcs09SACveBRTyrlEwmDIo0SOqQbjAsUenrYDtTrR1x3zEoRIzbSo3jz1RCyWF8w5Ok9gKDuvoeutvSPvpsUIl4F1ekzts+DJjp6MqrSWwWv4RvQGt80eUXLY0gvBsO2ExTrvzx/H0XvufS93n3SdPL2exb4QW9JRtel/Ks5gxM+PbzXI3nNvnwAFB54PIsqROLrfPs9OMJ2eM+me/9kqw9BQMy6Dxfb/WHJLAAzjMWWkMtGJrkwVCT8h0E8G0SXNKqAEls5lbz0YEtWQBA8qKBv8BgN5yGiQ+95m4VC6tFtoUfggc4+prgx06dpDOdQdkRoRNPGGHRf4I3N8f59LgJjKPmDJgKaYq/n7xnI43vu/aDx6NbF+wezzUoee2OfgsPwUCUKnT45BvqImFLSS56cC0yd/KvZZcRvHj83i71/eP8+yt8/CD7oi56Ui9i3IuIHiVdKr7lNTVnib+abwT1dMYRhMhDNMtezmnrNC0alSwtWQTs215qJA9J1KCl/fG8M6D01vjC/Er2JRr8r7u8L5lW90LiZc/FZ+v5eQ9Vq0huGIVpixzwofIrhP+n/FFuLxP2n/I0tCdsPoUGYwToxwVumjxswtPe2OURb73P7+vv31lse9V5o+qgp1rZnXUAhUc3jI7YxEdZ7fc3mSdKMpSx+yLdzwJB+StjLjbDf60GSQB7ewwK5M0/nkQ/vi5SFYcOq/yJ7RgQpRVCDxspHNk2RUfB7m094GGfsMpXmgu89zgxKc9tq77UtH94PBOhPIioJmzz4PV8tUrecSLPv3z9oufgjtYnTUkTa1k+Pb5iprYQqZDxtE67kPrlYTaR1Th+obgZBZM8pp349hFzlEG08Pdj2uLisiF3ey6069mQc+OFNrgm0ydOFkSZGv7WJ3kfpe0c5AhB9Ts8Z0ZNtfWlIjPX9e/tqpFdi6TyD8fBhat94L4oRWD5J1uEdNgaLw/N5rmQU2626RovxKJJDw3rIhUrM2Rv3TDaZcQIJp/TJViHdBIq90mH2+wBnc0wObsqxZLNLKuZIXExSk3a1VC66q6dAjpFbCsaVC6setQDvtZQiLtbmQQgSIXukT7PZkxKBklw30hrxNS2YUNm4jZBIVADn1vAhXcb2YJwIKtNW06Aim6bH1MatVefhg2I2oaOEnUwtzS++dm3VXOIq9PhGXMd2Bd95/+b954qMZHuu1HSCJU8OCB7yN+INIvbC+qdOSSBkvt9I/nxKLwiit54M8vj/wSAFVcR1OdWS2N7Ttuh+8bvQesq/wE3TUMkWaIddGGcrZQB266gletROe7TpeW8X68ksRWRM/OkJw6oI3Wjyf0/NA3rem0dDDgMxdU6bXjTFLhfARKlDfccKLW85xATB8v/TexuGmMT7gn0mxHoSWNhutafkkdbn0RQOfRlxMdc+EAlI+3sw5UMrrNvxTX0LSngwnLPviSWy7DzryUaVah3fG1bxlfduAwC5WuoHR3rY/YjM57uZDENSPDRHdqEgT6rWwxt1ybgQz881acb4tckM797rGwJTgNLW5sn2lPbTG/3Dkj0ZvPDMxzdizm/UffKZgR7Y6L4WQpIkWXT5s9JPmnia0pGk37kJf1iWN0ivj1LUf/P95tp5j5/eZ70JwlLBkPliRYhBSLyJVT35LNuT1j99/17zyvIgIH+hXdL/QpkzYcBUBcaIaSSkYPOBQ5aawCe39ZA4UzF3SE5IaigYfe24Po0OfDKCfvzyfK0/bt963RCiAR4ZyFMJQo8C+Hn6xXGtl0m40ALsijBcLJLN8sPH7UvPsd2DAeH6BlYGFujxS9ejOjheY1tLFhZBnyAlMlibmxni4evpyrj2k/zq8Lynz5+vR86fHl2IQJobEAkbjP+JjYkS0CeFSCaM6o1o/oXlWqe/d1t/XUstuchcUkiSXIwhs49+nlR87iljCdzP5232f/7MP/v5+POrmY4ZHmh5ZZRipb90v3/2/MtT4ifZ9vErf/w5XkXgMkEXjxcrflMTkpR7KtAzdz9XeV2mi0cpreiNj2S6/CfjpOSlZM6njGRqhcrBk4JdeU6IMEQZnUmcoUfwj2jKTpsNxM1BnXz2dfNnRate/mh/mHp0bZ9e/6k99Z+tz//982nD2pLH7ETN9vRx/qBUXRiDnr4wHpIKLoJwldznSZAQwDb/Z+N/If3IqPHmapNBcH+0WJ5fpi8M2ljAsJdhHI9lQIQBj7ASGMSB9oTAIX2m6T97/qc/Ygmyx6ZO6v5F+pPQrP7J/yVRbqAi80/LgcLFRsY9yJz+uMSap55kjyOKQ13m55+t12/ff//3es6/sjkIWRJjuFjRfhGVVPSJ0O/vDX6xdt9WBj3qlm5mj7/5fsQWEuX7Wb9DCDcU9SZEKKDKzFXYmBxjn163MYNphLG/eOwTS/F/wLb9fFBatSfVT1tOJkrNS8qvuYozq9gwJbZIcKAFTUUuxLdwWmSu721+6zjxBA42gzz9dzXSf3EabYtNn/rqHG4j+fSjKjV+6Xq8MOiPizAOE14km8v8XX6+KIWkm8eYbXddX3YprO2L0iH+cc4CUo2AGUenJHMvBxkIFFPdVrYvCuBUFda/mq7jp42ZlJVAfGOOgs/owSoE6rAT/SV0neKTUDfYCaio0r0SZOsEu5VDSGeOgh7T/9DWqTI9ZBA191fy0U/AgcQkZbG7vz+JmF5+ev3X/rwIvE5HDwNSct0z4XH2T6//J89XOWkl7PzkfagXKQS4TJJwFYd5SPg2ORc4J/0y6N9sQoPBCAddP7on5UPU/0J/5kknDZDAg9TAZIZXlXnyWw5Us54q7NP+/TLh0Mk9NvH7pUoSTBMOXarovCh68NXz9ckPJ444NzNKvzAfv6C4ftXz5p/+fHq3ySZOqPLbv49GA8o9Krn6gORGX1o/J3uwACK5OEiy5BOp6kvrjbFyTQXHF9G28YOlnf5Cz6eR0jCzW7PJ+n50r3qI5Om9pzrSaMKCcFSZw11khf7a+e+bgxEnNt4d+rP+9PmcCks2Cffu3ycqNU7RDU7L3nOs6B7QuN+MGDfAoiwGCQkpYc4EmHKK6Neu1/x77b9/selIMBlseuH43XBIXo/+YNC/H7786Q+DYPR29Fav7GfwSfvk+q/+udyHHUV9zIrDqOF4fN8b/7Pr/9nzOYlX9ca95JP3OQZ8b20U8E9AhMgqgMKS+777eb5vpROk9V71sVb3bxdf6E//bfczup+OhqPhfbDja+XiPr6Px/cEteyr4r53H4xj/uBo2qo3DoNeUDLQKuvdh+HXzlf/459B//WaBC795Avz0f+sfd3z+p/+fDb/SXL/9r5XKlosuQ8Ya8OL3hfvF4ZuAdw6jML+dQbdz5fWO3pNwEC///r64GDyevB69MX17yUxvQlrraE7CqwsH3v62GPV6W+9X8VB7+vnPxolg9eijjIAhuJPnw/NjcP7XphwRb0NoaweT6Mb1Yp3eb2qjEB6wdsgHAfjXrVvqqD3q9fre+2/6/2+rg0m0ylBznEvuLvr9bSk/fveP2mf0PA/vf5X3y+6fx3kynxcj8fBb3++4vCH495nd2KMJDgRdgT3/eCe49j1Sq+vrbsz0cOWyEIJe9sti//FNrSfkfut7LDKNVHoVsqYybfLXi/pWfYQ/lipS7USlRDB2Ostvnq+Pmkh3K7iZMiX5uPT67/Zel2fF/Kzai0bS4A8S2rAssexvy/3fxTGQd+meqTvDz/6+dLzgv6n6Hn/+p/RH7N+6BKe6L/DXmlJekE47IWKDWf62fBf2YIBlNofq+JRNv7C8yE7Jc42OuDP0JabxD9wtJ6yStsfdjMIgJMLzeLXr9d323/d/b6yASLA+CDqhXd3ww4Ah+8+am+HwyH/j8O3rg2Hr969/Pnt7XKn8I4DVMrm0gZ3YRL+0+v/yfMbJYUJ78afvA0bCRz/gz+ExFrrZNmrV0n46trcnUPb8i7lDseo7r7wmLeXFmiWhqWl61FO8lX4yuhXmcFXd3ccN1X6GRHV3V2l5OR81uZ3wVdP1ydtzOldcjh+aT4+Y2vDr3vc20/aZ+t/d3cXBpw4O1Yc2Kr4i5i9u7vgS/M1HPXvRx2l9kfgwvDTJ3xhvaEOaARx+fnv8fjVuy/O393du7vwjiNul6RSYEYpmGPK7+5ynQeCOsbJ185/MOa2r8ZQx54+hOPPLhhz1zvHPHTYKAzdcitZ1OLujug4y3Clp6uDOuF02t/dLX71en2v/ed+7r9WCjEI6QMh7zopBFC7+6gN3xndCEZc++Tzb9ZClka8gRXfvrt795vvVyIf3t19dqNeKNpF6EDREOgqJfur1QsAuV6pc701qQaV9P+0C7/0nMu8MFHDYFirTERRK+nPq0R3qMR1qpCj6Xyg88HnHYERoAdpJM7ncvH1A/sEQoJ3Bbe+W33h6k/ZWu8r12/4afvs+7YVCBd7x3HzOhwrDchd/uX+jB1+hPejkevPJ/f/Yk+C4KPlDP5Jx5M7m1vUl1rCB4pEVd2xsQ988d2KY42nUn3/FwiVWwe60x6s+MUbvBuHey29FSyp7owObLmLcSg62BUqU1I6jFOOs+Z5OL91vX5r6321GDJAqO/HvaD3b29DtBdlnWNKm6Q3RqPMiRwIqJszDunfokyyXlHWBULosEfA4qpXVmgXQTIms2/RGye9YFXmCwmHHFwIk16x4uOw4JBnVlZcMF5Uu62kW+5Avk7e6iWhji42xQoBc5jzVhK4rki+lYCJYB30yDNBahKkdS6pC8T2UL3DnFEVcLHrAKTqrJQ0u5fpu20vFHiMe8KL3lhpJIPQ3VQssOwldq20AO6R8V+FcYRz1ximekPdvcyZkiBMuDQpa7ShcbGtC64OenleJHyxyMrFeLHTsd6Et0N1G/U+3+lWPftzXNBNrC/jXrniFkMGiJeT90MU9CqX1E16lGI4LutwqKkjA2luOsCix4wkOLC29I4Rq0c90wzH7kE80ggnDDVZhx5nRfekLdHy2WyhlATSE4KFTanG1cu5rd1IZip+WNGy1KVDBrfQwrCWrDePp3tYjnrBcJxvM+Z5mBQLpiIkW4e6yRhWYVUnbuoZc10Odc/FIi95BMYGujnUx2PlhmT39sKgUkYIuiAt9RDqCp4UFOSH6e12ldNrEk0Mc6Zl4ZNxkIm+tETjQN1d8ZSxFnKPXau3YsKK4iUhM/NBqOwYPAcGBTlA0lCWQCdRKkkmtcev2qZAiSqhrhvYgP+qIiSB/j64kRGMjfED01AOmQx0RFd1ilrIoVcrLe7BqiX1Cv6ixpQIozeWkMCRarbWQkc7k3Coc5oLdE4yH/WUWkIywbEeNhIga+h+QcmBo7NRKOsJSgc6fKnCI2QaGTuyDx2EiAJXWu9mGPYynaInWYNma6WyP4jGu2cI1L4aEjnPW0mjw+ACRPYKqSWgVoxmkH6oJBdDHbYv9MG5NTI2DLGqV1RaOrbcrGo7RYedyzTsrNBJvpNA3ED2ZNFjjoZjTlc2gVgdGQsKAwy2eqbgT8Zku7TSqJF/QCGCcpuV7s2XAWJNLYc2BUiVqpFwVdlTiRlQvBU9BHYf1X5q6GCm9ATITslw7JR4IxnQA0AHlZV9R1JIj/O3O+3LnoOQcHy5Tg9iqAvVktLc6/1MNViwCYHsjOnQWmWlttb07y2Zp42CJCx0DYsCAxAhIFGoJliz2FvNJ4YcJlb1i2EyZh1aVtGihR6nxzsIsTWSJrOXvZMb7EO3Zhn3b1WhiX81lELUcZL9awUeHjKrd9UMhaIuM23dkeoeYLbJJ9L5xQ5K1H3Mt+VYXILHKOsCuGKspEeaTUabSfhVZ42koJX/y9Z28218pYd/b4PExsLuQnmdg95wETqRRHbHQmR+dmottAqB8aYoWmY8mR64smL/StXtkTiEdDhmTg31r7M7nFuzRJxY2K2ZSHWnbOsS7Tah7Al6fdw5ccJ2+wnCSVa6IYmiBDfWgUMF1Rks6fp6PBxerKqhKFK2urGYjCXsgKGLgIECcbGwx4hq03ZARVIqHzKb/JUIzPoktEqSSuO2smbICsqt0Y3Axl+vgvCsLDyBvtRczL7lWFtWG65LmSwJp3bZgi25hJ6asbn1JT385Gw2bO7aLAVMbG2WPsOpIDDwOavOD5fnh25+SskF2nvIEIn26NAEP25R1ZKtyF0zlKwSaMsh9PDAVTI2yUW2Vi2I2YSOW6a4ddNPspCeMpJ1y33cDce1rEhuBoKetL8gDKQc9MZKSuN61jpzN1sxsaJy/MDZVyfrM+nNehKTxs8QEridf6DnEtyQ4+QQGS8S9w0RGhyksN5pOpCaBFUyXLDOAKBmRDPV6ImSHQTLRzOb1uNn47rRspBkpRpXpJ0xiWeoWTYq4UdQVvJbOX5UAy/5DxZDbgdCWHwyIZ5KSBf7IwtQuuKFtUxPK9EoXEYpsaGTlXKOUbqrXu2NoxlXYrdi0DvXRvMLg5BEJCM9VCID1QYE+EPtjXZXIANAReIrJJBQ8haO3YkVL8S5RBCScqhbZqnfD6tVpmwwZSZegviqAlq7SlXnxuNnL8JwaFDR032KYSWkIJweei4WBkuJfaCdKkGrctyplzha4vAfXpuTWJXuW5J19XyC/gVWu53Z9HUB90xU5y4b6zlgw64xYSFDKmHXStgiFa0kiHKcK09RLX8AG430UCe2CGR9KoKVxl0q0VBjcpIqsO2HErxKe0YvAACpsWV+pMaMVNQQUzaeRafH9Egr0UqqkVrXUyFO7a1KWC7BCv0jcBNDuo+mUzfYu0ebOOXq6Sl5ERKFFowbKTf6ScUTeE86IPn4ViSLOSzGIaNFaBlLahtKdjtbz2WZ3tliZ1pLKhgoz3ESitPQNRMGrKMXCFE/0WTOZTA0iYCOj7XVS1OeKxk9EWn2IqiCs5jnbW8hummMvDDNk5aQnHTqIL2RnNkbH3VWcKiqGS99Nu6x9FjTvzJ+x5QpYbrNw6pXiASliCrt0l4T3Ot5CPkGLTD+aAyoFOmx2gidodZsZVRSDyE7Jj9gnc8n0znMxJCslO+qdrxBwEPYUs94Fv+eRD36ldgObrEjVPtFGBRm3tKuQYEnlzTPHOJgYweYGDIOWifenA19nBCCJg+FYlsF0KAKXIZtc4UQE9nHGGF6jTOeCCmS0DCgGCarwKAFWX/spJCxFPPMWRd6SksFzCSO5xM1oi3HHwZE56qXyCADq+M7J0NXk8zdhIl/rxbqAHfKTAAChcjAtBDHFqOVgujEj6H1argSvMk0ASYEvW42iViomp7d/SDMRkrrGVg2Y/Kzn/NgHHbzI9tFT0JWIMsSu1C7oiW1joQQ+rDb5WZS0syY9KNrxogu6gMXhCQHbXpyUtU5/k+GtjOOIRWhtSs0Wia9lHN4dTQp0EyUgc0UShu1KNUVYYHWBA3VZJHaJqCVzSdMOgNVZwsJzOBlE5yYKcL6PnS8SoqKuFSWEMqDpNozMcGWI7n0WoaNTJKHWJrQNiR/CSUOg4Qy3c/7SQAKtwjGulKP2RujkTCLm24cOpHzWGmRGKXgjCTAQw8h30KRORolZCqLCQGEUJhMqT1BfVgZIYbaQ0cB++kgVZ8c2hKtwXvJHD0XBnAstYgmLiwki2D9qmVXkP6Dk00WWPaoZN9S9k1WOSzYmVhY5ZLthErbcarQKRsBd07ERCgTVJqhTErOQuY27t0pMjaJxk32pho5CGFn7zqhtbeQv4kQACfZDkVTQIhjlXowm0X01KD1LHq7ykpe52aMW6mH8LBhgOZ1TIKV6tGGFwih80dJOdqx41LCFRQ5Zm86a14yThzkYKs45ivrv82EbMqqhmybPOnlTmZwxccXmBQwM6CQyITSKwQylQlB1/nRTXMBINDAtsj0UvXBelbhWqsylFlpjMqEKCHVhi2scXJCRl9IpMjZ4GWYwHKEk2KxEv42uemnSnVmtxFqD025aaR1HUUIBkxoahIAxmIvVSlNqkG+Yl+iYtmzTb1wEDIMTNyTJmMyX272Ui4b8uQzNtxE6mfF1Cel0srhhTN7WB2sOrFR3ax2pfEhLdge2ctK7CDFDj8OFNKdZS6XzhN2xCrKXXQ2dxHdQkmPm56TZ0Ivhfz2JnJQVlYl0jStJO802EK2MWM+iBsi5mO2cILgwpCdjadVgZRWPXcPrWBQn5wUYrwUxQcGFhqgBEkX9mPCjnTaoZSNs1OwtUW0GUJpvu2qlO7e4NsRAUvhliLf2N5U5OuLyDC+NJQZEVnqaJzWbB2MY3dyIoNsa+yOji8nji0tzDoZyipQsx9JhitQSMyRrA4VoXZgIVZJup1wSF7LI2eMueUCRd5BiBlbnAANS9eADZjCccJdKnq4SJRrOlEsQ5UJTVYy6566IlCV7ZAxW6cIzaarzKYdti6c7CKpy4wzZ9Pbx/KZBKu6ri/SFwfnzBKkbPKq8Ew25MXY9ucwyPGrGnfGPxKI/Zv9ODSziNYmSUytWDnjc9iZapy9gwy2OH4ELj1ZQS62kLGZ10GSoa2oJDQnfoprGBDYngwWQe+lItMz0zHYYOSjVTbXG19HTDQRENOW7PDOglRJ92MSDLwgs+OpK0Kl1VOe0Z7uZjarQxW+BBDJW7nooJFQUjsIqU0S7kmUMyOXib7oceJ+krg8hPx2Paaz2BlxI+aJLRUw68D8YE4cxutnBgQn04qQZJHsBZ2omUgakTbeM0HFKTIiFvsVhOK9PZnlsH/spLskBiGBjItKEa22lzVw0eucuoFIWlGXgfz63SXVsDWoCcyLeJ1HoyKhm8GLqNWUKGp4H5JEzl2jup7ZZ4UtGpIcsYET3xtZYsWS8s4M43ilmD1oKUCFh21lHzHnN3eW65BHFWYnlfmBPbFzeLKQ/7Tn1LuhTLIIQgYvtc2cnM+XARedr2BhvSAhqSk5CycLui29qCwjszVtKZufYdf30Ll1NXqKT5Rj6TIqKpA4uUjONV0nkSRxwJQ4/4xEQ3OKGCDLOZaHpqi0TF6OmCiQE/QdTCJIBBf6ltxjxiHGoalbKypznrreNdqYDJqPkrAzwFwgZNVz+/YsP1Btckoo+5XJaAoKMCc8GhLlsSrTbEWSgiM9bNF7JoBGAzmit6mbrohe8UKcXnQyiBBELjCzLcmcegBeTNney16yO56vtfwar8h8g1YK3q1wo+xhcC/ovoI6ZWfbid5O2CadKm9yOFQ5lExSadFsC5pqLC9htjBW35oQKaHEqNVsslQBUa3CnvQjEMoJpKGYO38MM8nbHQtTxIiCJg72DJlmjpL2M202Y2PwbahppZ0kIFnYLye1QJzhUAaEyqGYwEFRiDJ4opTYiAKTnLTv5ZQ0CHSCPiqcHCxhaHx5Z0BkHmJuKwRNsoUKeLKVTSG3ngWhs+KFpg+AGqTe3Tm7AvEdtVk3xGaVb13+1H0nECk2Y7w3jWJo8MNeKkyvcfYTAhekemwh/0zeZAvuGIe/KEUKghpCIphqNm0l34PzkHcsYmiqlcbcy6nBlldu5yUO6ToXuBNJQMmit61kVGrkFzlVgbN7hG4NnUe8Z7Ih1q2jU15t60pyqILnwHVnQ33e4lax8nhcPX9emsenN1RF10J2Zklu3KU0OUEYLENt4LqZDJPcvLHGWFbUXikqZ/MwRHWeN1ZZJRz35sYOnW7ZecJCfSCHc2gE37mkpNB4CPnNiox2FKE8i6KoLQCoMOO9c28sBBpSLEvx/+FCUohchYvW2TplbC1XMsydtFURPByEdEZVY1a9zsTqDAND4gsIDu2kEBf6AWWrDJMZN8a2h4yJHM0OVhg5haWCTpLOzytLb5Fwrq4aL9hbspkd5ANxkWvwGwTWwswcYjlHFWym9rGkB9R1MV+cz/DhwPlYm3Bhuk4mtlU634PT3DpOCkJtwTr8qCLDXqiHNauFbBxl54p2FsAVFV00T7WZb4eqKWFGf0lUJ7lRzKuJuVARIYUD2FCoq9071oQb55XbUp6gJlmZvofur/kxHPyFsyWB1RRjKhspb4j2yfBjwgrHxgHKQGVYjoqww2Yy1gJjqjDJamzA2qwqZrnsuYkyFYeld96Xj1bUFL/WObcl4igyJJPMMv7IuFC+hJDSeH/zwvwpW8hhKys46+wYlpyDZ6fmVlKxNSNmjMeM06iAQM+MoBZigygiOy4ybrPXkXdzZ8vp31p97jxIrECHnlIpuE0fqBB5PtzbAcDWfIIeQn57WzkKEXBnFt9hZb7xNUru6y0qCwlRfBOkP96buQHgry2uTH7XRgE70EawNwN+KN8wSos5Se2XsS6EZHPI1roKP4D5QPEOyGXTSig9FElH7k6wSewSOVjkTmnkBD4szPhvdTckqDj2YnLIsHGlyc/mp6xM9HUWEYs7MZ7TdErRwZi9eVKwEmiYaqLuwnoodoWsIQEJR5BwYkWAJpaK0I5mqQSCRX8EheLODqXCZocGa2f1TJFiq/b6x1bqhpxDGkpgniju4BzmexdsY4ZfnitL5mKs7yo0w07PCV2oA6L56Q7QfSaIBPJSEMXBtm9Xtblhk48uG1rUqRZQc0Is/EJiiFXUORLmBSyeCDl2bjlddlDZZrm/Or3O4gpX5tqVn44VdRGHraE8RXUJDjyuwuRg6P7imJ+JAVepw84+nXbBsws2P50uhFabTZU5UPhHbd1g2xteLYLSpsd5yJ3mKeu9quDaZMvuXdpWWphw66xNJwUkqHsqrYvEd7jQATJKokmBfI77YS/xEPKbmxhTIW2gEzYzecxk2pAzRYZ4F0vkIgEbZyUdmqH0ZGGWgUkUYgpWxymw0LJhY3vZ/lh1AYLh3qXudO69yhizwgFMKVVwkYtHMk+oIiCCrHU+uMYZ0w6KkM4PzrgqOcUC1U0GcdGuzpzTOqFVL2vTQ4ykoFa4Ju4+k6YrF0pPeBPUaNFjrWQtxafoQSrMNdw58aMwG8eiNC9Od9zzINkgNPscongiLs8W3p+uIVc9F04iCsfjG7qpyQ0Xt20X1VU4xs72XuhMh6b7aAZJiV2IMiZEhZ39FbvhsJufz1ewMh1pjCjIdm8trGsYvozelZDfHTk72ucW/6oI06Fz8BROE0SV2x2ccVtmDfcdmIQJHiYLmEcGCpBdC1NluLflUECMun2sPupdIgi5hhFLbUPaCJ6RTfKPK22viB8XXnc8mBproWHOaiUPiovak6fKWcr0jrPC11oh+QpXZtoqnfHZcYxxZpQj3pdVxwt9CMphHc5e7UPLvkXbt42sl1ryBUVyqMIkdYZiUAp4Xpjuu6CgkIKQ8cRQ+3zhZHdVGbJ3Ewr5tXLK7ex3RayUIsWbvfgrYWhSF6jInuioPfEchG5x58T+4JIVEVC8myN8D3UaXFc1tYkWupU6ocJLqh8UyNTRsz90g3HNp110CF3gWvtnL6UYD+lByphuwY/+oWsQmmo4NYo/WI1d4LdCn5tKsQ+o2KFu3hR0vh4zPhzBAYFcjSK5+YWfga5QZ4rS8q3CIlXlqC2HtpRsgp1VYioUmUA8uYZVm8dVSQa4mVn8UOH1jLY2rYbZHAuPbYIbbt5gaF4Een5oPsfMIsQ0P6HmJxj+ki2ktbAJC5ww7XLYxcq8CJtRJP9e1dQ0s6tMWUboqhw2K01dzhgqzeZCdkqNopabLdzZVYkWTDPJUo5Lt7BaUS5JVASt1Y04yNbaxD5LGSKM5tncWTSOGK7iL3UrT8XeCE3Bwiof1aiyGWcGWS4LUXJ0s1INM+vuKmeOqEXb26mbrRsB7qxSKG4rYlZXNd003GvuUNPAdGePlVHeRQSNHS17ReZbeGQ6yXfsziqZ0ZGgxXGyEF06j0zW0WGik04y67OKq6QjFVncO9oOMoXwmNF9qM0xdGZyZ6XHLlhYEMfKYoAUlRUGXIGTWN5bF+cxHK8WMM7AwjbowTCQgKQzIWKfSRg6pj9Oxu6ZIpxMARKK/e5kfd7LEgLAg3zsTPUW7WTyqwUp2CGvsRnhqkaez7Hkj728o2PTFxJn28Vaot7n1kOna1vn3UUWY2Fz160iE1K46HP1inNpPXcEIxmak8QGFRoHDN1WI8ZbZ3XGZBRzM7wwIKJHQWcFDGVYVax62MVafC6F4MTeSTAEYzLsPQoE+Sj9R2C9yay7QdcjuY5sbBaka+vhRscAGGs3j+4UojsimMhFDdAQ25OEblSXGLJcd+aJJPHs2cmdS7/4KHipJ2ThR6aSlaJsVqYWGxfoLbKuuxYQZ3IxJ686iiuweoUrN9VaPWeD56ZyaB0c6SRy78gFFSwSp+BqKNDcKnTWl8QFr+q+nCSwi7wi89vb0JHU2E6n6lVnog9tOfPKlAbNuPy8yWXXBtImcZkOV+7Eqy43fHCuWbG+4YXawwtFJubgMy+K8QFHeoqM6F1ozbHPhZ2BC51uk+toqOGUo91x7maNjcfuu9DA0G2uZLzSPu8tXLcY0MJGaLGLjj4XdlIzvKhxii3X0RvpEBdSd58Ou9uOrXdjdwowSFwcdSI0NfhAELKeZr0OVoPMnVRlbtSPcRd6vTBfa+huzG2Gl33a68ykxcXweWp2cubIH6Unrl7MT/CZLURPWYUL05IU7SEn7kuFx0HISugRaPCJDX7lFByFjrpD0h0g5uogAT+Jmz6kEsFT0mHXZUm1NIFjKSu74dBQ7lPe1Pt8iyYvzKmrkxw6bhJzmz/6JxTonHM2Vk31qtdNup1qSty3x7bCQ0mgsscJbGyFgtAdMISsFCLDnS0CIEuMtARxq7Drxrj3H63H3I4UIrqSVCF+qD0oK6EO76+GWkuzwK+ux6kXw8ApAMm4M+4ZbQbOv2pH/8cd+mh5uUUQuKRY3QlwE1gSR5YmzQTGH+1wZ2An1sILl2OTFcKZYfcUx9m6/7rHJo6kHCwk3YQGDq7GLiLBSM1tqsB13p3RlVjRs5Md7vywtt4wu3zoCH58iXEwOAq6u/RCF07m/k+GHQYYgVvgm129skkycadnUGeS3DDobncF19WlyxoFnNIOMSucqjV2G5gIoS0UjHu/GMUQDJ1oZZB/oa3wRTKH4bNwMO7Y/OKCR4aQzgesNe+5APWhReslV4TT2T7uFHbSlAtOkegSGIoETgwNkxd+57Hr10t6/zhV3Ni56EJDOIFZ0O3osOfYytgdgQ4DE5EDd+y4O3887AKCuCo7Nu448tjEFZFaMrzSduZoIbCJTjp+J8IwI1rgo1O/S5wIQSJ5r1vQXGcaF//R4t6X5t9OtJoXVnu27bSLf3+oUdX1CDPCOOj9gRvVlQ+/3al6TcnU+2YnPsaOe4wdHxIPdFCT/JJHzEPI50JJsM1KZ7wQt8lz8s+EwR8QRMwSC7MtKiLBC5llbgNCMOGqR2X4y7aPP0pDZCnz8reLAd8aQkKnOWniV9h/AifYlVsJZ6vti3N9HkL+73kMX5LvePEfrjT+Mu25CM7xVSi5jVhnZ24yvT0Z/4Eh5GIiuzUIGZKcCa/dQmotfskDsYGZBHPi/Eh6dvCKzK/izquhmVeHZj9LwrD3R0SQy3nS4Nn2N7wJEMFT4NIbhs5d9gdtsu6sbnF4OqxzVJ4SHWnWwSvOVZyJ7qsVFNN4CPl1XHDcu/hpLxbEP6AxxHlcFIaVJM7cOBze2qGr8A8shPS65AU3Z6E5N2Q+UvIXAvV0Ynw7Ph6TGuv2AiEk8RDyq0Bk4bwNl2ydyfgPCiCWe3p8WyaHxKx3MmYn4bD3B27Ow3xzrZKbKOHM4rBQfDMhDjWnpzlMRToFxfB5CPk1gnS3pcZmYQx6v3w2448hgygnfBiGN8XtX0r3w+SPiiCmRi6CW4SQSqccD0q1y3lQRBHif8lyWa8Oh5V36v7KfgXBNbKjiwb+Q0ohw/EzRAa3wvEtOAZ3bngx1vxB29CR2c0NsbQUaqR0VM5PS13S2kn0A5YQsrIFHkJ88823/6spqZEdi6xd9iOdpqZQdJYcDkmxt/Nb4W1An4cQ33y7QSm8EH4ghahGh9KwHC1fPqWRSJHJaWQlSAi9FOKbb771vuQpIj9Vo2TR2EKCBREhFlhJGTISEjQry0N3G85oDyG++XaDUsiexPAyouqwmHlk9nb2BiGE+JCaomb55USYhxDffPPt06ZEtwghFPghpZTKv5L7jvBKKokVZIzdEyOSJTcSaukhxDffbrDVLj0i/rDq4NKfSY+REGJFkF2hkduoQ+khxDffblCTqawioTI1VJbsTqHZBTEhZCRQZsnKQ4hvvv0B2/2lverduTf+xZ8YvUW/R2/5P7gP7wP9lWf3xA3f5yt+j4b3b7/6vp82DyG++XZTCDKw9vr1q1ev7mjD+/5t/QwG/a65nt57CPHNt5uFkHfvhp/z/X9v6xuE8LvDEA8hvvl2U23otBiJIO9usN25ZofBvSLjm2+3hyBv377V/rwb3g3fvb1JEHl39xJPPIT45tutQYiByHD4Vq/f3Xq78xDim2+3ByFSEob2+naVGQ8hvvl2gxDy7h0I0hlV+/cyOQxv6qd39TsbjHhFxjffbg1Chr3+4OGN2gNtcHvtwTVhXN+bU337w+7Fa9r4oMuja1Wn7CcY3m4R2ru7+8Hjm/+U9uSdur79gUEk7MrdXUrAdVX3kt4tV7F+9Sp6T/2d/5BWve97CPHtj9kuqTDGqkOZqLL6+JqfejUMsxvtNqFbD0/75n//5+bb//7P//7v/9bvBx5CfPuDNqsEaVVpL8XLhxRhosru7dXI+Dg69eH9nh36N9r/dL9vq/2V///+d9e7+o2HEN/+qAjiCqF2pIkssujqhlMgXcrMzWLIyCBEu/Tvbsv+46Z+6M8//v73vzsM+d+9l0J8+6O2MKyapqlCFeXk1Z6iKr2AQ++1iLVp8pvt+NRBiG3Tv9L+flPtuUceQnz7g7daiXaODUYQXlH8oCRNxpkys8U4rI7tzdYTGsaDN0DIX//xd37+YTrDLTVJIc8Q4hUZ3/64rSCrTk0hhLKX8YrKkE3SOx5UVnbYa0/ZzSLIMDEIsX36D1j+3/5+Uz+yghiC/ONvfxeEeCnEtz9qK0+nMulRC5IyssdiSJHqBVnMSQfYkNK8MZfN+Aa9u3fvhlJkLpaQiz3kZtrfrx3j9//8z95LIb79UVt2pJLs7kghN9SXlarbFyEQ0pybYYtoEuTi+MHNVcO9u3sFhJiycNMQ8jcPIb79wVu4P54Ox1MzDkhgPkYoOddhc2qPx7I8NXYFDt/xzVGuhxDffLsVTYaSbappv2rP7aK3k2WVtMN4ZA7nRa8o5aG5Qbr1EOKbb73bMac2p2OlMirJeHc676HUcGWWkPZIkRVFvXspxEOIb779YqvOx0K1qVv+P/RWKDJVbyU6xa1bgy5dHZWxhxAPIb759gttjwVkhfu2lTk1S6y8fS9bhQghw+ZUh8dDPiYI3isyHkJ88633y8Xc6l5JOAigAWIgioRy4Ya4Y4bUlKUgpDv87yHEQ4hvvv1Cy9szHhmFlmFPPR0xhSQc/+9Vp2aIhNIgjOS9G8QQDyG++XYjrWyO51O7c69OFJfl2AxGVvSZUKBy2Pd6w573yHgI8c23X2yIF3lRrMaqJIsPd7Ggpiyn//e1SDbf73eoNcF4vPAQ4iHEN99+mS4JHZPDJVmEUmGGiXlxe0k27o7phoGXQjyE+Obb/yWKLByKBM57O1ZAu8tb1iP9kOVX9RDiIcQ3334JPcZJYidfHZWOg1Dn6qh2P7Qsqt1FiTenegjxzbcv2EKQOkSYY2VNNekjNMAY6rMAxSbpeUXGQ4hvf7T2UWbT31KzVdZTwGIcmEhiUWTKhBjIIDJ26VSHwfhfcsp09ajvqHw79BDiIeQPy4XZKklwMRyO7VCq+G5icd7hzZZiCqjF1OvbJv1GZZ+/cbu/79Ne0cbvVDjKQ4iHkD9sQ/mnaMoiMMBYBF04d3i7AOKquQ3fBtMpu9RKLvbub+2HOg20169fB+N3QeghxEPIH7RlRVFkWSF7YZCVBEYoOcZuX8oesKqr4Hb1GJrbpYYh9/1b++l3dSH7r9jw77wi4yHkD9raw9FaM141pB8+NpgPG/4mzntRH5ublUMo8zKKpla4dTR6PR6Pbq9da8qOAm9O9RDyx4WQ8/lEzh3OmhHozWERzpvlp8PueMzCvD0VN2xPfZtty+3NN3WxLPOxhxAPIX/QVlZ1RfWDdhXyT1Jw4n1hyXbOu159bm4YQe5Hxe7n6vbbz7tdVW0jDyEeQnp/1ADvhLPux10YNiT743DqMeeUatYed6v2mAQ3W85tZBDy888//PDD7lYbffuBLgJ029G9hxAPIX/QlvSSg5L9EZfJa6XuKo6H3Yk6COd9eMNFZfsDQciPP/70448//qwXt9UuXRKGVDsPIR5C/rCNg2X18ZirDGRPQoiUF4qpkI/4cOq56MxeOAxvsKbsoJAQ8pef/vKXv2iv/ukvt/Tj2p/+BIYIRLYDDyEeQv6wLT8AG4HCNCmIcG5zIrvLaoF1tV6otuzYDpyFtwshPxmI/OnGmkOQP//5R1NmPIR4CPnDtoUsIaVboBoEKezMKuGqh2O4J5/XsZIk0rthKeTPf/7pT7fXPIR4CPmvsafihAkV1w5inJsFB98VnTquT/vV4bTCK8Nn4Q1aVUf9ixTy559+ukkEMQzxioyHkD88hLSUchNEVJR1I0w16+mY++pwHI4PR0WXKf3wLULI/VWRuUEI+fEvTrty9lQPIR5C/sCKTG7+mJ4K25+PxKoecq0S7pjVoj0XVpo6cedYb8sMPB4WlSDkLzcKIT/88OPFJbPzEOIh5A/ciiORqZhL8eOeARHlMg8xsR4JCdmfqS1bmwwyvEkI2TkIuUFTyNWp+7MgpPIQ4iGk95+TPKP3lWEhdZ0EKwtTrWv9rxN39QHkWCR71ZalLHVwc9XcXkLIn24ZQn70EOIh5HZR477LacOx98sfN9u+vUem3ykyXVzILYaWgSU/YU71ioyHkBtsb9/qsDuHyu+FJm/f/pdByP39w+AKIT/eJIT8+ONf/oSZxntkPITcLIRcMusZhAz/u4bvIcRDiG+/8aj7FUM8hHgI8RDi278AIcOXEDL0EOIhxEOIb18phTgbqjOnegjxEOIhxLevSj/87h109Irsw/+NHhkPIR5CfPsGECIEEYYQ+XV76Yc/+vEQ4iHEQ8jNQchdOHZZwlVNpT+4zZ+R/n2YfOuUOx5CPIT49lsh5G64WkeP6fv381tsadcerT0MPIR4CPEQclMtCMN895/SyuLRQ4iHEA8hN9ZGRZci/BbbJ2nMt2/6HkI8hHgIua0iCGyhypKE32S7CCAcMtv9vCsePIR4CPEQclNtMphuq+qHn3/8s7Wffvrxtn5eSCRK/OelEA8hHkJ6N1YDQblDf+gQ5M9KQnxTP5et9MOPyr2z/RYk5CHEQ4iHkG+3haaDaEultKsQcmvtGUKUMWPrFRkPIR5CbkwKGQ22pNyBTJ+z/d5QYw9Zuow/eQjxEOIh5FbPiDgIufEtBITInOrjQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPHNQ4iHEA8hvnkI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEPIv9hKtaqgJlO+q+tcPS2a/Y5a1L2y2Q2pBTm+wayCHkI8hHgIuZHWHE+n0/EQhMXhdKb+47hXHo7HUxX2Fu1p56q4jYceQjyEeAjxEPJLLTicT0BH2wva46k9qKRsc95Xx8NqXJ6anqsEOR57CPEQ4iHEQ8gvtdXxtC+KshwX51O9orx9vWrPVe986KmwfS9DjRGAjD2EeAjxEOIh5BdadTpUqyzrUcyeCveh/mnAktMhKc9NYj0PrO8eQjyEeAjxEPJ5q9FizqcmCBfN6dAczm3Zq89tc2ywhOS9Yei63gs9hHgI8RDiIeQXWns+Hw6nUxv0Mqyo5+Ou10uaA6aQ3bkJemG4GqvEgldkPIR4CPEQ8suKTFOHSYMVNWxPx4b/q144LorxuD3mZXtsyxUd905dDyEeQjyEfKEtMKkW53Ndno9VMG7PjXo6HFfnZng4N8djgVgy9IqMhxAPIR5CfrGVuzzJiuOprgwt2vMhC+XFbY9ZcW577XGX+LgQDyEeQjyEfKlhQCW8DEWmwqnbK1r9icyBENIrT0DIuUKT6SUeQjyEeAjxEPJLrTmfW4LKml5CWFnTCkfkx22Pxao4HpL2vFNgmYcQDyEeQjyEfAFDTufzucmTXkWAOxZVTCM9WUJ6IfiBjJL1gsBDiIcQDyEeQn65JWFZ16W9XFV1XYRSY4b7thxjVG0OTWnR7SsPIR5CPIR4CPnlRqdCpIxEMLFAZ1EISD7EU5OHZgQJvS3EQ4iHEA8hX27hWAf7+W/F/zoOMx4nvSDRy9BFtie313EPIR5CPIT45iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOKbhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkL+uBByT+vTBvxcft/Oj+uSNV7QVQ8hHkI8hNwUhNz3B8Wu5Oc/oJXl4HtsIQ8hHkI8hPwWBBlpC/3w4222n9V+/PHPf+ZltdtFDx5CPIR4CLkpCBkNRmX1c/WjhxAPIR5CPIT8KyQ0sC30w823H3/4ebd78IqMhxAPIbcJISzSTzcqhvDvTz/96ccfJIV4CPEQ4iHkFiGk+tFDiIcQDyEeQn4DhIiEblF/+Vk61p/om1dkPIR4CPGKzG+VQt54CPEQ4iHkNiHkdkkIGvoTzUOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPITcNIT87CHEQ4iHEA8h/xoJdRDiA9w9hHgI8RDyL5GQhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR4CPEQ4iHEQ4iHEA8hHkI8hHgI8RDiIcRDiIcQDyEeQjyEeAjxEOIhxEOIhxAPIR5CPIR8PYQ8L9itkRBd+hPtO0MIhPrjbW4hN/4ffvz5u0LI7Y7/Rxv/j98JQt69ewkh2ql/vamfK7b9/e//uH0I+fnnn28dQt58+y302sb/861D6HeDkNcXCLnh8asJQapvDiHDd/2PIOSv//j7bf2o/fWvBiX/+OttQkh/8NBx4duFkD99Rwh5JQi5jvvnH291/N8LQl59DCE/3mz7PhBy9274EYT87e//uKl2gZB/3D6E/HDBELdfb6Z1W+jPf/5eENJ3EOKE5R+d0HyL4zcI+bn4HuN3EHKj45d69acfjYP8HorMzTX1669ODLlVW4ggBOK05RK9/unGmhH1n4GQnwxCHr75FpIt5IefL8/68VbH/8OftYmK7zH+gmX/4VbHj5W34yCizu3Dt4eQwfv9//ztVhHkuWP8vlEIGQhCfsDoDZkKQ/T7htp1C/35O0HIwCCkgymedrPj/04QMrhAyI2Ov4MQMFT21O8GIf8R7cYh5Eqvt0VCf77uoD//5ccfvguEPBiE2Pj/9Jc/3e74f/pOEPIAhPz4w62O/y9/+eknBya/A4TcrDpz01JI/78cQvovIOSn/0II6b+AkJ/+KyHkwSkyl3ajisyt20KAkJ+uEHJTP3+ywCKj77/8/MP3MKeOTJGx8bOF/nK74zcI+R7jNwi51fH/5YIhTpH5TqFlLyDk73+7qZ+/O3vq3/8tEDIOguGvgZBoiyr8k9ptOvWsawQn/vhj9R0gZEBcjBxSP3UzcLPj57/q2zs1Wf9BccPj/6lrWFOBkOqbSyG9IHrzZv/Xv990exkX8vDrcQIEGP82CBn+qkfF/cey+lkLdMNNrAgh5Ofd++m3JqGkH22rCjb8w19uevx/+emH3e7bc+FeOImKCpfUTY/ftd13iAshtBII+RsBGF0Qxj/+cXOBIagx9vsf//O3/fuvkEKG4+FvkkLGY0Og4T9rvftRsaMhzP58s03h57tduSujQX/4bRtE5MZ/ia270fHz705SyHcYf76rbnz8agSvMP7RNx5/fxa9kS3krxgr//ZXx/Fvql179DenyDz82nXt6f/e+PvbQnpveyFcuIKIftjdaDMWJAKqdnH/W3Phd3dBofEbm7vh8culXe2Kbz7+u/+Q8f/8ncY/HMic2jVznN5oU8/+92ttIcPgN0FIEAa08J+1YLHVOinIu7rRJiZkfSwX4bduSZAUl/H/fMPjd50rV99+Ahh/dbvjf5ZCbPybbz7++LGo9/+zd+1/Li9upl17ZL/rfPorh7VKvqjK/FoIKbblr2tFWaIj3HyTGrPbFd/+xv8h43/u7XeY2//q8RfbH376oTQR7If/9/9uzQCkHkkQ+9OfSzG6/FePahWAIL/VI6MWjP9JQ1QJA1x70yiK9P/NtenUuvXwMOnfB8Nk/I2biWr4JabuUdNbHT8vRiNEhm89flb/XTC63fFbn96w/lE0QaQOvvHw38GwR9Hjm4eHwevXhNnx4rbaG3VNHePF4G7xqydglQTfKC5k/E+sLu/evQveDXujuI93r3+TTX5Htei+N74Lv7E18Z3aHTbl2x//6F6Wi28+/tDGP7n98csZM3z7zccfBO+IjXp4DScZvx493GAb0R44iBCNRay/2pz6RbfstzaniijNuXWz7dq33vdodzQ//v/a8Q8NQNU0Dzc4eiD03pZHv91a3Vh0qm+++fbf1TyE+Oabbx5CfPPNNw8hvvnmm4cQ33zzzUOIb7755puHEN988+3mIGSlvAH8Tux3yNcV9hok7l6J3kkSQlkTu3s45L+ePcC+NF4oOiW0EJWhO/rbS3ST3jAMejoNHF4+VnqSlf7UX2N9FtpfCz1l3EuGvD8MQj3a/rYu8eheaH+EoXtSpm4kl5QnxMa5Q8dDeqK7hm4oQwXv0tMg0Wzowdat36+F3eg4imR/DEM3pvHze2ObXLtOQ7bJtuULf/EA5c3Ql01wzxaX2FUbLOOwAa5sOUMbQ9atQo9XQxunUULCexpmt+zjoKOdUGe+bPXGvWDVs9MbiQ6Uhpe0FnpKb+zuE4Ra9eQGJ0hEu9A0GVUGokjbJGHQUTQj4G9b64BZSBwdjC85PBL7RZz1Zd/YrhrfMISsekHh6CFYGHXb4LVZg8AtUei23lhH7lyCgISl1QhdjOxYezNxn7HeK03Houf+Jq1Rz+HJczzt0N0lFKElBgtQH7PK24nbY2MHQ7mRXWBk1e1Ge25uCxUswg7HHHB1WCfE4fv22LHt4mTVWzhqW/R+T6ILNWfusW7E2jcrTU3ynLEhdOChOeY3W6eXhYZ3twohTHRupL1y/GWopWOTaNJXjgdd1rSXiRiNrIzdXEgg62DgeSV1M9snxleMBUBlq2voJCRmq90b50m32u6mw9UNTlFmVLwSGgQGd5ddNB6KWY/tc81POLyctg9Dt21tkKHNlGPmyX+CFKJRrew7nIaxRb2gfqDdmNgFyThxUkbgNvNl6YbJIhi78TrY7YA4uWCFJJbFBWBDYe4wHD93Ndfdu3uZ0LJQ3wPdidMevVXopnIFZXWYZCSaXFBt2JGTySDWxU5AsU7r/WRhqzh22PT7rcjKxB/D18So3THoS9/yHp8PrTvJ0ECym63eZRPdanN9NgFqLDQcO6HSNozRHZtdm1/bYOg2fmjIadgyDAEQiZpDw1Wt+aKjBUcWi0D7aeUW00CogyxdaxcsxL910DS7SX195Ubs5mec2LKLNTCGoBPUTE4JHLUmJuP3OvgQW1100nKS9YLxf4giE7DRyrrOHfEaaLLzEj55ZgOSt5AoTSkQyRsFJCv3oLKEnboNrlN5oVOCTDrhXy4siw5fypUTc3hIEpZ1VWYG2+7soMNsTTTfrIqxKSJOrOstClEep756+U5AsLiIPcg59rtXLC4ajjuxWeRlLymyVVkUpXV/Va9+z625Kh0ulol2U7YzvrSt97vSuG9W2nakw+50Kb1EZtKLrOSgz81iiDHHoNixdkYvQWVnvi/YIgawDW3ZDGWCkhEbRTHKLYvCxJiQyggzLXKRBSWiRRLmkGC5MokzLww0RDiQRs4EVcPxWMewi62wIwhKm79qd5sIq/wQNj8aOAtbFEUwdgBieycI7XPDy15pWIPGkzu6zSCYseg3K1arX5la8N9tTgUZ9ofz+XhsF2Zo6Ha7ZBLhAlLVRYUXYIpXysrRc8JE0RS9sG2NkTrpRf8vxs8UxyQUhyZzu+rYjt3Gh/Ta8/F8biuEU16d9PyyJxgx1bA+5EiyfDkJTC8qT83K+NKwPu7GWV2Nexd5xuVfq46NdXSY16fT+XSmtb1ewy/+amuRdNv8jux91RwrMaDjqdGfzbkMx0V7Op6Ph0Zs53AoVm4GD+ohU3Esh7W9OB32t2wQz3tZczyfTkct/VCzzdod6kRavo5tssiJY5+rnhb5eDpUzHurJbFFznudClodsuRwKI8NV9eHk0ZeSco/HEIn3BRH0QjtUPYqLerpdKh7YVaf6uZUhU0b3uT85K3m59Aw0KAWKZ6OR3bA+CKA5szf8aS3kl5zrI3lhklzOhrZnvdhdjjbt5pi9R8AIaHRd0uigfbM8hoChItk7CSC3krCqQRPGSuSq8Bpxi6QJNufsaQ0TfcOqn0nsCa8SkywJQlOcWx7Jiwk5+by5ep0hCHXR220w3Ff1/v2DKmZvMp9D43UI1NbTC8qz3tnngF6il55rG3Wr2kLEEJ0a6Pc+tzW1qresD3pzs3hpOsBn99RDKnPPDMp2V2S0NoDMHhgA+V1e4Lyk8Ox50yHOduPPvI/k2JdB9Cb20WQRW9B/6qiZr3y3rA5NXS5ORwbZzkPesWp7Zm8GvR25+O+LJsjy1UcjrquOR8FPEZl40PTS46HAqxP9uBmXjTHUxXY3CzEosOVzY1mZ8V8NraUmpv6XIHJYk23OD85fdwVNbsKmXunJd037akxo6mEM/s81+fJGK5ROcmbXdg4OsgZ2KGu2BGnQ/YfYE5lKWs4fMZom9MeMcTlM0IWGPcKw4zQbOwSUJgErkPLCFHlE+l5q/pYoKRkTNx4Ifs5c5RhEey4w2LlDOtAiD4KM62/hIeQSdpJI4R+VnAisxPUXOY8QL39MewtZKVHX5FKFZRsyDDs/Dvh7tS4IZL2YOyMLiW3TsxWY3u3c4q0p5VArToe0LmStl38fpRUHCU37Y/NsRQ7bcdBy05C5Bs2x/2QPwLnssmPrfMijcdZdazRBen2ZQg32AJofS/7BAwU8WF/qszEbbzApLzy1A5NvWeRwQskV7ZRiGhhUnktwLDlXuxPXHNoETB7uyOMIRHKIm9k7TF0RubMCGdlijPLavuoPVVJfd41J6izuWyxm3JZafW6+RFX2IdiwSDo2LTy4cvPA+M0Mhstxu2p6Dk79TgRTaDNAZsXff2WIUQiZilRY7hoUA/yPbyyZmX2TdXCBJDIEciy3g6VI6sPwCOKbM1nvII1HAHZsBHC1lyNaIvsuhNPksGNi7gX+gWUIIFC4oizvebMrLn/krphxxywrnFBeyqHztdzaIPxvs11Nygzb2rojI41ZW9YtTns/MDLkie2xWp4hZCxGe1Ea53RhjvKOLWC6qG/ZH8sf8eVOLSAXwuTRS2pzvWQHobm5AY++eCYqGPh2PDVsDqA3rRNMu3C2xVDUFTMCRn0Duc8YDebfluJO5jHjKUaOyM5KwG/wSTa7Ln4aBA/htq01hI2GhanbceH/aqBFxunqs97sPaQOA4AhJiRDU4UVudKUmkA+4COttURhaA43RzUhjY/iUmYh/NKEGLuqIVglPdCW1yzfyBtrYDg2vn1oVGEf+c5HB5bseNk2B4Xzo81vG1z6vEgA8dKWlq4Yp+iUjTafYcWsbFGSEHUCho0lgajAuIW8sqZz1r2Ro1MVovBjJtju5foNkY30WeoLhXCKUJ53YMSTC4ZZsyeuYqz5rQTNrseHI6yp/XQG2uFefR6O+Z1IRFPOhZEe66lECAFtwEib7FDF2iCUu+wCiYgBuVFkVnUCFPDzLwwWXPG8CpTihF4cdz/jgsBn+wtYESCiAZ2zDYJtXkSGUZ63TYZDpFCsiGucLmUgBBDQWZk0YXr3N4WARg6H/T+LIGgkicmAQkzR+uliVW6ApoZOpsiIHA4LJyeyfLYDtpxH1nah7tFdjisXC5gyR0mlZptbcWtSES3kh3chEuZ2rlRskuynSD40I71reCWhBDraCjxW8BYaS852aRwbgl9zqwwadhzNIcWDxOMoQqRKuLyKtQsgMvhnmuHinwIbhhCFhKyh87ryAIhZONobY9lgriVDItDa6jaYzHHWCyH4UJmwj0Mle8d8tBsIRAAF+US2/eSVPPeAjl93CKcrobcITk2TpGR2mvomrSnS7gHCIBp0YCajT62AezZYz2Z2ULkjVXIBixlqEHV2gHbJRCzl2iI8MQGVDTBcCwebyEkLNrxYK2S1GtyxxD9XHELJgT9XutQnWpQtAIscvu/OW9dCF/YAJXAJoE2kkqOXXfReyrHVSWjZC615Q3GmAk4LIxhAUHw1w5ZUiwV4CAIBG8J6zZWeABkJPM4eJOvOlwYjk3O0LYI9E3zaq4MOEwlTeDMAf+bs5jVPXVzs7fpdOFK0o4uzlHmqXdjsxQCBQvzyzA/e0khFhHDohM7E2j1z7L3SPJgu8gWEiQmP8OXDxou8xgaHofCW5NRxr3btoU4wQpjhlzY7VGC9A6m3RwVI4IxEErIESPRV2QVy3bHZrE/FjyiPUhDyIK8bTVv4ksY4yW0LOzbmJPDvD4ejBdb+GGODWNs88E9c4vlkHAr0yIPGzpZgTG0p8TuL3I8lYFwzBwb1Xk3FOUhliQgX5bnGL+TABgf6oKh8cYaEclaKQjJze+emRgZHg6/nzl1vDpqEsW1KyYA6wd9wQ++cNxJE23hwJgMXXf3RjEWWAbLysIuivfmvJZ7SYe5qEzKi7ioOWrZ90GeLAqh+sUSpc3uxoBUf1zZroe2LPJhbARmQmdvdW7HHUMRLbSHYWC6Tn6Zm3o4hnkHFiHUIv5ffDoiu995g/0zBEkMGnPFx4CWzkYX2JKusizJCidtyMAzlkAmKc5AcIiMbQ1WaFMouEEKCXu93zlc+WshZBgEhwNajMVi0feDblCwH9sDI5aOYuzUWKkcdMcTqq60mhXvZchi2qgHpPaVFDrccZqTgvmQUIItBGvIkM2kmA4mlvsGCkEKWrf2PYtmhWwyuXMkIiv82ahEEhHW2vK4lxCD1EtMbMXs1+cirE774Q63Ip05H3fmktFSBfru2JDbAot7bNvAgp1KiZNBIjvd7xcg0LbYQyQB7cuT6WRV4nojImpPYwtSFAdOXExRbyxFRux3Jan/ViEEwl9ZiLLIf8X/ifYwrhU4CxJVJY+MTKMJ3po8VMQZhuLe0KSQ8bDQGBMN3MAf+kNOX0A3gYW7cpsQGLGjFUOxCUclgWm5LvQMrBLzMZehLDHO0XEzbSis03kNOZF24c5519hJR3y5tNJ8MNLZBL+mqiTmoGK2bF7kupCypoHtj5UDy+Gtm1NX0mIWPQInDq3soA5CiDWzhc8wDJ7ERo+1K9aBMoGEOsRU2DOVg4sa7D5MWnswWGW/nBaZLBb17tCugJCh/PyhPK8W9J2IIGSV7+0P27HZBTKJJhVhbk6ON7tc3bYBLAgrqOQOc+axQls5dYMKSy19KcvFUKp54SQYvg3aDM2uN5Z+WSQKY9FCjeUTCX5HCGmOO/op2/D+aMbFvQXujRNxZ6SQQPK+OK2wTzQF0tXSBpx6dpNajC1LawLDeCU+YOJnKAGxwfbdoLyurvbhvS2axK5DAaNS5LaQdOcihzAVBu7s1NiEWIhwZbdhmeQI5KYLKTgKm2Z6oJhAvhkev7JDJPqnPt0ahAzhuI0FeeNZYqga0MKWuQ3waTctBq+2C6JqT9uehPbELOvNMTO5XI5fTaGYbmdA+X0DzL4+wD2T68gZ0JtAjoJAQqOkELa7Fl4GEiGFJA629n4XYo9A0G5hGJI2FvBak27HsqDXR1Rlg1Tkj7HUOmwQjYXVJEghzr6WFKeDztFoA4nrWDww5lcXC25qUCifxnGP+sRzAA0M27C83bhTZJBoJOzl9d7i2BKH9shSmGHroc0Ci9CeE+dEQBcLhHW/G62x/ngqjwo5bRDHmcpcfuyxbaJm7LqiKDoJrW4LhCaF6BCK3KbPZ0Fuqi1kaEf2rg977YVCm1gB5/bmQgy1dEoj4m0m6mEMpVwPZjEl7vLUBu7YnUzMlyh3bkXIK9yiRajMnakZL0xp5vfexalrh0lahY70uoOhnSJzU+ZU9RAgIdZJWILAbMiriIlEMdlMlRMtZDUcmknV1t44+UUZwi8uZKxMwRvfeGhZYmpaUwayWhR0GsdsAZsMnDKByVt8B2Fbs6LQwhawwAJitixMxqcq03bAtgofwQQr+5CM0adVJrQtmpOzhRgvWZzacltYPPT+1PLN3UGsGXMq9Y5w2tbuBK+gWeFizem0G5dHgYMhBL3b9ZxMQmQfQlHm6FVCH/bcHYHERSmTv0Kp7SmsFr9rhZZJ0DGz7u8WCA40tjopU51ERgoBOFR5sgNRMqbqUGkqigSvQlcdyBgYv6v26tO9QRBRYB/IrjAwASQGsnK1I86s6U7TYb9qFaidcyQB9b5cjauDPGGYt1mTvZZCxsOxE1fD0KwhuM7w0qMI6TaocbaUO7FuRf6znCafKNK9ld7nHJ0rZ44bXo/P9G4jOHVHKF3CHjofCO3QkhZbF2cWuqM+bLQ9EmdjWwaTKnTA6QYk5opgfsXzE9PMDOQl/say9/vrs18thQTDIcM9HRSHHCjaEN6vMCEMnmMZILUbWtNfGTsWY4kskkcSzKwLuT9w7Mtgos9crMwOGbQ5JwmqH9Ej6IChRRIgGqyIV1aYMoAEbz4fiPOVcOHCeU9HBSkFYkyFQfeYCFZi/Y7mniFiIjRo2VtYopZH9mtFyJtYU54vUe312b08HXNMLnrcmYhxJibb/Y5hBKaPmaMZIQzkG0Jb1QFn0UlRVMCu69lplZ9OXX/rrHIv8W4Nu9MC49sLvgQkmFat3aleYd3Wkh4VfClrsRbv7KLS5f3an81+psjig949KgJ54c74Sje9hkzhbMP7ogD43aJnl/K6yI9uPpgbDPpHi3BvimtH5NR1tpLbgRDZhUqtM/MDj8MWYuctxH2704XwQ4hAcf+FFPmzC2uvET0dSRC0Gh4dRRx2nYQV3DKEmE6Z7PZNQ2Ctid+80ipVFbpKWFVSzsvKlLuw5DJOD43LinihRVXBTKqmWlQ77BtE9DY76ao6P8SxPVwhvFNznySpKrv1MK9c6PlOLqtSHwtl8529aUfuxi6TBAZaU634XkZHEJE5BcjacC7L7s+RLKwxusF47OqCFt2ty8y94p9qwSEvey83uTdsDqvfk9QCdRXViuGv3Mg0R/vSdKu6a9eO11URdl0vbviEjM32qoIQqm1DgHnZdfkFG76sBINeFXu3yGFii/ziYJzMzcmzkBUURg6lHPyXCUlW17kpu3lCjBu6Y1Ew9aw0u9tNNYsmzaqm3e8KhacWn8yPHfTIK+hgZ+dCy26IeV5eSKJMktINOvkPyVpmWXlyO6mtbT5WVo4utU93uN6Cbt3JKYyuzvjTZeew4MOkC4QPLBcMZiD+1x8cyB1eWam2+jjJdJS3O6sfLrAzJeOXotowMB0QW+nOAundweihy9YTmN/ZdStxIX9wvUtl4WF4SSJBbolxYBcoPwOug3DoxsGK/n4eGeZrvHAxVtnCLcs1+UrQJV7pNF9NmlKJXLJKXKf9FttQUSBh5iLYcwvsuKSU6ebfHPXjsEvqECR2/I5VUW6A8Pm6oVTS4AXdWiKipLQjVj03Icn1piLToU6By1MlOrXQgMMtnmgedomHOJ0smS1w/3/8+cIOZoRBRxc2GpeGR6fYnTuR8LR/Cx18tVO3E0Qu+9jZyHuWyyK45IZwG/w5V9DHOzG8pFUZX6ksuPArS4vQpTkbB8NnMuwobHhNoQF92OeCApxDrbO5ZdfMX44ye9cTwc95R7pDxIHbmi9yLLxcOeh3j+75O0JI2Okzlzxfww7t3C9JT1ax9lPiuvGmXl+MfoFLhPGl5GaMs9sDv0SPgU54Jx/RbeiOamaByzMxtAUEsYZWK/dlipuhOw9wrG4vejdwlO1O35qzqsuHdaHJ4EK4tp/EPeRSDD8hnX+jZvavnNQ1iA/deTXl4RheGX1g8cNWvNuhh3EBY/FjSRuSDkRGgaXt6ADUeEZooBA651zHpQQSLnWQfLx4d5Nw7FhKAJ0MnfkwdIpyWznRwVIpWECw7bvgIoDYOgTdjbsaocNed35X3M4dF+zkoEASDGaT5Hf1r2NmskwyoeU66TmxKPxYuXWhEZrXoUGKzUgwvO3Eh1rZSy5DySEv4hZECML4LjXVuKuUrWEmH6WelAm8LT/jZ6uLJQmPDl8JnnHV6KV3zUYhV1dze0kROnp7yRo+kkGCawbAYe8jvz3zprLiJp5orG7f/WfkCxlf+fb4+VBgl4rDjKA954jt+ICpGs/ayXOImqMBS+Y2vN5nPL78P+x9NGXDTrH+ZJLGLn0TphV9ZyGaec4T+ExQw49NjUPtunEY/rJQeaHN8vfMS21pD8cXCenjuZIEElhzMz7sfTw3t2hGfbkjXHbdYZe88pO+vzjZ82Jtw5c7yK0Iik25eobS0CQOhcoHZuno+I5B0vgaGuHoqCMCEkrdoh7jFs+ANREqDIfBS9K8inHDobHSoduCw/FlU7yg63/LMamvhpChA0nkqw5Kxm4hbTtzDCzUgSD7c2x2ksAJH8GFJIzpmyprCc+eQ6Jsl4QX3ZjpGH4EW+6xl2SR18SsPRNDelfoGF40LElAQzu+5EwsV2XbSSHjZxnQpenV+gSWMNFhefL7xmqNr7+uCKGZ7Jjys8e2y7o27vQ8ycG3nX9/fO2fyQLhuMtK+LESF16GZghgbGU4/hhCelcD0UeweU2fqu8Pr590CtRFRh7erOrHNuj45TDsqPejbupzQ9/wMjqn8JsWMDZY0bhlMRz+ZygynV0hucBHePUlBt2SOyS8bPDkheoaXhK5D6+0EFzzJQcXLjy8oqvI4BlIOpln+LzJhmOX8t3FquqK5JJ3+XL/5NKT8GWnLncYBuGzqvwsNg8dXuUu2/PvCSJB4nKEjoOP88ebzPYi6OOiugThvyHFzNdqZ6KXsDOimoD5Uma64PpLhuG0uOBjsVxHkV9k+1g4wkssGbzCvJ2k09njbarcRxc5RKppcINJZsdXHHRMi23ykit0wvnwOjNu9i5CuktTPv63ZG7/l82pUlRdyuNON3H1GyzP47ATP9xu7wxFgUtr6HZGzyURtoTdY1fCwGW/7y7QMQgzdgTjjyW5a6bEjiaurhVLt9gdpBqHV1tI0knQXWL40EUlfZJGenwRqsbDro+X3Ko9Fyf8OxoZxlet68Js3QQOL8leu8kfjq+a5Lgb0Ti4YUVm+Azdw6sDKXjZX0ZpJ/DD4AXHcDLISxN4MHwphAwv+2U4dkHxocuted1bz1Jdx3WCS67j2/N6W8JQLfjqBWt9aUPtiDjsTvG7KKCLtmO62/D6ti9F5ZtvvvV8NTvffPPNQ4hvvvnmm4cQ33zzzUOIb7755iHEN9988xDim2+++eYhxDfffPMQ4ptvvnkI8c033zyE+Oabbx5CfPPNN988hPjmm28eQnzzzTcPIb755puHkP+o9urVnZKS3Vkbvn077N3T9Mn9Kz67cxfd6cfevL/n6uF9v+9+q72y79pn9v7bt2+7371+/3ILa1yme94PBv3hu7u7/qCvZ9nXX/GVvj58987dzbXhu3evuIzffPNV/16JLHilHrpeWyaMu7uX3+nyYwyfu/Xq/k69HbpBMRJ1lC7eX66+v77ubjNUP3i733V7aFPDbLlJsKcP9fm9ay+TfD2/ca/h3+kv+qr7dTN7f+++95wUSaPTAF/1n2dT86Heutl+R4de3blR3HXP79mdedEfaI6Gd69ev35997w+d/x15/prN9Wo719cP7x2/I4LtMZ3bqLc3S+rfclcpz68s4XQMrmFsnsM39o33tpze3fDu+uXeoNBr3ufX/x1mbB7e2avWzf3Rvdcm9Xu5b2t5Kfz6iHkphAkhC7D8F34+vW7d2/fBiFUOIhD9p/IEaq6f/Wi3bOdQYjh64fH1yROehsPBq9fveaDwD4bDB4eBnz+tu9+Dx8eXl3RxSHI6+TuLnrz5g0U+OrhzQM05fb/6wF/vQ6NNI04HUy8exe+enzzMOY9uvMwuFcXedUXUL0NtKneOQjqAE+b3JFi9/69G4fuCrkP9Aft9QPtteBMxHo/oCP2otvyeu67dwHDgPDf6dtv34Zvh69WbFAj8Z4eP9RwabYxe24T8bE9w579Wo94xcfDtzaq/iC6J6uT5sm+Z9d3APJa7cG+sQiCd8FAHVQL3/Uf3gze8t6rV5c9rC0cvB1yv1ert2+ToWb0fhjcvea3OmvrwJVv3oR3d2E/ug81p69s0O/C8O7hzZuHXvD27WhwbxB5XeBu/rmF7eVB/927xdsRQ9V439GtILx7ndCndyF/3Kkfr1+PRTiaondM6+txqO+HdyqF/rb35o2mqqML/rKBD7qH6fsB0DpyU2hL+i54HT0NXg/dBA+Cu3fKDjocTmA8g3Rw7yHk1iAEPvUu1DYR/9Kq8eJx0AvfOY52d/eCwMTHDELevY4eXgehoOJRVH4X2M4DQ0TsIpk37vfDm9cdm+m4+WuhhAheBB51EOLI+422zBVCOkkDmn3F1YFBCDcFt+hqsoriafz2LX38EoS87d6/u0LIW7bFZXtfIeSdRC9BCOjEC/cN4/kqyPP/2/v+LrWRLUkhoUQS4odEgVXjcpcxCIrm+RUSZ/YAxXz/r7URcVNU2X47M7tn//B0g7tdZUBSKpUZee/NeyPihBCiGcu7yeNBByEa4cENQmQNZBr1vIYzzGIXEkKIFZxXPXw/xGmjDkFSHUB7yTBEqGGH4juuxFvzwdB6kxAyeDcDCrQofUD3PwIJUnRREhWAkIoQ0vU/IWTQK2ZxGYW4hd5gkVRJiWuOEvyCqT1Ge9LOBv0JQjKDkDmAN83z6RP6W8ABIt5kMHgEEAFCBvNx5tw8e8zS4kuG36sEiwaeET4c0zqZJkn6Ph7SjxBij2cIbrEwzj8tFjmQCjidzYlvyxF/D5eLYsQGTLJ/S6OSR94h5Hd74XGnXF8XeG5VlUzzqIjjeZgWmZ+Bw245Nxs3oB2Q0SL4gqf9GC4wf8Y27riIY10efLBCCCHek0lttcOBw7EjhOACgyS26YppMXrGId5aGMqvEYRgVeLKyp+c9rz4uE9zBLNyNhKEpLfxz6uYq0HT17ymd8Nbkz6yKdoTaEQBgUzWiQx8M80JIQFbMc6BdVEWyJng4P7kkkVv2Ll8GaEn7nedc5t65iXYfRCEASGxbnJeADOj3jgIR/PQuyBAqOw2hWV0yNIogrxEA/s4AaBa/QUIQd9lxM1bg2bAHEJ6CEQQvKKv0L/dqo8jyvmcYFkC44f9kidK8my04M9wnBWxCwhiw9sj7nV30UHIaBh+pkFEsJ/j0wK4yovN8Y0ZoHA8T5JFUGSujNL5F5zWjXtjGLUpbK1ZmUZObfZWCNoz8M7I+7V6hc7v4jIdZ6AyxDIEIJoRQrgiwdKaAMLyNJ9NSze7Q8jvhyEYC9MJVolqvVouK9kF4WjM5/0+mHr6ozUzoiuB6byYY6g+Yv2IxrOA5qjW4CzEFMDBoQ3tIdfjvnekFUroP2JIuWXieH5CQhrahTDiyrgcewQJfaQC0DGeJfw2EcfFjEiMMNXK1fIhneajAaMDOG/IP/KmewYhitF0q2qvQxAEAQylNPtpd/hRrJ7o0AvXJr0tjIZlkkwymjF9mh1Pq7pK+sMPeNH7sGy/r96MoJjhPyR4EUKikEYEZkSyFp4VHeh2pos3pXq9McGmGEdxhS7kjC0wPQHuKTtA8Jz2zQcqODPXsJO+zTCr63qNtxbo749TlrCbLOtVBTQq8PsSd1TODEoincA3YJgOby6kdZYFJeJo7PD1asWhAbMoinQwjJlommLUJPEz/hEXU1e5ZTojhHwL2DQAqcMDjblkjIdsz1Ag2O9CLbQK8Wc81hmragkQ+oqRI4TCKcssxQebDZYWmB9ltF1jSIzusZDf7oUxPM1yl9TN+Q2vY1O5+Bm+Z+YxJPNDvBvsGR2ZsdyeIR2Z8oAlAp/5L2J89zhUQo1/xS+i9zgZxiTeyKb1+XIygOESrAvB7V1tY7jsPp7GWSIIKYacHzOuvgNOi0kewVHYns5NnkcEhEzn9c4EXZHQwro8Bdf0rLsJORkMcNoMCSPFU2zafPy7L3MZv5b1+Xwuc3lCcf7UnM6XSxt/WKtpObyDh31AUyf0EJLppIFuJqAfcThfmsWgX3w4JPW2iA9WpjOhJYykbVUKx+BdHnhd4IFzBoP0g9jpYVyfLies01WLpl22WVCWQpCbI4nOg/zs26WtaA45fA+v0+l0PjdbfsGVaXZ7satw97cHpucAl9VV33lcUxN4OFIu5xZQ9PTg1vv2gn9sHMFx2Zzwe524nAbEmPiSbEuOh+FQ1hHDHr1h9sMrDQkgNfR+T01NJ6dKtg0vxrUMj/lyOb0CUZxrL83sS/BlfIeQ3w5C8BgnLgGAXN/0Oq5dGabTIP34nDn3DERSDWPFQhBny7bteY0JN7t9O7VlmatOIEPexdpGSX14ztEXr9/eznauNItiO+/D6+n0ECH+ppCKXjwQHyV/tqe1RR5ixiPisnTN9XpS8KR/Qxz7ukFIZJFdmvkM8nXooVfo112YIaGf5d5Wse2g/kAuN4jf4/rydk7GoUUplmf2UKv7sQCMnKcfAKTHCZ+Fsm86ECaEoDemM/x4vbydFi6eczbdIj5+28PwDPEEhkndpj3XCQ17RpwaXDfBPckaU+CGXliaT9z2ihaW7uWCx3c5ZIFzFudlOEFNiCo9WTQbEW+7B/vv7bTRkw/9A/YP2sI7oRcwRJ+VMYDnomPOO9ofrYYJWoeABT+4XC9nWGfJEhfC7yeMH0BIimUpeWnPlVYUhW97dtc/QQiul7yc3q7XK1qU8CA2+ArQw7VO1/P5eqlhlNSXyxqO1M/7bncI+Q0gZJ7CHm04FLhAYaS0qziaYBJpUIXaNAj9FOXCx+gA/BQMCfzMcUCNMfcQduYpHBmEIRAKwSoCI8EPdj9cOJewSOWEkFRniVJ9jk/q8/W8jMNxN/edYQKuWOMiK4uvOJnouPaBkwqDzPVlgnSTykNI1J0Db/a8c+H97djZ9LYIaiRnAzAH8MHkYRyCW0M6GRqLdl6qse3fVC9o9H7Ha2pjUtdQSNS2Pz3uRX6fJko7COku7bAsAwtOOAGW/rHAi5e+4WVn502jMlme0LHsaYQlsykOOwMvHSNIbCfdBRfn0we34SeY1tfrcbdNs3yhxyYPI9GvEft6t98CQuaDBHjydtYL07TNxniaceSR1V7cF3OCSdtGRTcsMDouxxboc8bdtzrDG393Dab6ucX0P1VJhUZeThhHbTJ5kCuFaX+9JDTnAmtP7yezlrGzCEE4ANv1rPMDl2o18fL2tk+Sf6ATqsv1oDtsXFT0xvM7hPx2oZDh+LNbAephOuL5cYlpZJYmflM24rCS76yJERM7/BDNogQ28pKfwF2N/CRysbPv8307LOyCj/bGgsPa4Z+cjvoCxxvAC+cs3e3lZ5WTLfCglTXJc4baHOfiURAy4GTuDlAqRC/Q7E58E/o9Q5BbixSlYVvU7sjOG6e6J5fSW9D3cBsV21mVgpAk2eGSFYISiXYV3rvE7tv5m8YbdgLvJdFRUXcmDFjvOeMrP7tpndz6yPld5TSPH+gUoGMVUyy48yorRC/ZOLfedcn2rZvXTVIxOoEzw4bxX0Ab4p19AxAyMAjZM2xeHzG9V7Oosmt7eOV9dLfVYUgREs6aqsJjeFtVFYbKTvO8XrozP8CTu7yhY9DiGqiBvxkKTWN+gB6LfmyPLJ3A24nqt2RJcMb5cTaYOepz4hFa3fCv89WusXa5tqbvEPK7QQh3U7mAbPSUaaZeKrzTNIjcZ9um2TiM/RfEAVr8msTJrt27ZdO2QJyybog4+wqf80MedkDo7dDs8bUjTNHqpT3hkxybsxDTQtxMb9TVm8zvJPkTJ2pfeOEdV7fmgHNsmxbXgksd59gYSqONYK15eoDH3LanFgMKp7kKQg5Ns13AWtjwfcTjEJ0tkAaBACC8a16aGAKzCAiyaZplhTcPnMFf4+UBV+FNRHl9aGt43W2LARzDMtqiTQgJGWpcqkEf2SdxtT+ygZioTbNa4hs4Tb3H+eDB86tN88JeYihAt5jQkYNNBM2j5waePu8oqfacVHt+jtmDbZHq0NonCc/QlHERL9vDFmEF+kz7ZcnApEEIvopoBHYlIlc1LU+Ix5TICkGEg1GsbZRNYsdNseWOt7CDuZMdWms2bIB+LAiRN0J0vGxywKZ1nSKkyfq1PantbuIhBBs/4xxGARsPM+FPdgkMIsMsBGKITjjpZUt0PLoyOfIDYnQJX+zCS0+5w9K0x+N+mcTTdBo9AzoXxHJdEy98DxCFoXc9JjqBB6SKEIKzo69hhCBI93V8h5DfEEK4Np24picYN7HDSHjb2GKCkDgs1dbpGdMXvtBQwXhR4OSiVUKvXXK6vjHoheXkYuvIEa4tDGj+uJw2D9zTTL9