Identification of sample
Identification of the material weathering iron relics underwater observation is made by visually. The result of the identification of the sample shown in Fig.4. Fig.4. shows identify the weathering and corrosion that occurs on an iron cannonball material that raises concretion (buildup of crust), and the damages cause breaking and destruction of objects. Fig. 4a. shows the metal iron that undergoes weathering and corrosion of a low level. Fig. 4b. shows the metal iron that undergoes weathering and corrosion rates are and start the presence of cracks on ferrous objects. Fig. 4c. shows the metal iron that undergoes weathering and corrosion of metal objects where high levels of iron suffered a split. Fig.3d. shows metal iron that undergoes weathering and corrosion already advanced damage giving rise to a rupture of the destruction of the iron objects.
When iron exposed to the atmosphere, the environment forms different iron-oxides, such as Magnetite (Fe3O4), Hematite (α-Fe2O3), and maghemite (γ-Fe2O3) [3]. At temperatures higher than 560 oC, the general sequence of the iron-oxide layer (from internal to each surface) is Fe/FeO/Fe3O4/Fe2O3/O2 [4]. The redness of the rust powder and the presence of many cracks and cavities on the surface of the object are indicative of an active corrosion process in progress, causing continuous loss of metals, as well as degradation of mechanical properties [5]. Corrosion of archeological artifacts of iron buried under seawater is an electrochemical process, which involves anodic and cathodic reactions in an aqueous electrolyte environment and biological processes also involve anaerobic bacteria [2]. When iron put into solution, the oxide layer grows slowly so that oxide compounds such as goethite (α-FeOOH), akaganeit (β-FeOOH), and lepidocrocite (γ-FeOOH) [3, 6, 7, 8, 9, 10, 11, 12].
Characterization of surface corrosion of iron cannonball material underwater heritage using the handy microscope
The results of the analysis and characterization of objects using the handy microscope shown in Fig.5. Fig.5. can show the presence of corrosion on materials of iron cannonball underwater cultural remnants can distinguish into two, namely dry active corrosion like in Fig.5a. Fig.5b. shown the wet active corrosion.
The ongoing problem with iron archeology is the continued corrosion after excavation caused by salt accumulation during burial. One way to repair iron material cultural heritage is by immersing objects in solution and waiting for chloride ions to spread out [5]. Weathering of underwater relics generally takes place faster than land-based relics. The rate of weathering of cultural objects underwater can reach 5-10 times faster than objects of cultural heritage on land [1]. The speed of weathering is a result of the interaction of the material with water containing salt and biological activity. Weathering chemical reactions occur more quickly in an aqueous medium because the reaction takes place effectively.
Characterization of surface corrosion of iron cannonball material underwater heritage using XRD
The result of the characterization of surface corrosion using XRD has shown in Fig.6a and Fig.6b. X-ray spectrometry such as XRD, XRF, SEM-EDX/EDS is very suitable for the analysis of inorganic material in the field of conservation and heritage restoration [13, 14, 15, 16, 17]. Before carrying out conservation must make a diagnosis of the material to be conserved, so it is more appropriate in determining conservation techniques, including consideration of costs and resources [18].
Fig.6. X-ray diffraction clearly show the distinction of compounds contained in corrosion. Fig.6a. generated a peak 2θ in 26.67o and 35.11o, while in Fig.6b. is generated peak 2θ in 26.67o and 35.17o. The peaks are the peak of akaganeite, supported by research Gil et al. [19] found the presence of akaganeite at the height of 2θ = 26.68o and 2θ = 35.18o. The x-ray diffraction results on a sample of corrosion of iron in the shape of a dried form two types of iron oxide, akaganeite, and lepidocrocite.
The dominant phases of iron artifacts are goethite (α-FeOOH) and magnetite (Fe3O4). The presence of these types in corrosion products explains the centuries-old good preservation of base metal (iron) and stability after excavation. Corrosion of iron-containing chloride ions, for example, is akaganeite [20]. In addition to artifact material, the corrosion process influenced by environmental pollutants, other archeological materials, geography, microorganisms in the soil, vegetation, land use, soil chemistry, soil physical properties, and the presence or absence of water and air [5].
Fig.6 shows the x-ray diffraction results on corrosion of iron cannonball sample in the way of wet that form four types of iron oxide, i.e. halite (NaCl), akaganeite, briartite iron mineral gray metallic opaque sulfide, Cu2 (Zn, Fe) GeS4, famatinite (copper, antimony, sulfide), namely pink-brown mineral containing copper, antimony, and sulfur.
Various artifacts found on the shipwreck, including small arms and ammunition, show their involvement in naval battles [21]. The results showed that the cannonball was made of iron and produced with sand casting molds. Sand found in cavities in cannonballs also studied by petrography [22]. The mineral composition of the results of the characterization using XRD. The result of the investigation of the mineral composition shown in Table 1.
Table 1 Characterization of surface corrosion using XRD
No.
|
Dried active corrosion
|
Wet active corrosion
|
Mineral
|
Amounts (%)
|
Mineral
|
Amounts (%)
|
1
|
Halite
|
9.12
|
Akaganeite
|
96.68
|
2
|
Akaganeite
|
89.63
|
Lepidocrocite
|
3.32
|
3
|
Famatinite
|
0.72
|
-
|
-
|
4
|
Briartite
|
0.53
|
-
|
-
|
The iron mineral is akaganeite (III) oxide hydroxide/chloride with the formula: Fe3+O (OH, Cl). Whereas lepidocrocite, also called esmeraldite or hydrohematite is an iron oxide-hydroxide mineral with formula natural occurring γ-FeO(OH). Table 1 shows the visible presence of significant minerals in the form of akaganiete, which is the most abundant mineral results from corrosion of ferrous metals under seawater. It indicates that the leading causes of corrosion of the metal bottom of the saltwater are chloride ion.
The degradation process of artifacts containing ferrous and non-ferrous, which is induced by contact with aggressive environments such as seawater, will occur more quickly [23]. Analysis by XRD can determine the types of minerals from artifacts to conserved and inhibitors used based on the type of metal: copper and its alloys, iron, and alloys, and other metals (including silver, lead, and zinc) [24]. Information about the morphology, elemental composition, and structure of the crystal makes it possible to determine the constituents of the corrosion layer [25].