hbMuRvpgdnKxgvNLtPdUaOfxkCZ+Kv1wvTRV/QkLRuPQXqdzL8Y1nvZyW9AiuLQYdmrlZuBVccrxOr2UEw78XTOiZ0aFWiwc0VGzQX3g5WMuV2+hzetxT3nJ70pkxTEveLFvdVHYnSUzvplxaKy5aH2l4G+rhFLgGXXXcM0MMl22rHy+EQGSqDcLtyY7kXdIK0Z2e2JUJ0ZEtav1E3LhyIfvK33MdY289zSa8Zqse/QeCyZuT74d1lfzJFvpvn/4ty7DrGQMDL2pDu04+X+ziNTaTOwihKVURHVfxktEMnlfNUUiCXZ+4Tx2E9IBhfywR66hocX7ntc4udy1bGX17WLLliOSu+UFrHzTYxYIj44MmF2SG2DMFysHKpJm6WNiujq1afDR4mGZ5VEe20GPdnqbY5doAuGTsxmHv8R5O/f3yQgAhFz73eMadXD67JlliIGHUTflwk+WBoTTv//K78H/xoK/7ZM+hccESBQjhlNMSxYmHrxz5fYx8esdIGeBeg1PMBdsBb535rfPSx7bxdjlVWxjYLfYXOJ9iQEhqEHI5LzGWMP/O+Pu7ggpnWUwHR1yiK80QXxzmj73gefHKGB9aQLzgjmwsCEFzMJ05+yuCAFv4tndsNc5/0v25uNGhFwbx0A3vEEL3HK2t9O0LuqVm+PB01pQjhCiYhL+vPFohjxj7yoPyREdflpQghCBy/g8a/ZXOoLBEU2mR38hFQwP1vctl6b4hi0QQgr5hC86uhNf5doRhcMUDMM9of9YdtIIQRG3Ob/9x4Re4fPtmr5mrGmlm0iepd7zbJaD2ai1gQJSBV3YD/uHimWWtcveqkKtHHLisHJEC+CAkyR5Sb0Scs5JDpfQ+1wQGbLTgAejxKtld/HPGmMrpMsH+wq7LSYZZ0qARl8Yg5FIZyHGlAnKgV08tn8SRzkyVLL4WwR1Cfj9HZpCsGLyqmMcxzvDsiBoXLvtRrDWFj5tLFwbE2gJytRaLNjH/FQ/3eMEJ/Kqt6dTyKFrttmzFAaZCzKgG59vmLPMb0Q8cpYmEEcTJUMMIsfW/we4gs0AK+NRcMHdY7k7nYy3waDl1Lme+v8Wk21w4A2gHwxMIsYmKzcCzBiU9dkJIalYIruYOCtRV53Mr0xkrp0Chyct/cNmvntBENApA0lYWC+FOAjeWeSP1SoDT1v9Y8mBsUSy5wtYKDuBmsVoitFjxPQu79uNv2ECt7YRqPOd1rU6W5b6r1pw6OzaWqOWjPDs0Y4d/wnYYaMIKgBh5Khc4oU249gbatP7rykLOCRAf4YrlTnfKsx8RtpjdIAQ2g4wCYLQeyE7nOupvWEpLmDvtign7BiEYE59dZU8V5kkrCMkP7BnkllUywC5N5tiEB20enbUZVLgl2sseW57VOjTyeqy0n+Yce4hGYNNcTsl3oJY9rcvKQ4hhXXLgXrWMkNpiNHl0h5DfMJwqCNkl2FDN5gEhpHEreQ6TvNWDxGyvNJ8wV8xKqTSH8VAtnEpPaAcH2xxlTrKlBRJqwcoFNS49pIqY5+5izUbMSW5IWoDgUnn4KfkmogMycj9x4yJ1ldks9OArBXxPtvravNLcJh5gXsJkmPSGcyUp4J2dh5Ae8ySOOn/sNHuTdcJbIg46OjLnKs9pX+0WG1nTmtAeQkrW5wQWTk0sboTwh8wxRBu6hZ0wgLbww0o/kByFyAy2mhi9rBA1oqO/97diNnsXmDgJQ2mF4Hz7K7GIn1VK/xrMUq357AC7dKXH0epUmw/hVIfACTY4rEH4WqsAda0L0wgZhjot0YNeDi6NvfFb16E3rm8HeleHzQQxC8t7R73OMJ3iLndnmW+lhxBZP1NsuLNbru3kSRCyeIeQIcLT9O4q3eyFUWPFYOHeIeHMwcozIAPc2bKkvCR0Hr+Eg05vtigdDhhDJ/YPAmGvifvjnp36223qsq5B69XDnBuGfISHXBsC5cwgpLJ0Ij7tDS1MjHT50ie6wZoyGMKKkxBCynjDIaN5xHEvCIE30OtrBh2T50lpcGFgVMnkqf2Kn9dn81sY1Cu1/zepFSNB9HG5b/VpW5mlr40/RYDhWR0xYxAIRk3HOF4Aahr4KTCgd8iwV3JJI8B5iva2u4HwKN2Ot2OuPQvkSbE9O8xWOCnHM759rW13oKQVAiDTrIl1j+7J6b7WyaIzG9hhlZAEKb4GIbavi2/u5DLxltlrznt8td2XzbGjWSGYaHvbprWOdfCEFlmkSywJIZiDi2S1u/XD7h1CKnYXEmDVne5p5uwz+3vCMrhUk7Vt6FweCUOCsvZ8bLvJC4sEG2ZljGxB7rta8u0jgq5723J13goxpJjOs2RHt6qOokRmaZqpqaxHgPn4jm8tCmCIbdfXEhv14TQ+NcvVi0Js5w03chm44j3dcNUghJt/XHkugnult9wh5Hd7KfClldlls82zAhnb6UrDMMtk6Sc2rc8c4wtONG6h7C/M7apuVsi1g5Cn3ECDgYS3SrkVtDzG3BiV8T221DJByJ7OcKXAgyZyHJQ7Wyjfzls6Miwho6W8zKOyOZvj/uY9Ar4Yzju+dS/MaSQfoMa1PnYtBoT0NJNbRBywyTTptgt9WLctJ3v59VPaJ7u8eT/Zd7OMSpb6DZ01MGIw4JTPJu5FMBFiq4abQ7U2YYGGF/3gNqfP+3RaXs/mu+FSJ2VMsBG1JVfQ8zCbBL2wSLzFcWbHIhqEbosihSpjZ45ZdTgrhvTBkeEs3al+Dmk1XBDqPCv0HCozfBwLBTyEYIL+8yL8USDzrQu4dp4USlsmaTb3ENJXUqtHkDVTQd6OHYQAZug0IUwVK3iK9LdUoVEXMG/d7lK7S80TfCw+8EPMTeo0qhVeqXf7fbLgVlBzPjbavLdtZ6fvwuiZzMt41b7Rl3nbNXS+ojuE/H4QkietXy4uLbdMLk/5miPY5aUFC/j3jvtsb2sN460cGVghVfLWWSFCA1khUW05SIYd+rF04agXOpsecfpg6RGtd0TWcM9X9vUlvlSZyfPWrjBcOOAsR+JhzcBlbc4S5+Lb/2otv4yTaVfvdnUNRyAP5oZV551f0VTmlWn5RHZJJkuIqQx7ncscmSP8+hXtKwZvjzueCy9vhWSyQsw8UGTmRFN8w8QKOEbvVsjS4gIwLGSTlMr7zOgTNjtrtnoN1SQyYSrvoGkiH21HxmC45RkubytM56A/Q6KfIORJ1qJSL9523QllY1TmyDCRZx5P5GEB/j1YGjQzzTUzCNnb8xLm88Q73m61Vz/+Q17rCrm0lmpGCPkCc+Ji7l2yZE7fuZxaby4mr/aBoqIyP7xLxR24yBmEJD70WiLDAxDCatz0D2SFJO/ZLeamsmcrs03pIdPYnTBFrSYst7iLFVevO4T8fp4Mtis2ZyUUt7YkcX3CL0uthRzPGM61pf4sb5kFHYTgo+S2ma/dhMS2dummXzySKFRbRJXNnMTiEksfGOBRrawQHOWQYVL7DT6Y1CiayZ3NSzNhzPZOfABQ0Zmki4XsdiuGMOcojpND3YVTlZ3qYdKVZyYh+G3EtrNoFGkgOHrjG5fZ+TjOYpwyN0K2wjHxzhiNrPPVEBC905gjk/gf5s/Q9LL1mhlp+27GK137FgtpbDsXAMwgD3cojjq/j4VUqOtF8oZuHVNNEOJPaK3ea+XWxEWsMZ0FpQLHctVkdxnIRKp5mmpmstHL0/XCqKUFXoDIm5U5HAn3TxjlwvYHa4weEf4UaBmCJM4/QhsFNDSPlm3nU8IqTf1llBaoffGODIKhihPVtmfmM+e75DLwD9yC29eDQZFhLK4WZCnC6GzyESOrZk/Hdwj5zV5hiDWF+wUIaO20s6p4nzYYOMWutj1jYfs3xUIwHhTHO3GxgGWwN/CpFb48q5yBEOJte7k1qtxOLXl5pw0L7shw23EHm+N6gc0K2+Wyr+kDY9/F7zcwjcA5eFXMLG+UirKzlu1vk7/ijgw3UTBj2qVbRDOGA/COToK5Gafiz2i1k1I38poabSTrXB4Ndc/XWnurzWqFJrYrDfoFavMjbkW+apFM9l2mKPGyqesf7rlz7PTDOfAoRNbG+twhH7dxaGYdLM7Y1LvWMrvRDUdD0tb2zpEblgxYuG958a58OHsIaQ3Qj3JJDEIuDVNKZyxN4S02ux1/vHQQQjCbPij8/cJF/0X7zprxjaD/JN8UN8RO4XKCqr3yUzygtdBqJxrRptNGVuhxx8z2tbmQCEMhmrJRgxp+cGbJLXyVXFbIfpfYITW3npH+95MVETnt6+HRN0pvVXt3O4WCHeK1Ewbud4mskFqP8w4hvx+ElF3KlwXrEefjCoa1iPv6F9t8vGg3EPlj3gqpDrZ0n3gEE0Su/FirVbKWPVFZSEQrsptkoKaBkyKfWt/jR40dde3SuDjxZDPTkUHCI9bxecQQAPOk6lrZBf4aNpGX8pgJSZbcsGE+Q6EkEF6HJtWfiKiQxSuxxJOLJY3tuqvwXN87CLlc4aLvleHhsz0+Qgh3L2Ruc7rBnlkzEUuJMXtLr6psR2Zp98IoB4KSEUOFZ92zOTIXawWBes1m4h/X8xZfFrzov5M6Fjf94krxcwhQp/kDt9oTltSdu77+rtNyRwwb2oAQJtHJTbn1646WYUTKAOz4EiZfE5/lQaTQRX1vKzdH/7AckbUDhMzjcn3xARP4IdoH1r8a3a29rrSfvrNvmanDhJgiDXIFdgkLKpy7XP6DSYE/h0ND+jF6XJbTZoDF42BSAvlmZoRU34H8L0yPvUPI74chOWtMkN5gaWIcedz0bK8yMGQgb056F4F8/ANvcxBukVblRyJtCB3eyqxW3QYdGXzT9nbPC6SWpSlrP5jYej0fzmbrsA6d+3lLG0fKVdhYdidPimW1CLWsKgW2sS8r6veq5C3Z8bVlz6I9r0s3AXMXEg/WrfYtG8Z8Y1UOy0xH+srFSkAbTWOeq6KHcmLSPBqzLdlEIgPnFNfqC8h6whDlwYgCXE+dP6WaEvEjoB2sAqPds0S5B34g039lFS4xtrIjf8t7Wm/VAV1IqwuTCfwaykzH5GpfmW6FcnY0qgW60Qph/srbYUEalkhWCKIbT4LvqhGk7lXC6k0jPJotIaRUmRyS+2VOfvfVRKdnWWJp9MD1nqk0lawJRm8Iv0js5SyFL6Vi5BOjWzj7Nl6xAqjcXG7ryyvippbIxtn++nbbIt7ifixujA+QSYgdmXyh7A9cL3nV3suFtQDlzxASs87O9mYaFQytVBd8PiRLVlIjA0VBXhTtMqGvuodTf0MIicJowWqn+tAcEGJUDhQwZfPK7Ix6s8agXH4/7OEs1/WqdMuaT9Qt1/XGKZZ+2K7E+NBs+Q0uvss1Cr6dWyMuh/OuaxRIjXqjfim/95U5ifW2XrBIokIRDjb+4wkLZl6bbR0z6+H74cDilkWMw8ZzJo81r1ttLR/wY7limIMnJ5Kt1uVS5/m+WaowD5yd89KtcOJa7UFmdwchTYU0g64cBFU9SxL1AL5wX8gsdys0OyYnI3ritWQFCo8ncyEZRCYLfRf9tMaPRcx21Vu2PqlQv4+Dc2LXesVJvNmwFp7sRqFOh0st642dMFnj9h5iVNOh3fgd94SZBZCqNtZmdPmA93x4qeKeGQ84DMyHWb3madnXL0AZ9kPJRle4A1w3HoA1pVSR4/rPw+FlRY4gHrvmzs5wlGGxWK/qb2ABw/t4gISKqlJ9k+MQQF0hio6Wa87k9aZGMGQWj/Po23ZT22v7HM/4gJrXNVu8wvsrnB6f6LLLF0SQUCNA2pd5ETyDZwTn/sQBhNF0QPfFXfneD1YwLoy7/b7koczpqQ9//onHtIiZKN+oFgCjieU7pGG6Q8jv9oryMJzkenRWULnBOC6n8fTBuK1AS+bLXqsqzr+gED3hk455DJ5spaqHhUrNmORQcTR+UqBs8hz/UcbPcJQW4MocEEJ8OatIMDE+SytThQFexpyei6/Igucayf/BVDx+RCl+DNqqyjkrQl9iqC54ePk5Zv2WS54Z3Pf1s1FUzJkHFlolrQMTFt4khET0bTgW0TZyYOmMjA/yrAudMY8e8s/IBGPQEC2K2DoA4qBntNNRlM/KchZXFXkMwv74G623yup2o4c/pmEeRpOofABHn1XMi6R16FtedZW8qjSOw684H+7ZNiXiCVK5HlS4S+NlMJ8PdG2QH8MMCUuiFPd3OH/jWxmyvjCJH+IJ+d5IrTAgmXb02Zfy0lIKWcyH30QLOZulX6fgTfmKHfK4XLATrEa4/EZ6soXVG+MhLda4efQ7HlFEQ8HuE7EJJHU8wO1l2XEs0mrrwDj6Mp5/E2FhwueGfLTxY6/gACJVZfTO3zAO/4UZ/Nn3UQk3NJypBA/PADQEXxnBWboPrzv98u+4q0v24XA2mVnx9YKjPZ4wNxFDekm64ADjrURhLZcQUXBpOiGkPplN6H+DPKycLRbOBkJUqI9G4/EYkfdxkYao3iOL8ADjMZx+xcCMZ3PwioPibxbhxIlod0FLARrWiSiFcDn8jyqNbE42j2IQLzDg42fUfn0L80kuWuZegBbjZPAzIk2hybQsSAcGvuAgzxFUfY6N8lsQ4pRaxnWQiEmGgE+l8ajnZMvIwc7JXczJVFPqM3lKQkwzt/BEweE4x9ZMOiVd6ATLLG4AV+GXV+MA/LNw1BCyHImqZzIrjX0dVkg/WsxQVzaJSZUEWHXsx/IL6paDUfSF06Vc5BJmyIuvoiAJR7B7cM/ohBnu55GEj4wKKc0uRuHSLLY57cROgkajCD4qQeBGCBmTsJ3OQYkX7h3PKyd72+OARC4p2d5TEJ5NpxExHNyEU87befFYBAWeYzSbRYM5f8H//Cucz+dh7gFgNn4ssseIrK6zR1Au59Ez5j2retnxgUyRklS65Gnu9R/5bzwT8JKQCRa3D4T7ZT6B0lsNIS/qmMSyc1uTFiCLZMpBFE1F8D5DWmuUR3cI+Q0hJMUSmDNPFfxcfWxo4EFhe5DEU/hHhIyklOMNicnhY284ArU/iEUL8GMGsyCYqyvm4LSMom+c/MWoQGH/mKopKWbzWMQYYLsRsXBBMov4ORximQJz9zAVw5eyOEdIivoUMKH94QE5CfkcV/lCFtFiDvjpkzYTU/ULqAAx20QciHq6eVTmw+HoMcQWABotvnes22AZD8bzcDYrJ5wEJEyOLLUscStyLKXpF5aAjMaFuDgzPVDQlM2CUUjmk/EITcJgng3iuYeQYUA2SGwr5WBDH4M/HbY6FlCgITLqyVduPGQwGgpyKs47sYk+uqbANC/GpN4YjSNjkMcR6Cn2Cy4XPqIYCP0cjAeI/gzZ3qJfROAJEPE74CSeidAc3ZWTpS2fC4+iAu8SqdM5WGnnNEGUTtrxH4Wkgx2no2gwt+43vh90wDzFMyPyRNEIj8mY61OyTiKWhE7sfRmNACSYviEZXrFKzIAn6ndEOUYg6A7E3Yrio6hMgxFFRKS785CPg9EjcXz4xQjgyBn3hSyTk7DozX9hHUNPImwSTUV6lPLh9UCQQAwrJ+LCwzArgjmGA2p0Z0FwJz78HclT/csYQXudulFmSlOBWIJNB0bsnulPr3fu7x9FBN7piLOeUZOT5zTjisQppzEH9tWA9bgk5wk8l2mqAi/hBKUEejfFkQJ1uyNSrWK2efri3q19OLoQ+6inJfVaSGJhZtsidyAxCSz6n7hOb8pLvLHHdDyibBWJDUk4HfSjm1gBid7FAe/7wfdL0J1tzEkz9MTFH3RZfn559ZShkELf09XAW8or0mTCTffG/Y4F2Rjo++mNg9K3K7J23p5dd8mfnxfJsz01fO8HyjD//K3xncwUZ3DPSOpFyUgI8Y88sO+MJUZBoNFz6AOI9aA6PmnAstGy8xTjQWA9wn4b88Z+5vvodc8vfO/XoZfvCrxIxg+vO4T8rhBym1hp8E6bmkoLSiPjJmb240PteN57P4kI/PgyeQMOb6wqGBqwzgsbuVkwiEfp+BFrGylEuwGuwazhPH6fh2wFIGj03taenwIaWRnNH4hJ3NrQDbmeSNQVdUnKwY8t+yDeBuEFrKejXjfFb/I07/f1sXndFT5AyFDWSKY1/f8IIe9n+7XPesbt3ise5/3uiuk7rfON0fm9XR/h8AYhPzwvL2fTaelkWfrx+WEKw4eh9QF0/glcTT2u1zHN3843Ho8GyHWFPSJMEG4XH3qEJMv4v18UN+0NjSUtUsVPEOLHl43Ej8/Fj82fEeSvgCF/SQj5MPF7P1sZ3dvvVoV/kB1j8Puhw38JIN0YNvWFUTSm9WqDEYhSkn6ZNvHPEEIxlVE4irwKzHxMTwvuyig1qSODkFS6a93IgtSaVPM+YohNLkQd4W+7Qf9HALlBCI5FqG80Cnv/yaS/nfTD6bszDUdDSbO9g49Xxxr+p69fPwb9Pb2QXqcpdwNrDyG/tuujGSjhn58e3gcI+XjG25PvcUBnQVB0MhjdOYOOM4THdR8VpJeN6VXxVwaFeBPzrnvgaZLX0PBsLMFSEUzPKO01/pU+ufdxwL2ra/Q+yHDeIeQ3h5Be+uNK+NMT+2EO3BRGgnc70zRmht0fAcn7n5v8mndyEDedhX6OIwCJHZhy7JlVo58gBIpGpZTibB72RuPcS8d1Qizp+xijq4yYwxjhzkn4A4ZQ/woxnmmaIb4IOU6vX2LtNkVaM6Qh1IfYz692Q+Dv8CMupbdusnNByWY07498X9pRQU9avsMf/9zAtvcT+N5mD0r3kF7e63Xrc/qD1df7T16CkF9XAC9yZd3Yad3qj77QC8YIJqEqxvSAPsJrkP5sJVFmiqTRZV5Qj7Q3R/zF4mOp7k5x+ElZSkhL8smMxCJaDf8UcZvev2Rg755hp478rsn7K4bcHZng9+Mc+vHVPcw0+OBnf/jYy5wx/BWYVvWH7/7y9W5FC+S5M56gXRBMcvgdUDHgtg+MYpSiBxSA8vqQHNdjynGLCx1LmK48Yb0GN33ibjZ8HFkp4CPvaNX746FNFw8hJiVFUamiZ/pxH2WeQy6bY8+k3u/sB+8qpP/q9eGeTdnF4pdQqB39KBwd/rqM9n7880t/FaW2ZM1meJfvZQJPcKuefbdzep2ctsHWj5Mu8EJ1EOpC7ETf8prY9oeG25xArW6DZM7Pw8GkAIc/KG/1uCXjIgrtUloK+9/5H144TB3yUBoZ9WIR9YOyI7OeTiIOtnHvl/ToW4+FPwlv+3+lP/y5Q8jvjCAaVB7ow24wBh+HlderfReFQDAj/BFEgn7v458fQpa8hlPOGAYrFFNDaqMhjZnaKaG05i2cqnHfR9H+ohKE4ORBUXT5ENxSpBYArxn6q2O4zSNjj2fOwmAkuAqo0EIdX2xoFuB1TCHoHVprTVUm9uIHXncGe7jOo8fAg0hw88a7XpEN5idgaiBqlPG4L+4MmSjWO4T8+MdLcr0f34FB11c9X8I6kKgNtTSDTvaGPR7cwK3/4+u2vIfBB+kve8Dd9OT3Iqk+hJ3oA/fSmOCTcC8fm26hf/A3+I/iqP9uTFKmmxQeFVNQc2zFwCB5Zr8zL0UQ91V5OlVlz2l0K8gtobUapb8YIWGnPxHcnoMXMvSCYmHwl3v9NSFEkkgaWAL60IYYpyl/86NbOrepaa3epJ+6wdipsuks73802lPvoXBrhEzl3DgNmVsVI0kUGnaAEEm+0VRIeVpdbfBMQnjs+WqPBhKR6+3LZrPdvNZKGggFEAQRG37YjV4zV4t5qQMzIPi+7Uf0NQ8zQkiYhu91orHJqEiOYMGmLQxALHjA7ZL0PfgTms5vEPp76xZeGesV72tx09B6twXCH/6kBl/d8TLdP+JAr3ArUtjXThAS+z3vzPSsokDqnLfXrZk3KyDw7QpuT5E4KNclNFk+a2EnH4NbXzPLBBmvTD9Hlow3BLz7AiVxS87zUuFxQUlk5iKDtAF5zbjzw/aw1J1bekscg2kfrPAvwKT5zDX+VYPyBaU6P8+csHsEYfccOp1zC6jcoK573SHkfwSEhD9DSN9/xz6/rRaawxKASjtJNO4Dw20xD4TmCo5Ku4g7NgDitapY45wZXFGswpMYKQP0BbTi8ARcaslEjtLRKvbrKXI5W0+Vd1rEz7fBhgbQBaKazGvLHHImgJT9R0sIgZRWcIOQMTQ1CyZbRQZVoZZ2tZP6r8s1KUAoOu/VqDg5Ax+mkSVE3U2m3NkRzFLj/6ZjQ92l5YMdN6A9ZQDmTbZQPznHgk5VzxQ8U9svuk0csGwYIxkFcOT2RbeTxBapQfP4xe732FZrPoVANpMU+7xsZhB4Ra+b5l+/09g2LxH0hC2rZsiYWiJ5y7EwBdcLuki5Ws8NoaH1FpJbmKcHalmoOQyYiYgCqoMUrfA/EkXWrefgJ/vtrL6V4p2/V+6m3PXBCumsoii8YUh0h5D/cRhy80U/OPE//tb7wVul183QJdItxU7IpCtUZs+mTDxioH5F3s9slsWLwTx8mkjmqXzKpsGgvhiDHt8Iiq3xJyasU59mM+TSjzj6JTLCmtAj6Ws0AcgC0kGI4xeVTo3SETg4gwHS3yoRbjgWDx+SASWuHodfekx0nXEeZkiIwxoPZ3zBIvIsY/Z09o3plHOeAy79WkWqyPJ8trx7pH4hcvKUMoU0xnZCNo8oyRkzaZvc5S54ZNOZzp5PSYz0lCFYE7svgwL3kjKvFkJMhW4VuWkTx8LbHl0uZNMypxMBHyRbjYLcC0BFfyDaw+LZI6b1ABtPyBGPwq9yseIpN4wgrj3+5mY5dVqYwjcfLBbo80/S9szmoldCit8cZp3u4RE1yhC4Lig8uqDtFzz2UamUPPf7+rw/wITfATmY/49zlAB3poQiTfhR/xUUXMb5Hgv+FmdPbgGFXNUaUtwKNcxinyNb6hgmTppX0sJQMS/pzOq3d8JnpPZBGGj4nnVittF7bOYnpNA7wd2R+Yu9ZJ9oh78XTE177oGDbvxNCZNYqULkQBeqhCFZGLZRpyyFgXcM/syHxwFLx5dew63X91W9iXsOs+kkXSSLwBR5E1/4WTnza7B4ktyCHKktHaF1Axo+KNdAKRNzYwAtyESl8JUxqLkSFSTIeeqr6CNmsvcoHPYxZ4ePuFo+Q8swzwoJ6sEmAUvOU6YafTdgmY6qPQAuvRGnFf5l9IkoCSnmpaSWSNwzoRqc6vFAz8j6dDClYucYuaDRJA0fv0CKt0xD3l9ODwVdgvyzhUI2rAzQ5nZvPJp3RS1LdKiVAqNe7pHJpLH7FvlsdupwwxwsKHHtpmjUM7ZJIVZbpRThXs4zeA3uy5xCEOBIGaOZ2NcZskVxlk4eSmmUTldg7EebS0FIlfRLchtJuqvZzLJHwh1rcdwSUJQ67t2qyIY3/wm/POWJQ8awtRHWXYhrC0KAIIitupREd7A/ll4Xcbrmj80//tkYVUzaJbZ0EJL+DefQHUJuEEI+/w2EG1B3q/rXev+yQtErRvHXCu9goq3q5bxP0amaFbL4VzBYG93QFtpmqJ94fbscrV4WRkiGX1yAvIICPENiIiF1mYUE+yWZKqRIiUK3eH26iLzjDDn7OCGElBsyAtSeR7TeoGYUuRWc/vXrlrUxecQ8BWQwoDRfXH8JWkpjZ7slZxdWX4MQ7iGsN6+bJcvYgs+sZ9281G6O0R+tllUODsQy+rZaCT3WCM5AESoRSfQZEFJXa8zjgcO9ojAIBbsxmoIa1NX6sIWN1GPdyHK72arChSmcQ0Ycq9V2c1iiR8oF515br3JYIcPHIsYlcOB6SSZibscMqPtT7162UFdw2Zy6dNsDWxCroHcZP2/4UfTw/IwWLrPHarlesoJvuX2t6Ums5uhl1hKzxjiZ023a1w8OUpfglpvzWfCLLEjk+dDY7zs8yzJbx9CV2O1RHpwN5/8CQjLs9QJCuEJQHM9TzM/FLJcD4E34IvQQYlkBf9PXHUL8JiuEYXK3OIGQyqRZdsaeQZqwFHQcUKObrc+X84rM7XBBrifM9/NkQsbQ/YlCz/ukH4t5+ED+jHL6sAJL0CZA/QaMA0rWt+Qpc7Yj1I8Xr0bXpRpV0JWwdp9L3CMdmSLbdrJYrOqXnlSL3AqRjVxIEoIp2x+xuCX29g0owuIoMWYRUFkkBiFPETU/aXpLKWm2wWdcWFcI9X6julK7ZOE+WsoZ2powFwS08yX5NzKQ/1wQzIUm3aV9HrAbxJnRGFNbA0UKV1OD7+30WrGiDsmsgKRlcwJVyPlEwLHbOH0ThACSRKlCgRd8W5HhpDa9hFbUzbujaKLA97Ykw2BzIPMTbm164iPAzAZDGm4eFzVml7IPcaDzjnwpPMPBS8rI9nmYZQl0P9G1Z0q5AAQuOzUfX4Td13pJOhgmN0cm+AAhA0KIHiiJ7dHM7TYPeD8bOLmxaUE8DFPvOd8h5A4h4OiOYxJTkaempniSEVi1yyomCSEmKBl4VgMKBVzNH75EUSVHWa5yLf3NI4l6tFK9IOb2KRWElNsLEQKEW06pZQg5stZW84PUrUsooF2O9GxW2eCZEOKp1zdi4zPn+9CPxBNms8DBeB/05hPy87xRMRKibQtSvV9EPwRSExoST1m8oUwndSIxc9KteMSuF1hMCBXWRs5HtadW2gU8N3CTPCfEn4wRkc2okMhmMjjoYMGMvknhGah46vdLs1CcskgTqVKqRbvShx/PpVtQkXtz8YEFYGk07ntpbWv/CRxrnu9ehGpid7rYrVVGshZnU4jpNZ4KjJpRcOvoUlzVhibZXHX4gZSMDYSDbgT2O3MJ1XyeyVUn/8l5kya/QghiIdjgTSgbgmf2hUrmC9pZZNCtxdsqHSL39wWOO4T8DCEjbm0oPvFGFWtR9O7EvrozzbPKPeDT87fP0piopTR9Lh9q8VOtX8lZaOzpLmcsD6FIkjijxAJppjEMfy+B4nwWxDw+XX1ovzbqUq2JdZoNFoSQ+kCTBP6SnPB6DXw5LcgATHpScnAxLAMrZPGit/4kR6pj7O/c7Mnb2FQeQlYUmduT0hXvZVs1t32NA0CI175ZmR6XGGObDckcwbsmEyYTQ3JYSDcyWXCNb8VG+tZuJDlnzMs7UrgCAVzUR2EzqUtxnheSUi+fTP771cm0IjC2oFdH+8Qb1J8bO/2+huTn26tbScRpQ1BsrEtAW8kfK9KdgzvQ9DZEU0nOWnBD6uGgca/kja+WtGhAM2SgwB54a1++n0117Gh0s0c9Buw44RRiSP0AIamHEAhCMBSSTE7CzkHvsfct+vYcFUsPIZloEBtL87lDyB1CmL/QS0nldTHNAulkL41/03ibwWIndt9FKRF5KY1cL3G4ejPyb6mfidi8zEAHel5kkl/KfOoaQ5piPXfKe8COMsRpQWVIQ5sU65Vx/0IcIiMbyTiTeVNZC4zjlPysxlVMAlFSsfULBBP5OcQgDkhdKCVCV3lmdWcQopgK1O2+cz5mr2ouBDHIabKADLYkeSW2xW3cnVfjk2DEG4KNZEhOsw5CpLRkYrEdQ7oXxoaTAJiIR8h3EyBNc7llm8wzK2IrixFc8tJ3VPTg8gGQ2oyFMMTptMkO3N6a5rzc+UH9ZbzzFISzZ9B46U1Kj7IhBwcydNpXnrtaDU5M6KOS2jbMNVJZn0zjy8Aa4JhvdvRuaK1MPYT0PkAItp4Yp40ErtiQ/tIDr0gcfSaSbZgM70y5WawzXSD1L7JJe4eQ/1cIKaaSTuM0cu5k6gIav5XNXDGZv61mpmQSi4/ZPdNcqboJJUMjn3CKbCb/oEWi8uBwRJJEOuodhCBBoARJIK11jfkkMccJ6keEkD72WyVSUd00EMT+bAYQ2MO1kLrBY0+6W/9kXd+8U1TyOgw7sS0/PdnUmuTkdq4zL2QgFQXKU0sGU36a68QjyGl80I2XUtWsTTsP+9GH69u/e3kdr4IpymIGc42i3GEOTqWLl08N/GYeQsDxNC8o2wCieYqg07YThDxRd8M9ZROimu4Vv5ITtZ7+w67jGbJf3ryyU+354Enqzq452qN6Mdk8gxDrNae7m051a7lJSzw5266e5riRhpGZprQ2RoKQyCAknnIXuYolkOzmZDzhTljOHZmaGiAPuvNKGMIs27SjJLhDyN8XQsYsWpEEUzmJ4YT/E5uWDAlgIjemkEK4qGNNJ0AIA6lLJl+cq04G1iDkSUOSqqyUULKrcHuTIVWDkDkYKkrb+vROxKaThp3IkfkCtQDFKVzidYBvEOKDBWBHRjShN5fIUVaYsIrXpjEHRQ18yrQSJ/lE72W26xw/cN8amjbLA4+A64LdDRNfqvyclOQWLSnECm4QAr2sxHUqEzKqbqlWJIJHfgsKW2vT9NUKf8puELJAPPVzsu/uYJOUC+T4URLjQqHB1SK8swAADBBJREFU+HmaPZ2orDLDtjMh5Omf1HwyQN55cDA1qOpGoOxVBHdJp6FuX7ZeM2nSBJJ4zJB5ok1yeNBOGLolexVXNL3E0jQ4wt58kE5yQ1VH6XN0lByZJbwwsO+ynsmUmCPklCzNOILFE6M2SnVKTFq8Q8jfOBaCbKWysiyPuDxJVdeGjNyaoxeAKGPZw4ulLcbMTpXgtJY4Qcg003CmNnQdG4SIsNMgJHkcgI8rAvnhUpyaJpX4QoWbWkGER6Z8jzNtiXgI2XczxASfoXTCcM3zAnkeCgDvkFyGbJJJfjBlcGdqUEvOt6lpIVF8jQKZUhKnRqy0OSPt3ZqG1juEmDiwzH1ZIfHSa3jjG//uIcS41M+aSJBkofoKAihM6TfhyumTWSHeB8IWLcgKs1R5ZrtaQsbwAOZFbB0MzkWkkeQWts5NgjcxZc8s8ajAEx1NZpBJekqpOTaug5DNBwjxHp9RxMOqoRMnCEHwwtSnctMA2ivsajAXwAoZWT4ONuSUPmimGR4S+G43EEZG2OjNrJykc7NYjvN5SpZImpvIXb5DyN93R4YJj5UHBArPSKFp30nWMkKi8UPZawQDLfoI+RUd4TyE7A1C5HBwEMOl9rUe2FyVBeAKwMeA+lKg8PZWCKQiYJJbDkiDHNJ5H3ujQjPnIcT5RdZ0xU3LERN2Pg6dt1J2LajBMY2OqwobljLnzRx49VK3bGg9URuwBiONi/w/GW2ls4mQex8n0S6MzIuZQQhMCPkFpdlfghBTzjyZqKUaxNk0KTKPfUymk9ljEBKFSHb5kuWKnJhiNnZ1QZ8YdwiwP7faR6HDKNmvtWlfIuqgHtKyf7YoTBeAYeado9FEh2Ir504fscJHeqEnhmUXUrNqfTSlU8VRTrvCKY0XthkDQmYdhDCdBlcqa4lbkYf7pPOvTXHQgl+tCd+BjsEKnFkddIeQvy+EzMegD190EPJiQ4eRCiSPHiTWLNBYyiNoN7Yjg6wtaqxUg0XTQchpmsm5lmZe2kFIGuYLg5BZhHK7xkRsTTARG7DlRrLSqG0rMjCQ9qmVp8lZfoCQS6kdn1qyMQdSi8N+LqlkV0t+8cQ4JbY8pcR1qgxCZCYBdmop3RqElEyIQto+SoqjnTZH150kZo0vXrlkc+48yQLA/oblUTkEc47xmGo3p2iijV7nbCZhaxewEZGPNVLwsvZhWe1dt7AlygUiPF+x4Yy5r+QKJNEjyc7x28fKt7y2tHHKXbVePndsEIJ0XNMrbxMf6dAx50PpWm+FKNKkSMZyImAV5lEjeScZwB8hxFw9wVwswEGWan8wgUSFtp2oBbGhSoY2lADHTJl5NaOTYZg9g+kvVPDB/s9UJFNiZLxDyN8YQooAzNpLOTJekfYsgbjzOoL5jzHdKpPgOe7U1QxCVhqQqM3Aqqa8kPMDKupqryyX3SAEZsjrlXkhebSSiCXzuKSHJTQwZQqQ2WSoExlQbkVOCyQbTaJaA38g8+JsB4EQHRShRbqm7h3F76B0pzlzPjPTbRubR6El+O10wqzEkJ8KQkKmVBZwl+wyV0IBdbWYT3JkLlaDzHFBCFmecT1t4yoW0kY9iVhFvFdU96iK7thgV+RS51OytcWMDF/P6C3KucWxQUgKJYheRrPAstPevrsUEYRgDgFkaz9NF9uW4j/oI+ACdGQIIVt4hI5I8AbBnthtedGWQLnpc3N8j3IdBYtiZYmcttqGdxlDyJfzyUQ+u7irt0IQB2mV1NaG8uFiJLqD0lUQojIYvBBpVf+8WZoh8vpvNTJX7pHH0SfralUpqYj6DiF/XwhhjUzM4lZJF2GGc+hg3GymWboiaqD2k+shTXhmn52bmxWyQnUMx2w/VpiAKo7K5mA2ZWo0JOR2l+gmzPdPugi0pHF6atBVcfioKnESBBW0p+nIcBYw10MQMtAMGReccFY2aiWv2fCL2x9NhK1JUm1PXqk21yBgqogojfoz37pCps59Uh0gGE16CNqyvC6zlTqdc/+hObFBODiJSkLjUzHYcLLgche/Z9OOepLLQ04Y/0UngdKPQIYDxS8eWS9HxUg7D2k4+DVUtSDXE9yyVL80oUzkqHDWjYqVIqxX6r19Kjv5yDODH4Sq2GIhW0RvZoL1ct4bh3Hju6EJewXNNERamDIDKG/Y4MYDV8ZkV872483XjBVOXXYhWXx+muvGZiBA7KfYUbbm6L+G+lwtNT6VzbcohrRCeEIMDODjOCuo9xeTr+gOIfcaGeiGxMsGUcEQFj7k0fYtooSHFQZxxiTyM8g+DsfmmYJLG3yt5m4FakQR2VwOiv5r2x56s5pFc1HxQHOEYTcSh2imQ0wh5oeokZk98CL0lg4QgG53yNMEU+e3NJyFvS8Iy/WKL8oTX/H6G1K11wmKVHBwUZDaooVw/BZ1558lKjDs8y0oo23hnowh4NackSHCfYjxVxzyZKpsJ7yHLKxYDVQ1CLMeWJCX8508YyGhe8J9nXEmZLFmFUKV46JPY+kMRe8WKpeLDf4eIyMdR+D4XdvuS5yGZz81a9QGM0abQ7jK8TxgmAd+lRMehD6kaMM4TTbtCbL39alpnlE9OyaRoZ2gXbMYidn4PBvan/FIZJ9jTwc9AFehiNHHrwUTYNOHTYPOadY5iMbYQcjUXfPO+gM8KWSYxK8oDib81Hucr4V2IVRm8MUtzgf+kuYB2z94pPC38I/HAa70fYpt/QEERJ5xOZyKf6H3WRKI7sVzgkMU974M9X5LwhDwNoxRoYdnWU6mxd8eQnp/Ywy5UWHNQRoE9yAgZXAqhjtu+2MuZmWl303sDe7vfmn5W2eWo7LG/LHHulFUr2LdXWC0+kSnPyAbIisEVBmPEQU0MW2nFJbz+m1LsQaEoF9OKZ5EqnAwJPY5TfgRy+nEHaAS3MXQKMAomAsyHUITas2/oJA1eyI3QWFVuIA11Oizsh1fTN2z69Tb4q8Ut0MxHYvbCCElMYiUXeB/RvtnSIqwJiWfWbmbZEXfJdVNSg4kAZOMFbq4AlM3+fb8mVsSKzJ2fOO2RJHjKqUqmZkygVpaXjKap/0v8M5mVdK9oEEFtZ0RhXUcKcCQTI4beMS3s+zfHEkIsnQRKw+U355xz1pNRd9kf2jHNYG2cTHus4AFrCgiYOj32d58EvE+wc7Ar0UUP07Sz7DR6CcCnF3pz+vYOjAW8GTRY29OTZ5F4sUETaeQKnzqc/yBjtBjfLsF9wCmd9A64pGn2t9K/47hVDH9AULmiAR0xIB/41dH7SCCsI6GKPA8XmKOkcbj+T8uyOneHZWFTa4bEigbwxBIakCqvK0b2xmcvcdCxM0jmtXgI8nYOydYYGQnpFok6bCn9fIH9UK7SkfV48kIRTQYGTuacazF0nMMjYWI1EBh1F3NaG/0S08MYXZvkRgaPxAPxXqD0984EG/sQeL+4fXIFdS39pF4MPZ8Q55Y0l/FjgmD0Oi/7Kb47oe7FmN9KEIenpvcQGTx8f/wEkDkUiENrRoTWRe988xZe9g1fIMkCnbX3LDSzeEHj5M2j6goAyPGthsnyRIPcuzdngioYqMw0hXCG/mYswdgdPRdJ4nCKOpI3YK/YbGdwDObTgOvyvV3h5D/xiuy3dyrPOITfIOfZJWhOpIitRXe8nnFVb64d+j99VeGkKHYv/NgPu5EjO6d8l8YKqD2XbGWnfE1RhfCXyAkJE0Na++rEpLw9x69v/7CL1LEoFzyMaAhSM2f4I4h/2XsiESkq3oDkhzRsf/8ObItytXmZSMWwxBMg/cuu7/+yhAiifovgfs0N6Gge+Xyf2m4DceeoBhbecXwZysDkBya7giV30GJ0bv32f31130Z6b5zAbYaBSHhX1Ln4v8r6nJ7djaBTntOTt9fNFWZoDigbjy13WckPL732f31l4YQMYcHq2VuEBLHdwj5ryBEtSU5/mOa+M/b4ajCHYyCsU+bmlOu4f66v/6yrxBVIZTtCZZJeIeQ/yaEUP02nSEIjbyoohj2fkHlfqEEiewR6Y7FHULur7+2Zz81CEF2zB1C/ttWSMe2awqLv0IIhY5MtL5/t0Lur782goxTpufBCnF3K+T/Ri2v30lj/qLsTvVaxksknsbAyB1C7q+/9I7McEy5jv8Nnfuky/n3WAIAAAAASUVORK5CYII="