The reaction mechanism that occurs in underwater metal corrosion is as follows Hamilton [1]:
Reactions that occur on a more inert metal surface (cathode)
2H2O + 2e- → H2 + 2(OH)-
Hydroxide ions react with sodium ions in water
Na+ + OH- → NaOH
At the anode the reaction produces iron ions
Fe2+ + 2e- → Fe
Fe3+ + 3e- → Fe
Fe reacts with chloride ions in salt-containing water (the sea)
Fe2+ + 2CI- → FeCl2
Under water conditions containing oxygen the reaction will continue to form hydroxide:
FeCl2 + 2NaOH → Fe(OH)2 + 2NaCl
The hydroxide compound formed in the oxygen-containing solution will experience a secondary reaction with the formation of corrosion deposits around the metal surface of the anode:
Fe + 2e- → Fe2+ (Ferrous ion)
Fe2++ 2OH- → Fe(OH)2 (Ferrous hydroxide)
4Fe(OH)2 + O2 → 2H2O + 2Fe2O3 • H2O (Hydrated ferric hydroxide)
Secondary reactions involving ferry ions produce other products from corrosion:
6Fe(OH)2 + O2 → 4H2O + 2Fe3O4 • H2O (Green hydrated magnetite)
Fe3O4 • H2O → H2O + Fe3O4 (Black magnetite)
The analysis of surface corrosion of iron cannonball material underwater heritage using XRF
The results of the analysis of surface corrosion of iron cannonball material underwater heritage using XRF shown in Table 2.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtAAAAHUCAYAAAATLh8XAAAMTWlDQ1BJQ0MgUHJvZmlsZQAASImVlwdcU1cXwO8bmSSsQARkhL1EkRlARggrgoBMQVRCEkgYMSYEETelVMG6RRRcaFVE0WoFpE7UOouCu47iQKVSi1VcqHw3A2rtN37f+f3ue/+ce+6555zc+967AOjV8mWyfFQfgAJpoTwhMpQ1KS2dRXoEEGAFiMAHePEFChknPj4GQBm6/11eX4fWUK64qXz9s/+/ioFQpBAAgMRDzhIqBAWQfwAALxXI5IUAENlQbzuzUKbiDMhGchggZJmKczRcpuIsDVerbZISuJB3A0Cm8fnyHAB0W6CeVSTIgX50b0J2lwolUgD0yJCDBGK+EHIU5FEFBdNVDO2AU9ZnfnL+5jNr2CefnzPMmlzUQg6TKGT5/Fn/Zzn+txTkK4fmcICNJpZHJahyhnW7mTc9WsU0yL3SrNg4yIaQ30qEanvIKFWsjErW2KPmAgUX1gwwIbsL+WHRkM0hR0jzY2O0+qxsSQQPMlwhaLGkkJekHbtIpAhP1PqslU9PiBvibDmXox3byJer51XZn1LmJXO0/m+KRbwh/69KxEmpkKkAYNQiSUosZF3IRoq8xGiNDWZTIubGDtnIlQmq+O0gs0XSyFCNfywjWx6RoLWXFSiG8sXKxRJerJarC8VJUZr6YLsEfHX8JpCbRFJO8pAfkWJSzFAuQlFYuCZ3rF0kTdbmi92TFYYmaMf2yfLjtfY4WZQfqdLbQDZTFCVqx+LjCuGC1PjHY2SF8UmaOPHMXP74eE08eBGIAVwQBlhACVsWmA5ygaS9t7kX/tL0RAA+kIMcIAJuWs3QiFR1jxReE0EJ+B2SCCiGx4Wqe0WgCOo/Dms1VzeQre4tUo/IA48hF4BokA9/K9WjpMOzpYBHUCP5x+wCGGs+bKq+f+o4UBOj1SiH/LL0hiyJ4cQwYhQxguiMm+FBeAAeA68hsHngbNxvKNq/7AmPCR2EB4RrhC7CrWmSUvkXsUwAXdB/hDbjrM8zxh2gT288FA+E3qFnnImbATfcC87DwYPhzN5Qy9XGrcqd9W/yHM7gs5pr7SjuFJQyghJCcfpypK6LrvewF1VFP6+PJtas4apyh3u+nJ/7WZ2F8B79pSW2CDuAncFOYOeww1gzYGHHsBbsInZExcNr6JF6DQ3NlqCOJw/6kfxjPr52TlUlFe4N7j3uH7R9oFBUrHo+Au502Sy5JEdcyOLAJ7+IxZMKRo9iebh7uAOgeo9oHlMvmer3A8I8/5eudCsAgUGDg4OH/9JFdwNwoA9u87t/6Zzg3tXtBODsaoFSXqTR4aoLAT4N9OCOMgWWwBY4wYw84NsqAISAcDAexIEkkAamwjqL4XqWg5lgDlgIykElWA7WgPVgE9gKdoI9YD9oBofBCfATuAAug2vgNlw/3eAZ6AOvwQCCICSEjjAQU8QKsUdcEQ+EjQQh4UgMkoCkIZlIDiJFlMgc5CukElmJrEe2IPXI98gh5ARyDulAbiH3kR7kT+Q9iqE01Ai1QB3QMSgb5aDRaBI6Bc1BZ6AlaBm6FK1G69DdaBN6Ar2AXkO70GdoPwYwHYyJWWNuGBvjYnFYOpaNybF5WAVWhdVhjVgr/KevYF1YL/YOJ+IMnIW7wTUchSfjAnwGPg9fgq/Hd+JN+Cn8Cn4f78M/EegEc4IrwZ/AI0wi5BBmEsoJVYTthIOE03A3dRNeE4lEJtGR6At3YxoxlzibuIS4gbiXeJzYQXxI7CeRSKYkV1IgKY7EJxWSyknrSLtJx0idpG7SW7IO2YrsQY4gp5Ol5FJyFXkX+Si5k/yEPEDRp9hT/ClxFCFlFmUZZRullXKJ0k0ZoBpQHamB1CRqLnUhtZraSD1NvUN9qaOjY6PjpzNRR6KzQKdaZ5/OWZ37Ou9ohjQXGpeWQVPSltJ20I7TbtFe0ul0B3oIPZ1eSF9Kr6efpN+jv9Vl6I7W5ekKdefr1ug26XbqPtej6NnrcfSm6pXoVekd0Luk16tP0XfQ5+rz9efp1+gf0r+h32/AMBhrEGdQYLDEYJfBOYOnhiRDB8NwQ6FhmeFWw5OGDxkYw5bBZQgYXzG2MU4zuo2IRo5GPKNco0qjPUbtRn3GhsZexinGxcY1xkeMu5gY04HJY+YzlzH3M68z34+wGMEZIRqxeETjiM4Rb0xGmoSYiEwqTPaaXDN5b8oyDTfNM11h2mx61ww3czGbaDbTbKPZabPekUYjA0YKRlaM3D/yF3PU3MU8wXy2+Vbzi+b9FpYWkRYyi3UWJy16LZmWIZa5lqstj1r2WDGsgqwkVqutjln9xjJmcVj5rGrWKVaftbl1lLXSeot1u/WAjaNNsk2pzV6bu7ZUW7Zttu1q2zbbPjsruwl2c+wa7H6xp9iz7cX2a+3P2L9xcHRIdfjGodnhqaOJI8+xxLHB8Y4T3SnYaYZTndNVZ6Iz2znPeYPzZRfUxdtF7FLjcskVdfVxlbhucO0YRRjlN0o6qm7UDTeaG8etyK3B7f5o5uiY0aWjm0c/H2M3Jn3MijFnxnxy93bPd9/mfnus4djxY0vHto7908PFQ+BR43HVk+4Z4Tnfs8XzhZerl8hro9dNb4b3BO9vvNu8P/r4+sh9Gn16fO18M31rfW+wjdjx7CXss34Ev1C/+X6H/d75+/gX+u/3/yPALSAvYFfA03GO40Tjto17GGgTyA/cEtgVxArKDNoc1BVsHcwPrgt+EGIbIgzZHvKE48zJ5ezmPA91D5WHHgx9w/XnzuUeD8PCIsMqwtrDDcOTw9eH34uwiciJaIjoi/SOnB15PIoQFR21IuoGz4In4NXz+sb7jp87/lQ0LToxen30gxiXGHlM6wR0wvgJqybcibWPlcY2x4E4XtyquLvxjvEz4n+cSJwYP7Fm4uOEsQlzEs4kMhKnJe5KfJ0UmrQs6XayU7IyuS1FLyUjpT7lTWpY6srUrkljJs2ddCHNLE2S1pJOSk9J357ePzl88prJ3RneGeUZ16c4Timecm6q2dT8qUem6U3jTzuQSchMzdyV+YEfx6/j92fxsmqz+gRcwVrBM2GIcLWwRxQoWil6kh2YvTL7aU5gzqqcHnGwuErcK+FK1kte5Eblbsp9kxeXtyNvMD81f28BuSCz4JDUUJonPTXdcnrx9A6Zq6xc1jXDf8aaGX3yaPl2BaKYomgpNIIf7BeVTsqvlfeLgopqit7OTJl5oNigWFp8cZbLrMWznpRElHw3G58tmN02x3rOwjn353LmbpmHzMua1zbfdn7Z/O4FkQt2LqQuzFv4c6l76crSV1+lftVaZlG2oOzh15FfN5TrlsvLb3wT8M2mRfgiyaL2xZ6L1y3+VCGsOF/pXllV+WGJYMn5b8d+W/3t4NLspe3LfJZtXE5cLl1+fUXwip0rDVaWrHy4asKqptWs1RWrX62ZtuZclVfVprXUtcq1XdUx1S3r7NYtX/dhvXj9tZrQmr215rWLa99sEG7o3BiysXGTxabKTe83Szbf3BK5panOoa5qK3Fr0dbH21K2nfmO/V39drPtlds/7pDu6NqZsPNUvW99/S7zXcsa0AZlQ8/ujN2X94TtaWl0a9yyl7m3ch/Yp9z32/eZ31/fH72/7QD7QOMP9j/UHmQcrGhCmmY19TWLm7ta0lo6Do0/1NYa0Hrwx9E/7jhsfbjmiPGRZUepR8uODh4rOdZ/XHa890TOiYdt09pun5x08uqpiafaT0efPvtTxE8nz3DOHDsbePbwOf9zh86zzzdf8LnQdNH74sGfvX8+2O7T3nTJ91LLZb/LrR3jOo52BneeuBJ25aervKsXrsVe67iefP3mjYwbXTeFN5/eyr/14peiXwZuL7hDuFNxV/9u1T3ze3W/Ov+6t8un68j9sPsXHyQ+uP1Q8PDZI8WjD91lj+mPq55YPal/6vH0cE9Ez+XfJv/W/Uz2bKC3/HeD32ufOz3/4Y+QPy72TerrfiF/MfjnkpemL3e88nrV1h/ff+91weuBNxVvTd/ufMd+d+Z96vsnAzM/kD5Uf3T+2Pop+tOdwYLBQRlfzld/CmCwodnZAPy5AwB6GgCMy/D7YbLmnKcWRHM2VRP4T6w5C6rFB4BGeFN9rnOPA7APNgfY6LCpPtWTQgDq6TnctKLI9vTQ+KLBEw/h7eDgSwsASK0AfJQPDg5sGBz8uA0GewuA4zM050uVEOHZYLOXijqZxQvAF/IvQ7mBHEK1UNQAAAA4ZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAKgAgAEAAAAAQAAAtCgAwAEAAAAAQAAAdQAAAAAIkoL6QAAQABJREFUeAHsXQfgV7Xxz48NDlDcE9yKe+DedbS4qqi4Z9XWuvdetdaq/VdbtdZRqdatdeHeqHVUrQs3Q3GgoOJiCOT/+dzlkrz3/f4QWwdiAr+Xy+Vyl9y7XPLy8vJt8QiOgdcWgeoJQ0ocyQB40McixkAIIlXiFVERqPC14opshSZxk/pOTfLHjRvr3npruOvcqbObe565UFPTTGhLbFIEpqn2RwOS5mkbPxj5gRs1cqSbv0cP17lj56CSH0/7K7Ycmx2Baf7+l/ZTA+F+x9segXL/cw1U1FJJ5FSmzanO/1fvc17/AEdUBCrtSg0juhWaPAckU9P4F+ssVc/rH+CIikBpf66BiloqiZwqWQZIyv1Ps6zvzf4mYQJtU738TqVbmKBYSSE0vHfk0BKYGLYZrzzPYItzesIJn6Acm+Aiv+i/2F/pf+pBcm9hPsVwFuf+JccZfZ6f/EwVm/DF/xT/U/xP8T/qPZr5E8NZnHuSHKcc6nxyimZw8T/fp/9p08J7ItPVcPuQ1tskGUC2xFwfV1VJY9NuxAYKNflYWcJp4TEji1yLfGoo0xdAppLWE5R0XvSfdFHsr/Q/9iEN6mOy/gS04IAq/se0lPxL8b/USWYvAJlKXjdByecU/5t0Ufxv7liK/6n1J+lL2sWmRf/bErdwsN1TFNS9CKmBFmflcxSekWBj6ojEYeeazMpMGZhxNtDijEGOKvKL/ov9lf4nPiF3DJm/mHIwY2CgxRmTHFX8T/E/xf8U/yM+IXcMmb+YcjBjYKDFGZMcVfzPt+d/2pjOqXDsxbCkxpbUTBLIVFge0ZmSiTAydRmD2ZalD2WBH50Hg1zzybPxJy8SFPnUQgqmH1UO8EX/7ApmZMX+aCowjtL/tM9AFdZlxM0U/yN6Kf5XBx25KhjtRYFgN2X8MXVU9VPGH+iDSijjbxl/4UDCIMP5R8MKNPNyH6M9qXYFkcegbY65lqsCciY50xyWmuSEjUUbeBNR5Bf9F/sr/a81T1XxMeovImklr5IQV9OIEXT1AqLi/4r/L+NfdeyOnaTeifJ0DpfxHyqr6rCinqjQGgCi4n+mDv8jK9B8rtLAShlcvWmCtSzcc3UehgBt/vSOfMuRmGlDVOxFE0W+Kafov9if2ULpf7kGRCumGriN4n/oO00hxf+mAQa6gGpMMxIzbQiqLQZNlPHHlFPGnzL+mC3ETiKAYC0L3ab4X/oO72QCLcoQ5RCpTiV6oKBHeUtsr4otU9+ha4qf4ZqCjQu8VuAW2eY0gbXejCI/aK3oX+wisyWmi/2ZEqiNoJzS/6iM4n+ohOJ/Y7cQdfBSxp8y/tIOGGwiUhtXNMvmLiQq4y91YkOMwLiU8deUQI2k8bfF4xy7oB1DmwkFQjUoFiFkMcBaCPuDgA0mmGj5+G/n3EipjIuAmuaVwcrn0qyExUqZX4t8e1wx/UVdFf0X+yv9L3MWsWcEF6NpXhms/xT/k/RkkMWqqfxa/G/xv9pzrP9EWynjTxl/ptHxp42OFsnw+QqDhi8hrHBxILFOoYvQkcIoEeuivtHlT/9elJfxBbVwiD2syKciqYWi/8xOiv3RLBBK/zO/UvyP2oOYReVS/K/6z6AUrgsZWMYfaCLzq5IKF1GSakr1l9EV/2sWFG2p+B+qpMz/gmFwCweUwSdEBonUEUuC1hJwSoBr1uEMl4oHPpYhccKxqKTQMRMbYBIDUBT5ohtqqui/2J90GLUI6U6p40iSl9R9hDjiFUg4FpVU6X/F/9A4xJZgEcmABKnWBnzxP8X/iMNQi6DJZB1Hkrwk8xHiiFcg4Yr/Kf5XrGEaGn8aTuGQDoFL1mVk0DXj1032ds37ClWTSvE5VqfCCcqpBa4Widl1tKU1zq+xCACjUlySmqCcWuBqkZhdR1ta4/waiwAwKsUlqQnKqQWuFonZdbSlNc6vsQgAo1JckpqgnFrgapGYXUdbWuP8GosAMCrFJakJyqkFrhaJ2XW0pTXOr7EIAKNSXJKaoJxa4GqRmF1HW1rj/BqLADAqxSWpCcqpBa4Widl1tKU1zq+xCACjUlySmqCcWuBqkZhdR1ta4/waiwAwKsUlqQnKqQWuFonZdbSlNc6vsQgAo1JckpqgnFrgapGYXUdbWuP8GosAMCrFJakJyqkFrhaJ2XW0pTXOr7EIAKNSXJKaoJxa4GqRmF1HW1rj/BqLADAqxSWpCcqpBa4Widl1tKU1zq+xCACjUlySmqCcWuBqkZhdR1ta4/waiwAwKsUlqQnKqQWuFonZdbSlNc6vsQgAo1JckpqgnFrgapGYXUdbWuP8GosAMCrFJakJyqkFrhaJ2XW0pTXOr7EIAKNSXJKaoJxa4GqRmF1HW1rj/BqLADAqxSWpCcqpBa4Widl1tKU1zq+xCACjUlySmqCcWuBqkZhdR1ta4/waiwAwKsUlqQnKqQWuFonZdbSlNc6vsQgAo1JckpqgnFrgapGYXUdbWuP86vQjwiRSIZkGky4EmS4jLZPo8FpHp9AkMMIwxQ7JNJW2FWVlZtRSMhEJH8sTtCWQU+RDGfgvGi76F0Mq9mcdxGKxjtgdU9cq/S/pIqpHbCh0JYGZk2syJor/Kf6XxoD/xf9CDWX8KeOP+UTRRO41tZ8QnXzutD3+NF2B1mEmqUD0FC9UmLiSipoMG8kiYE8AVC7KVYq2Vqo1PJlansUqqJqKwoVe18JBUeQX/Rf7S10o9qW8vxBuvTelvCpNNZXzK/2/+B8OosX/lvGnjP9l/pMPL62NGq3h87GpSlNNfXfjTxsKtiCwXDjLqAal41Xz5BMNRQqhYJHOUAG2J5DQeUhtxOpWpTwvUlYuKiNmWJ5QaF6RDz1kyjaVZqiifzGgYn/aY3BVoPQ/6yzF/+QuROHif+E1rKOkEUj9Kq+aV8Yf6CEbbKxLZagy/pTxR/qL9hhcFZimxh9ZgRa3kHxD8hoRmmxmpNIeFbQUiwSgGkkZfnzAD6QlK+RnzDJwspnN6WKRAFSjIh8aKPov9lf6X/E/4hqjv8zcaQQnmxmpiv/P9BTBAFQj0Vnxv8X/Fv/7w/a/4YdU0J9l3steXg/RE8QVirRbsE5rO1NRJkyMCZADf3qSATN2iQUOc22JinyoJOkmKkkfLyQpubgU/TfTk1hU0CDyi/0FXZT+R2sp/kf7TPG/yXfI6XawjTL+mBKSbuhNNRAnGlJ/gmQZf5rpidoq8x/VDK4/kvE3rUDj9svcVo4uwmtv7TO0CvYY7UMWCzJdKuiYiEAibAUyyiIfCir652yn2F/pf8lbRAfB/pHQBlm2pGMiAkbWamyUxf9ARcX/FP9T/G8Zf3I/Gx0k/UOjG7VsyYmJCDQWqGGM8ofof8MKNJsA3UA53DFqk2cvLWJGeOY05YFcSyAPgD13kUdSsBELNtFrMlyD3JBb5Bf9F/sr/a/4n+Azi/9VRZTxR0dIG1LL+JvmE2X+UeZfyRq+8/mnrEAHd42IPZSTWuupmpNfY64AMZWRGI4xQ+DZcAJGXVJershX3TVeTUt6m2IqIzQcY4aif7G0Yn/RFKx7m6WonVjKYsXWrzFXgJjKyAzHmKHYX7E/2ELpf7ErlP6nnsE8RTVVxWpeusZcAWIqEcT5C/MYiv8p/ge28C35nzZp8m6T1sp6stpgIgp9HxUSctCancY48GGFQaRowAHNWHHyHbMlgqFTnJUhbMGYGxukhV+RX/QfbMRMROwOuGJ/UIL1pdL/1F+ISor/kS5T/K8MIeY3MgOJKNETLwkjZZgu4w/0UsbfMv6GTmJd5Ec2/raJfiPogZENu1EndSJTEmm5Z46BDgVgzFJPI1m8KJVetQgImKzRkbbIz7VFNdWUFJVc9F/sT22l9D91MrFr1LsMHUvwQsX/UBfF/5bxR82A1pCHMv6W8Zf2EEaWMv+Y3PwL+5xNT2lCmzBNJ7iREEU9NizWxirti2SLjDFfjHWDhwwWGt1JrfST5LZYSeYAn8sFlwUWWNB17tJJ+VWuJOQA0Cj/3XffdR9++KHkSRHUb5FFFnHt27dvxkFwLDMKZXL5Cy20kOvYseP/3P46gxdffNE99q9/uY9Gf+zWXGNNt8IKK7h27dpp3UKzouUSaypSinBN7f9i7Fh3/333ucGDB7sR749wc84xp1t2mWXcaqut5lratLiLL7rEbb3N1m7GGWd0H330kbv00kuBu8httfXW7qQTT6xwFbmUl9+Hr5D/Vfe/lQZEUZUK/Bft/y7kjxw50m3Sp49r07atu+uuu9z000+Haje3v9ieYP/fdPtZlz6b/My1bdPO3XXnnW66GWZoxUSgTLl3TW/gVKH/cbDdf/zjH+722293//73v91P1v+J23GnHd06a68T1dhK474X/f/nP/9xV111lbvjzttdp46d3Xb9+rntd9zRzTrLLKm+Bn1L91/Zp/7/Xdi/NSnFU5987Rd90C9CH50OfXQqt/+GnjkF/m9q6v/vvvOOG4UxJbaDANuA0A6+ctHFFgXEVWrvXn7pJTfJT5I0yTj+T9dlOjfXXHO5119/DanG8X+66aZ3M83cFWNXVyzURSkonexvzLhxbvAbbwCHkMmPr8ZDOc3yGNM7OY7tpmotGK6GDG0QbC42Eif5pf9Nfv4XOmHUnAGmaktLbMgfkP5p3A1hUoaJ8CSYf4ZvAC0TsYGkufuuu6iOJn8yXc3wWVofgf3td9yReE2h/AsvvMjPNvvskS/s3z/z9NNa3VrdrA1/PvdcP9NMM8cy7PMDBw6U7NiWKZTPCscyJgBlx48f73ffbXf4CWunxvPMM49/+ZVXjLIqE6nIqyb/888/94cdehjqPZNv26aNX23V1fx2223n11t3PT9j166+Z8+e/pe//KVv366df2nQIH/ttdf6mbM2HnbY4RWZeSLKnIz8nF5gK4TYwEiDuhtNQ14kSkBOE+Fa+xN1gIwQsYGR5n+Uf+utA9Q2YBcPPvhgZFsBTOi3IF/khPbfeuut0U4rdfmO5FfanCe+pvyJEyf5vn37+uWWW85fe911vk+fTWK77n/wgcjZ2Prv8f6zMnjo9Z26dPannnqq/+tf/+o7d+4s9V1rrbW0rlZRxAamRgRMs7xIlIC8fIS/5/Z/3/r/Kvm33pL6xQP1Pvo/9n+5M1OJ/qem/n/un8/18847L1/6xL7Lsb5rt25+++23jwb96Sef+F/84hd+1llmjXTzzTe/P/bYY/2bw970u+22m+/WbaaYx/E3nzO0bdvOr7rKKv7fTz8VeRowZMgQvxd4zzXnXJUyHTp08PLXvn0FP+9881nRVuPY50AR4ank/n9lpVHhWGcjnobs35rUEFujv+P2VyfQVola7SpoJhoQAVXBK5O77r5bDLhnj/n9jTf+07/33nv+gw8+SEYdOgs72Ttvv+Ovv/56P/PMOpm9AxNohgrbKZB/3nnngX+LdmxMWJ9+5pk6F+GbX87DJDrvtDaBJs3XlZ/ztfJ7/WJPPqxWZIg84Oacc060/e2aoMSlLv+NN4b4pZdeWnits87a/rXXXtM6BkKsNPuDDz4ktv+RRx/FBH6ctGTRRReVcocddlgSYFBFkCFr1SJNhU4Tcq3g6+VbyUxkNb4po1KSiRri9ddf93ffc08NXy9fKZQyc6gVkjFjx/r999/fH3LIIX7ilxNqcrSQXFspn1Hk0hrhrDzbdA/bhJCh/bgxqMt+B0hdJkxAXUKu0OSEUlIvim4lM6OrCMrwlZJMNCACqoJPDBRdzTz55JPFDrGiL4RYjfZrrbmW4H532u9S4WbiKqwy7hV8YpFRJGQzqJXyI0eN8rPOOqvHWx1tKOhuueUW37ZtW9+164x+LOouRVspr+hWMvN6tEJSQTPRgPj6+s/FRrjCN2IbxVXoNCHXCr5evpXMRFZrV8qolGSiAeG99NH99veHoo9qv6iXrxRKmTnUCkkFzUQD4rvT/9TY/zmpn2766aXvcjJ94IEH5loN6prkjzzyCKHhZPqLL76o0AwbOlTyOCb227afzBHwJtnfftttftHFFpM8vKn1fzjzrKb6fw3+kmUpn346D3i77B/CQ/niiy/mu3fvnmdV4cp9TVkV9Pd8/0WZDRX67uyvyIddZPp3+nASMFkGzScmAVTXny2nilWTS3ksddddd3psn8AqMCexyvOT0aNjZ7FJKwchE/jcc895vAKSFWgrVJWUZBgkdIEYr1kr/J/hBDoQ1umt/Vyhtbow5gQ60gL4OvK1Liytf0899ZTw5tM6Xvn6FZZfviKL8v7v//4v1tHa0kw+V54XWxyTYEy811xjdT8GE6pqsFKT4EgOFjkDBgyIvH/ap484GZtAW/uFhxUNDGMSwP/S/px35GkyBBGwtcyYBDA5+bvvvrs//oQTjGMWk0PgUo0CDXIF3zwzYIXF5ORHZgJYKcb2F8AUCSUvrclnm4474XilA5vvWr7UTaV/K+1faaWVxDZff/0NakEkffbpZ/7ee+/1X375paQVq9nfZ/sH8A0E+ttOO+0k9bL6Pvfsf/Dw+nrAWWS1Zmx/AUyREbd6/0lgnAh8n+0v8ov+v8r+7rjzTt8Gb0LZT/iw+dFHHwYLViseNOglP91003lsHfSTJk5sav8d2ncQn7DffvtJvtn/u++867vN3E3GLT60