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3e86ed0d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:44:09.863549Z",
     "iopub.status.busy": "2026-10-24T22:44:09.863479Z",
     "iopub.status.idle": "2026-10-24T22:44:26.411789Z",
     "shell.execute_reply": "2026-10-24T22:44:26.411351Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "bulk CdSe (TB, Gamma): VBM 0.303 eV, CBM 1.872 eV, gap 1.569 eV\n",
      "d = 2.0 nm:   144 atoms, gap 3.052 eV (0.1 s)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "d = 2.8 nm:   402 atoms, gap 2.525 eV (0.5 s)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "d = 3.6 nm:   862 atoms, gap 2.245 eV (1.5 s)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "d = 4.4 nm:  1589 atoms, gap 2.063 eV (4.7 s)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "d = 5.0 nm:  2320 atoms, gap 1.975 eV (9.8 s)\n"
     ]
    }
   ],
   "source": [
    "cdse = nemo.structures.materials.load(\"nemo5_iivi_sp3d5s\")[\"CdSe\"]\n",
    "lat = nemo.structures.lattice.from_material(cdse)\n",
    "e_bulk = np.linalg.eigvalsh(nemo.models.tb.SlaterKoster(cdse).build(bulk(lat)).dense(np.zeros(3)))\n",
    "EV_BULK = e_bulk[e_bulk < 1.0].max()\n",
    "EC_BULK = e_bulk[e_bulk > 1.0].min()\n",
    "print(f\"bulk CdSe (TB, Gamma): VBM {EV_BULK:.3f} eV, CBM {EC_BULK:.3f} eV, gap {EC_BULK - EV_BULK:.3f} eV\")\n",
    "\n",
    "diam = np.array([2.0, 2.8, 3.6, 4.4, 5.0])           # nm\n",
    "gap_tb, n_atoms = [], []\n",
    "for d in diam:\n",
    "    t0 = time.perf_counter()\n",
    "    dot = cluster(lat, Sphere([0.05, 0.07, 0.03], d / 2))\n",
    "    hdot = nemo.models.tb.SlaterKoster(cdse, passivation=30.0).build(dot)\n",
    "    ec = nemo.eigenstates(hdot, num=2, sigma=EC_BULK + 0.3)[\"energies\"]\n",
    "    ev = nemo.eigenstates(hdot, num=2, sigma=EV_BULK)[\"energies\"]\n",
    "    gap_tb.append(ec[ec > 1.0].min() - ev[ev < 1.0].max())\n",
    "    n_atoms.append(dot.num_atoms)\n",
    "    print(f\"d = {d:.1f} nm: {dot.num_atoms:5d} atoms, gap {gap_tb[-1]:.3f} eV \"\n",
    "          f\"({time.perf_counter() - t0:.1f} s)\")\n",
    "gap_tb = np.array(gap_tb)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4663b3b8",
   "metadata": {},
   "source": [
    "The tight-binding gap is a single-particle gap: it is the energy to put an electron in the lowest\n",
    "conduction state and a hole in the highest valence state without their Coulomb attraction. The\n",
    "optical (emission) gap is lower by the electron–hole binding energy. In the effective-mass picture\n",
    "of Brus (1983–84), for a sphere of radius $R$,\n",
    "\n",
    "$$E_\\mathrm{opt}(R) \\approx E_g + \\frac{\\hbar^2\\pi^2}{2R^2}\\left(\\frac{1}{m_e^*}+\\frac{1}{m_h^*}\\right)\n",
    "- 1.786\\,\\frac{e^2}{4\\pi\\varepsilon_0\\varepsilon_r R},$$\n",
    "\n",
    "where $E_g$ is the bulk gap, $m_e^*$ and $m_h^*$ are the electron and hole effective masses, the\n",
    "second term is the confinement energy of both particles in an infinite spherical well, and the\n",
    "third is their Coulomb attraction screened by the relative permittivity $\\varepsilon_r$. With CdSe\n",
    "values $m_e^* = 0.13$, $m_h^* = 0.45$, $\\varepsilon_r = 9.5$, and $E_g$ taken equal to the\n",
    "tight-binding bulk gap, the comparison below shows the single-particle confinement of both models\n",
    "(the Brus formula without its Coulomb term), the tight-binding gap minus the Brus Coulomb term as an\n",
    "estimate of the optical gap, and the wavelength $\\lambda = hc/E = 1239.8\\ \\mathrm{eV\\,nm}/E$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c02266ff",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:44:26.412968Z",
     "iopub.status.busy": "2026-10-24T22:44:26.412897Z",
     "iopub.status.idle": "2026-10-24T22:44:26.415522Z",
     "shell.execute_reply": "2026-10-24T22:44:26.415195Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "d (nm)  TB conf.  EMA conf.  Coulomb  TB opt. gap  lambda (nm)  slide (nm)\n",
      "   2.0     1.483      3.728    0.271        2.781          446         450\n",
      "   2.8     0.957      1.902    0.193        2.332          532         510\n",
      "   3.6     0.676      1.151    0.150        2.094          592         560\n",
      "   4.4     0.494      0.770    0.123        1.939          639           -\n",
      "   5.0     0.406      0.597    0.108        1.867          664         600\n"
     ]
    }
   ],
   "source": [
    "ME, MH, EPS_R = 0.13, 0.45, 9.5\n",
    "HC = units.H * units.C_LIGHT * 1e9                   # 1239.8 eV nm\n",
    "eg_bulk = EC_BULK - EV_BULK\n",
    "r = diam / 2\n",
    "conf_ema = H2M * np.pi**2 / r**2 * (1 / ME + 1 / MH)\n",
    "coul = 1.786 * units.COULOMB / (EPS_R * r)            # eV (COULOMB = e^2/(4 pi eps0) in eV nm)\n",
    "opt_tb = gap_tb - coul\n",
    "slide = {2.0: 450, 2.8: 510, 3.6: 560, 5.0: 600, 6.5: 640}\n",
    "\n",
    "print(f\"{'d (nm)':>6s} {'TB conf.':>9s} {'EMA conf.':>10s} {'Coulomb':>8s} {'TB opt. gap':>12s} \"\n",
    "      f\"{'lambda (nm)':>12s} {'slide (nm)':>11s}\")\n",
    "for d, g, ce, c, o in zip(diam, gap_tb, conf_ema, coul, opt_tb):\n",
    "    s = slide.get(round(d, 1), \"-\")\n",
    "    print(f\"{d:6.1f} {g - eg_bulk:9.3f} {ce:10.3f} {c:8.3f} {o:12.3f} {HC / o:12.0f} {s:>11}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "55dbac70",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:44:26.416581Z",
     "iopub.status.busy": "2026-10-24T22:44:26.416511Z",
     "iopub.status.idle": "2026-10-24T22:44:26.541602Z",
     "shell.execute_reply": "2026-10-24T22:44:26.541149Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dd = np.linspace(1.8, 7.0, 200)\n",
    "ema_opt = (eg_bulk + H2M * np.pi**2 / (dd / 2)**2 * (1 / ME + 1 / MH)\n",
    "           - 1.786 * units.COULOMB / (EPS_R * dd / 2))\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 4))\n",
    "a1.plot(diam, gap_tb, \"o-\", color=style.OPEN_NEMO, label=\"tight binding, single-particle gap\")\n",
    "a1.plot(diam, opt_tb, \"s--\", color=style.OPEN_NEMO, mfc=\"none\", label=\"tight binding − Coulomb\")\n",
    "a1.plot(dd, ema_opt, color=style.CONTEXT, label=\"Brus effective-mass formula\")\n",
    "a1.axhline(eg_bulk, color=\"0.5\", ls=\":\", lw=1, label=\"bulk gap (TB)\")\n",
    "a1.set(xlabel=\"diameter (nm)\", ylabel=\"gap (eV)\", title=\"CdSe nanocrystal gap\", ylim=(1.4, 4.0))\n",
    "a1.legend(frameon=False, fontsize=8)\n",
    "a2.plot(diam, HC / opt_tb, \"s--\", color=style.OPEN_NEMO, mfc=\"none\", label=\"tight binding − Coulomb\")\n",
    "a2.plot(dd, HC / ema_opt, color=style.CONTEXT, label=\"Brus formula\")\n",
    "a2.plot(list(slide), list(slide.values()), \"k*\", ms=10, label=\"lecture table\")\n",
    "a2.set(xlabel=\"diameter (nm)\", ylabel=\"emission wavelength (nm)\", title=\"size sets the colour\")\n",
    "a2.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7ebe5548",
   "metadata": {},
   "source": [
    "Both models reproduce the trend of the lecture's table: the gap rises steeply as the diameter falls\n",
    "below about 4 nm, and the emission moves from the red into the blue. The tight-binding confinement\n",
    "energy is much smaller than the infinite-well effective-mass estimate at small sizes (1.48 eV\n",
    "against 3.73 eV at 2 nm): the real barrier is finite, the bands are not parabolic that far from the\n",
    "band edge, and the wavefunction leaks to the passivated surface. The effective-mass formula\n",
    "therefore overestimates the gap of the smallest dots. With the Coulomb correction, the tight-binding\n",