vvbaq6F8tVbY5iHydQLN0vanILZP4i1Sl1BWo9b8L3NNfrH/Yv9VSzPLmOTb6BYhWD1ncXh8kyAJQgQQgM93uoiVSl7ACpnSMi8xI8MWt95667lll1vWWCEmrTCVmFyIMflLLbmU22ijjUGiPJWUvDR8lfw2LXK8tZELb/Jg0CjwZVoQqEGbvAyQQvLfyU+NIfMW95cL/uL6btXXDR061P3jssvck08+4fr23TpUhq1vcffdf39sv5ZnbRvlH3HEEdhP9orsCfvzuee5Tp2wTzura67/00//vZt//vndhx9hT7g23HWw/dYBYe0nC9P/5ORrrXi/WII1Z8F4ARh0J8y0/cwN4kIkBRQtDKr3X/hlPFkoSJIy+f0f+NBAd9nfLwOe++tYle9WvlQ/q+s3If+hB61NQU+Taf+3If/r6P+/kT9p4gT3wgsvik1gKwTumt7/LthbTl/Rri2+Cch0Orn7/9/ID8zFXqbE/v/z3H+kSKdO+j2G2d9SSy+D/ZQLVur6Tdz/b1v/X7f937f+i/zW/d93Yf9Tov+NNtzAHX300TCtFoc3zO7AAw6Sfs2af/Lpp26rLbd0iy22mLv873+Xb3Ok85FCGqD9v2Pn8L0Tx46s/88x5xxuyy22FNTEiRPdwIcfAUyC6vgj3xJZ2SbjzxJLLOFOOO44lAt+tSZfigAn2Zn8KWm/8Sz9P9y7JvqnauV2T0P6x6xRjYkNUzMOrQQiTlpIwo9iQlBaXAPKjJnZwoMTXxIhLLlEL3fKb04WWNgAUkPVwqTnP+UZGCJx8iknu2WWXFrKiRzI58eB/ODoD2ed5Y495jh3B+AvvvhcyptAkY8HYZWvLeCD6ZNPPOlO//3v3e9OP9299PJLsT7WCJWv4mTiDkS9/WPGjHEDbhvgTsbHd2eecZZ7+qmnAh/Wmxx4pWyTDwTAXXfdxV2GiTMn6UKJD1322+/XkZ7tn6V7dy2rTIRdXf7HH3/sLrr4IpG0xupruqWXUv20pn88rbt9f/kr9/HHH4kslY06SFW11IQvx7tHHnnE/fvJJ1uVP37ceId95O6mm25yjz3+mPty/HjQggkZIpj80aNHu5tvuhH8J7mJfoK799773Acj3hcKpXNu+Ntv42HhPoftOe69ESNiHqskuiOhJjAn9g4rF+B5s+gar2aZG7JbBLdV3y3dlxO+dH6id3SuWN4AASombQQxwHfefdvdNuA2h72R7iPo0DK1+np98okn3EuDMKlDeHP4m+7hRx6Oz2/kgS1G0n6sjkb5WD6EzAluAv4mTSQ8EfEEaTvbj32+gjdFUdJXtf9p6HmrrbVNYJR4ZP3vMwxIN990i9wH1tf0T5g6pOzHn3zcDRz4MOr9qVAwj/K1taqcD/EBEO8XAzEfjRrpbrvtNjcSMRF1+xPCQNvs/rP9T8A+Bj7ykPv0c8pFEIEqldcJoBn65jA3ZswXkt0G90rv2ySpuyBZmSbyJ0Hfz/znGXfLzTfjXr3sJuBePDTwIYgAZ/zP9U8blED8JNyLCRNF9kTw0NaaLrx7Qu79IJH/5pu4948+LDxpRryHr778qrDCCluQMVF1g3yGcePHuf888x+xj8cf+5cbP2GciWhoP4t8hP6IlXaHbUduxHvvCg9tcmAY2j9h/Jfuqaeedjf+80b9CEvqrqyb6Z+M6v6HdjnopRelDz0F2/pS+hAFpPYTJoa2+/jjsJtHBrpPP/tU28hMViuzP7xBFPsz+7/n3nvcB+9/QEqRP/rTj91Nt9wkRaj3e++7x73//vvKJlAxoi2IvQwc6GjT9f5v9sc20P/cjPs+aNAg3MsJbuBDD1sD5F5R8qfSL250X04crw2iEFGp6pXyHmP7Hka/AK1i9Zrrn/fnpptviu0fNXIU/McAxw/4GJQWVy0a5Wue9r9m/R/rVsEGJ6rNC7ckn74Lb0vdzbegnS8NcpOgu4ewQCByMv231v/5kbj05+D/Ro36UPzeyFF6bygpSTPYu2HDhslY+iz6FhZerYGx/XX5rbX/hBNOwEfxy0n5/pf1dwPgc7F663bbbRf3PibV111/vesoD6HkkOQTJiaeqRvqb/ef8qfnR6EMIOT9b27/5ALiOP5rkrhBLw6SZhxx5JHKxLIEa01W7UhlwCqXn9s/pTSXTzz1xz8QMQhL5curQpqZsEremv1Loez+F/nUF7SgCkREQHX6netfX2Sk9xW2VK2L1LjaanUkBErfe2QYA+vEeTrBmGixxZU/24rQVD7kXXDBBfKhwXzYBrHBBhv49h3044BOHTt67rPWoDKuvaa6HWNt7BM2eVA854/44K4f/FWq0/XXXQ88LV/r9ZB8RIj8QALH7Xv1WlLKbrjhhn7ueebGnuYWf9xxx1njESd+eX0aYe8x8cLHf22jPH6QwdC0/crAn/+XC0Q+6/ib3/wmYPOoUf4XY8b4Tz79RDiTcsufbyk8uIXjphtvivvNyRMr//6LMbo3TTlN8nfccSc+FJkHe9ymi+3nxxm//e1vo2AMSn633XfzXfCRFfm88vIrvkePHgJj1c6/+967/vPPP/P9+vXDK482fjHsw8apIJK/+OKL++HDh0fVWfuvwZaa7t1n9vPNO5+fffbZZNFv0UUX85joiv1houe5J87uF/qPwLwnGLSlbm++OczzI682bdugnfqRSqeOnfwZZ5wh+aM/Hu2pd9tPftQRR/ljjztW9raS74EHHuCffuppv/fee/npZ+AevxY/Anv4zf4vvvjiBvksl9vRggsuKLKmpP23D7jdt22XbMLa1gazTO7rfBrboPbeay95Fcr28nuCPGBSKtsM+LEoTp6R/bl8rbrJppv4Dz8cFUn5Qdyuu+7qO3fS+/XZZ5/5nXfaGR+cap9imb9eeCHoYQV1kyK21v9pYzvtvBM+aO0mcrt17SavczfZpA/k8lUuwyT/5JNPim6C60u6g84Ww71VKrM8TZl8trV375X9jDPM4Ln9g3ri1rAll1xSyv353D/7+eabV20A9+lcfNNAmSNGjPALLbxQlNV7pd5CP3r0x5V7f+QRR/rjjz1ebIV6PwD7OPv0+