    "estimate gives 446 nm at 2 nm (slide: 450 nm) and 532 nm at 2.8 nm (slide: 510 nm), and it moves\n",
    "past the slide values for the larger dots (664 nm at 5 nm against 600 nm), because the bulk gap of\n",
    "this parameter set, 1.569 eV, is below the room-temperature gap of real CdSe (about 1.74 eV for the\n",
    "wurtzite crystals used in practice). A 0.1 eV error of the bulk gap shifts the red end by tens of\n",
    "nanometres: the colour of a dot is a sensitive test of a band model.\n",
    "\n",
    "### From blackboard to living rooms\n",
    "\n",
    "The 2023 Nobel Prize in Chemistry went to Aleksey Ekimov (Yekimov), who in 1981 observed\n",
    "size-dependent colours of nanocrystals grown in glass; Louis Brus, who in 1983 showed quantum\n",
    "confinement in free-floating colloids; and Moungi Bawendi, whose 1993 hot-injection synthesis made\n",
    "dots uniform and manufacturable. As Klimeck puts it, the particle in a box went from a blackboard\n",
    "exercise to some 300 million living rooms in about 40 years."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "29dce6b5",
   "metadata": {},
   "source": [
    "## 5. Quantum dots and single electronics\n",
    "\n",
    "The second property in the definition, the countable number of electrons, is what single-electron\n",
    "devices use. Adding one electron to a small island of capacitance $C$ costs the charging energy\n",
    "\n",
    "$$E_C = \\frac{e^2}{2C}.$$\n",
    "\n",
    "Conventional transistors operate with $k_BT \\gg e^2/2C$ ($k_B$ is Boltzmann's constant, $T$ the\n",
    "temperature): the number of electrons in the channel is large and thermal fluctuations wash out the\n",
    "single charge. Moore's-law scaling of lithographic features drives the number of electrons in a\n",
    "CMOS device down, from very large numbers to thousands and hundreds; vertical features grown by\n",
    "epitaxy have been 5–100 Å thick for decades. Single-electron devices need $k_BT \\ll e^2/2C$, which\n",
    "gated lateral dots (tens of electrons, later single electrons) and epitaxial dots reached at low\n",
    "temperatures.\n",
    "\n",
    "![Slide 15: Moore's law and single electronics](attachment:slide_015_crop.png)\n",
    "\n",
    "*Slide 15 (made around 1999–2000 with Chris Bowen): minimum feature size against year from the SIA\n",
    "roadmap, from CMOS devices through CMOS with quantum effects to quantum devices; traditional\n",
    "transistors operate at $k_BT \\gg e^2/2C$, single-electron devices at $k_BT \\ll e^2/2C$.*\n",
    "\n",
    "For an estimate, take the self-capacitance of a conducting sphere of radius $R$ embedded in a\n",
    "dielectric of relative permittivity $\\varepsilon_r$, $C = 4\\pi\\varepsilon_0\\varepsilon_r R$, so\n",
    "$E_C = e^2/(8\\pi\\varepsilon_0\\varepsilon_r R)$."
   ],
   "attachments": {
    "slide_015_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ffedc6ae",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:44:26.542758Z",
     "iopub.status.busy": "2026-10-24T22:44:26.542658Z",
     "iopub.status.idle": "2026-10-24T22:44:26.754194Z",
     "shell.execute_reply": "2026-10-24T22:44:26.753739Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "T = 300.0 K: kT =  25.85 meV, e^2/2C = kT at d =     4.8 nm, 10 kT at d =    0.5 nm\n",
      "T =  77.0 K: kT =   6.64 meV, e^2/2C = kT at d =    18.5 nm, 10 kT at d =    1.9 nm\n",
      "T =   4.2 K: kT =   0.36 meV, e^2/2C = kT at d =   340.1 nm, 10 kT at d =   34.0 nm\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 660x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "d_nm = np.logspace(0, 3, 200)                       # dot diameter, 1 nm to 1 um\n",
    "EPS_SI = 11.7\n",
    "e_c = units.COULOMB / (2 * EPS_SI * d_nm / 2)       # e^2 / (8 pi eps0 eps_r R) in eV\n",
    "fig, ax = plt.subplots(figsize=(6, 4))\n",
    "ax.loglog(d_nm, 1000 * e_c, color=style.OPEN_NEMO, label=r\"$e^2/2C$, sphere in silicon\")\n",
    "for T, ls in [(300, \"--\"), (77, \"-.\"), (4.2, \":\")]:\n",
    "    kt = units.thermal_energy(T)\n",
    "    ax.axhline(1000 * kt, color=style.CONTEXT, ls=ls, lw=1, label=f\"$k_BT$ at {T} K\")\n",
    "    d_eq = units.COULOMB / (EPS_SI * kt)               # diameter where e^2/2C = kT\n",
    "    print(f\"T = {T:5.1f} K: kT = {1000 * kt:6.2f} meV, e^2/2C = kT at d = {d_eq:7.1f} nm, \"\n",
    "          f\"10 kT at d = {d_eq / 10:6.1f} nm\")\n",
    "ax.set(xlabel=\"dot diameter (nm)\", ylabel=\"energy (meV)\", title=\"charging energy versus thermal energy\")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()"
   ]
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    "At room temperature ($k_BT = 25.85$ meV) the charging energy of a sphere in silicon equals $k_BT$ at\n",
    "a diameter of 4.8 nm, and a margin of $10\\,k_BT$, needed for reliable operation, requires dots below\n",
    "half a nanometre, i.e. atomic sizes. At 77 K it is reached at 1.9 nm and at 4.2 K at 34 nm. This is why most\n",
    "single-electron experiments run at cryogenic temperatures, and why room-temperature single-electron\n",
    "transistors and memories (slide 5) needed the smallest structures that could be made."
   ]
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    "## Summary\n",
    "\n",
    "- A quantum dot confines electrons in all three directions on the scale of their wavelength; its\n",
    "  levels are discrete and it holds a countable number of electrons — an artificial atom.\n",
    "- The flat pyramid of a self-assembled dot (20 nm base, 7 nm height here) gives an s-like ground\n",
    "  state, a degenerate p$_x$/p$_y$ pair 85 meV higher, and states with a $z$ node far above.\n",
    "- The s→p transitions have in-plane dipoles (8.65 nm² per state) and none along $z$: dots absorb\n",
    "  normally incident infrared light, which quantum wells cannot do without gratings.\n",
    "- Sp3d5s\\* tight binding of passivated CdSe spheres gives a gap that rises from 1.98 eV at 5 nm to\n",
    "  3.05 eV at 2 nm; after the Coulomb correction this spans 664 nm to 446 nm, the trend of the\n",
    "  lecture's size–colour table. The infinite-well effective-mass model overestimates the\n",
    "  confinement of the smallest dots.\n",
    "- Single-electron operation needs $e^2/2C \\gg k_BT$: dots of a few nanometres at room temperature,\n",
    "  tens of nanometres at 4 K.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Change the pyramid height `HEIGHT` from 7 nm to 4 nm and to 10 nm. How do the s–p and s–p$_z$\n",
    "   separations change? Which one depends more on the height, and why?\n",
    "2. Make the base rectangular (e.g. 22 nm × 18 nm, by using separate half-widths for $x$ and $y$).\n",
    "   What happens to the degeneracy of states 1 and 2, and to the in-plane dipoles?\n",
    "3. Repeat the CdSe gap calculation with `nemo.eigenstates(hdot, num=2, sigma=1.0)`, a single\n",
    "   reference in the middle of the bulk gap. Which states are returned, and where are they located?\n",
    "4. Replace the silicon permittivity by that of an organic ligand shell ($\\varepsilon_r \\approx 2$)\n",
    "   in the charging-energy plot. At what diameter does $e^2/2C = 10\\,k_BT$ at 300 K?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Silicon quantum dot](../../book/07_quantum_dots/07_01_dot_levels_and_strain/07_01_01_silicon_quantum_dot.ipynb)\n",
    "  and [dot shape and size](../../book/07_quantum_dots/07_01_dot_levels_and_strain/07_01_02_dot_shape_and_size.ipynb):\n",
    "  tight-binding dots, passivation and gap against size.\n",
    "- [Strained InAs/GaAs dot](../../book/07_quantum_dots/07_01_dot_levels_and_strain/07_01_04_strained_inas_gaas_dot.ipynb):\n",
    "  the self-assembled dot with strain, the subject of the following lectures.\n",
    "- [Two electrons in a dot](../../book/07_quantum_dots/07_01_dot_levels_and_strain/07_01_06_two_electrons_in_a_dot.ipynb):\n",
    "  charging energy and Coulomb interaction beyond the estimate above.\n",
    "- [Quantum Dot Lab](../../book/15_benchmarks/15_05_nanohub_tools/15_05_02_device_tools/15_05_02_02_quantum_dot_lab.ipynb):\n",
    "  the nanoHUB tool for the states of boxes and pyramids.\n",
    "- Next lecture: [NEMO 3-D — multi-scale by design](21_1_nemo3d_multiscale_by_design.ipynb).\n",
    "- L. E. Brus, *J. Chem. Phys.* **80**, 4403 (1984) — the effective-mass formula used above.\n",
    "- The Nobel Prize in Chemistry 2023, popular information,\n",
    "  https://www.nobelprize.org/prizes/chemistry/2023/popular-information/ (cited on slide 13)."
   ]
  }
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