Znyo22JfYXvKpDPbWIMd+LVNT8E1v6xhNDTxrR/5Mqb5DEBk/7XBR8g0u7ZF2jD3DM6Idis2f95558v/WkmfFzVjjYB+SuvvIp/7dVXG/QvFZFLLs/jw+FrZM/nfPPP52ebTT/gop7Zh3JyLAz4nXbcST4yXniRhWE3XT0e9r3cv1F2/7x//PEn8CH0bvoBJerz8ssvp37euZO/7bYB8kEYTlcQPbz88kuaD1q8KfM47UjEiryddvRsm9ppV9HFpn029aOCnZoVvPfue2h3bz/DjDPI/efWPurM7jsZ4sHA78U+Ch/FezfivREix4w3ysMH14susqjvhvZJv8CHqx9a+yDwsUcf87vsukv8QPSzzz7VftEefgZtaAN/fRH6Rd3+gzBEkzwWObC1bk2xTdaF2xk0TPKnnHKKp27M/rk1yIK0E/ZNP9O7d2/YIe0b7cSYY6G1/v8o+/Nu6M+4B5T5+Wef+5133lntBmn6vwsv/KuxiTE/4Nt4443F3/Hjc/ZbrPb6HbHN8Ff77uv33fdXvv+l/SO9AZNrP7dJmF+Za645/eGHHy7y77xTv2cyHhLn5gq464xdpf7cwmH3nwAelOV+0/9SdzgNp8LGEtQX23/oIYcGVOACf7XAAj2NLMWarekAW/8LJc2EUhlAk2t/hTC0oiIgJyjykzZ+oPrnE6eE/F42Q0SDCvSMBNekYI7Kjc3wnLjQ0PH6RmLC/AikEowYyP79/x7prPOcfvrpEceTKD7KBuqrr7lG8wL/JTBYPfjQg/7PmCxxQmcO7OSTT4oi8XQc8XSW2BoQ8z788CPffZZZhOfaa68teKyGRPn8oCgF64KKadZ+5ryNjwat/dwbhpXRxIJQ1n5LciJHXfHvhhtu+K/0//Of/1zayQkuJ5UHH3ywOLm2GJSolxNPPFHrAfkffPC+DADtsTdtCD7yYKX4YafVgRNnVmKPPfbwnJgYfulllokTV+JeeO55TEL3Rn6L3wsTQAZO2n7yk/WlzM9+9rNKc//wf38QvN2fCXjQWX2NNQS37LLLwoFN9OPGjfNYwZZTRyjj4IMOlskS60zVcbIyKyYNfNh5A/tUeR/OOOMs4cF24o2Av/nmmzz3GttEfHF8rMIJLycc5Nm371YYRPb1q6+usonLJ62c5PTs0dM//PDDfvhbw0X+iBHv+R0wAJEWxwh6rNpLe6ek/WwTB//11l9Pyh988EGhTSOlTRzQVl99dckj/3c5gQ52gtVXv9VWW8mgixU2kfkZHlrYfrYXRzeh7u8Lfs/d9/ArrrhitD/adO+VVxY7kAcf2D8HeurSgooJwgKSKT6sUC73L1IPrNCn2Mu80UYbyaSD+nwf94nhS3yA+dZbb/mHBz6s+oEcPqAQN+L9JEuIq6J8P5wwwwk6JygMvA8roA35BIMfJnXrpoPwn/70J2UTJvucGNH+cGyk4Hlf9tgj3Xt+qLQQ7z2+0mf/32rLrWQfJ+u2JWDqe8cdd5C6EsdvNlhnnizAifywocOE7x133B7vz+NPPB4HW9Z7Xpw8sMACC/jBbwwW2rvvTicUnXkWPo4K4ST4JT5c/+Mfl/txOL3nHewBXRD3j3XAa2jYvvpKUVFNT9Q/UX/4A/oQ2mH9mfaxOiZ25LEc+hBW4kWa3b92aMMjmd1stOFGYh+0mxEjtE9RX7Z3nXykn+PDT05G+dDIh/OVVloxtn+ZZZfxa665ppwSxLo8Bz/AevSFPqmzRx4JdgpfsCHsxewUx3FGu+bJQjwhSf3jJLnvtF1OoK397KNrZH1U+kXQJR88+7JfYMEFr/4Fy732tE/6X23fCOG1J/wYebOubB8/0F5Z+sURfv4ePQRHX43VdOFj8oOoEKn++QBFPvwg3gLphwwZIu0k/1tvTeMG7XtmjGMffxTsGw8O1KU9KLBsa/2f/nelFfWbAvJdC/1Z6n3E4R5b+EQeH/BGjPjAqiL2uyzuD+k5lpE/Pz6nfbHeM0w/g1977bU8P/ZlYL5dBbSUZhhKsGeceabaQNDjqWGxp4G0UooTaF1U2W9/7IEOxNj+gX66p/JDXemvLQhJxpQ2xfZw8s9FutGfjPac0B+CMY4PJhmpsYhxQ14NockqUlJVFPhN2fgfBQegCZsKieZXqSRVRRX537H+4wS6creiqdXujiUtjnR1s+F9jERV1kjZCrRNIGn08hFhpLSyGnOAp3Pl39777C2di5NWlrO/R//1aCx9zbVXC570dAb/whO6BTpkK9OxYwc5Xo55PP3D8IwHYpAXQbjyidjkH88Pu1AtrmpY/ZfHR4HVbsOi1gbATcJ5558Xy593nq4+JzIra7Hm/Gzjn0bn/tBDDwGZ8qdUPifQbN/8OBVl0KAXo0ieMkE8Vz+M75VXXiE4DvoSgjicNS34/v0vjeUfwFfOpj+uRrP9r+N0EGz5EBpxzOD/97//PbCahOPALpAyPXum1QEOMFzJXmbpZWSV3gT0v/RSuQe8n6++kj4i6YOPIin3uOPzNwFejvDjPXvu+eeMhcS22syVNgvrrrturDtX1XhiCVfesfVFSPBaO97/9zBBNrWfffYfswFGlXPjjTfGe3TYobYS4nVgmoL2U6CufLb442ttolxOykzP72Fl3wLbTzxXfCQE++PqP84zlzxO4i3ciY97zX6xdzFO9EbhxIl27bgK3uIfeOB+I9c43H9rPxVx/PHHC+/DDj+sQvvOO+94vh3i/crlkoj3mHWlfJuMVApHASbQ+9lnm83PMnN3TCjHRf0//PDAbIKhtHzAosxzzjmnwpITasq0CbT1l8Z7Px73/nbc+9Eorzx32WUXuf/YDqU8Q7Xy/mH8SDAnVt4o6+/9+ys9rjxSkjiuCjMYfY8eOjGjX2LA63RZSdxqq75CJUhc/okHZvNnV/zjioBO+jF+zBgyFH0Iq9zL4KSeiXjYtIAz4KUOrMcrr74iaLt/0W4EOwmrxe/BbvSjrnj/II4LESzPv92w6snw2quv+X89pj6WRytS/8znajXDq/QDj6kfMHl1e+HqdLJTfcimlmbDfefJCePHZfcdvlknlqn99DNWL+2jmkd/TXy1fd6/8y7sE6vizIvtQ115KozyafFHH31U7Bcfol+0x3FqbNsD9z8g7TL7YCLXP9P//Oc/5X51n6U7k5XA9lBGPoG2dvIh2vjm9i0M0KTW+j/7s9bb+aOPOVoeVFiGK/q2QPDAA1Zv76+86krpf13wUd3YsWOEPS88opF8uFJv9YiZpm6L0WoLefuxZcqvgQUPs1d+oF8POb3l2VvJNfBx/AknnOh32WVnP8ssunDFh4uzzjgTO/UgM4qNgOjfJtBmfyaf7Zkep4TkoZn8lG98LQ45lrQ4VUTkp/KAgv+t4LJEkR+VmGnFQMuzOOAtafFUoH/5co49BjYmVwVhegzsAsDHnIDG2CrZGGRDTCjBRLJ3VgKKWCnFwxNlCLx5T+QiF8kgf7nll5eypJht1tk4tjs41ECvcsaOGZuV1w8ChSMusu8KMdOrr7F6LDcOe3uff/45wVfkk4Jsg/x/XHFFlI+jtkQ+Pyjq3LmLED777LPYj/olS8Uwufajd7nzz7tA2r/FFlu4fbBPuaKdWvulHaAYh/3KWlkX2p90PMX6D0W27rutW3zxJaS+5L/88vqRJyZQod3Orbfu+m7TTTdxhxx6qNBRJ9wv165DW1EPtt0oHtcZZ5hRYLLn/nC2H6tmbuXeKwv+gP0PcH023dRtgI9NGCZ8OclhkBYYWwAQayuxLQL72se4TTbbxLVpaSt45mCFxl3yt7+5Sy6+xC28yEJSTm+Sgnn7aVf98bEKy53229Pcdttv73bYbnu33Q47YD/0O1Lg9dcGYx8u5WJ/HX+MBBXHg5LDMX+ufbsO+Ih1Q9d1xm7I9Q7nmgovqSEvwVb79dvOYWJEFtBHi+gGkwZkt7jVVl/d/fa00ySPlyltvxTg/acig/2JXGYAh9esEjNbiQRw2LYkAFYIJTb7m2P2ORwmgMLuQuj2c3wzwNCt68yx/5140knhYx7nsGLm5p1nPmH95rC3QDn5/n9NkIs3EMLXLnPMOafbGXKpuIsuusjhtbLo0PIpQPu/8Y+tDO2maFGClJt1ttncyA9HOZx37ga9rHvV8WZA2kaedv/5Aw7yoldanKTxBzakkaq4KGMG3HuG/ff/td57/ODSRhtu7HA8XUU+ayfVIXG4/+utx/6xqTsU/cPkv4n+0b6t/miT2rVzY+GrLvrrha4Fddts883JITIbMOBWd+pvf+tOPvlEQfOHWtivXn7lZbf9dju47bffTuz3nD/9SfWHijz/4nNCy1ZbMPlMX4wfT6LsTVC3+EE1yvVDP/jbpehDl1zsFl5oESl6zTXXSNy794oSywUNnWOO2d0uO+8qyQt5/z6H3UAcViYlpuQzzzxL8rFFxq2y8ioCU5+qf+ewEim4hYMfoA6vuVblrbSi+gUSEC/yaC8IF10Y7BT1wNYTR5+0Kn4YivuCGVZfYzW3q9Cm9mM7iOQJBuXM/q+5OrRvxZUq9jfH7LDPnVUe2/fFF59J+W7o68boxBNPFpNh/WZCv5hnvnmlsm8OH6Y0reifmTi7ON4vIQYT8mHgtylUoo1/xM8+u7aTP4A16MWXSOZWX432vXMsR3Gt9f+8/Sex3uGjeGzncjj9SWo67C32Zw3PPfuCyO/Zs6frgB8XsdottdRSQvDKa6/ix7mGCt7qLUyYG8fqpP/c/vgZCstIOVzwhsCN+mBkagd5xM5kkqMU7KcfiT3TI9z1190g+85nwI+AvY4fSzn40EOwTxoyJyOfNWK/4bcD3PN/zz33OhybJ0WShMnLj3WTOpp/Qhlr7mTkg0qC2Z+l2fgiP2pjsvf/h6R/mWmKXWQGHQ1UMvKuYUaAjLpBmHmIlfBB3UIyG8VpXj5hJd5PSiXq8s8660x37z364dmumKDss88v3VZ9+4oA8mFJvNZXgSKOHwohMAN/NpdnUj/WI07r9fRTzwhZkk8qBHo3gPwQA/tHgVA8ByU6JTosvDIWPjiWx73xxutSTNUw+fb/9YK/4hSCZ+UXkS6+6GLlPAX6x+tGkcGqP/usTvxVKK/anq+Uj3axJXjrGosy3aljF0nzocL0P9vss+HDnVswSdwHH27d6rDa6/Da1r0z/B0RkziQn+qHuOmm6xy0RZZKha0b7lZ8BESqY/C19vzzz+PwmpkEcIoIof2D8NEgw9xzzR1UrvaHfddu1113dbz/kgG25Mx7myQDAeS7+GjwCwz4/CWsbftt4/r129Zts+22rt/W22JwvtDddOON7sabbsCvU7ZDAfxqFj/uRDm8npW0tV8ZtwS6XApg0HNShxUSKfMlHm62hQx+mNd9lpnd1ZgIYeUHeaylc1PafiHmDWaFQu9UyZLjsNVGqkeuytnhQ7T3HFbOhWChBWkjVftbbfXVJI8fJfEXwRjat9eHTMIYylEkSZl+BugB8sd9yYfU1vs/XpW7V155SdQkp1GQmVRK5YtcsMUqqNRPJWie9T/KFXwmv65/5m+De8eAIyHdMkst47Bn2w0eMkQmr5IRtEG1ccizPh8qlEhIgGD52H4g8rt0nl5pJFNptGKon1TQai8Ewpb3nx+2/XIf9A98+CX9AydzDH87TFS0YQ7HbuHjsQlu1u6zuA6YoAsHZeeWwEfWRx91lFtoQZ3Qvv76G5K/GfzMttttC5vqJ/Z7wP4HOrzdcP/E3w7b7yjyQy2FPrYTyEGDXhAcvtNAnKg6QjYnnrvttru0Cdtg4n1ZcIGFAx9EwTeuhokqA30rT/5h4MRMzBNwF+svkqNyOGG3KQe2DSAnyR/x7gjweVnUusgiC0opXlRNeOjE5JEpsRfQMWObbXDfEXNChLdHbqedd3ZDhgx1hxxyaMYZfbhdW+Gn0vhBqsNHymgfHkSY4MM8cVYf3lOVBwz890uDtH2c+CoZbKjW/7CKKVnjxsJHQlBqGdEhJVGwPwoMuiSFyRd0Dc8FDQZp5zJLYXKPdg6jfR8Wykl20/7PnLZttT9rLbT9WsJjgUDrPX4M+7NSLLaY3m9sR5KPR63/c7yTgH7StRsXRVrv/6HFSp+1/9BDD3bP4lc7sS9bGv3+B++7X/3qV7H9LGD9T2BeYv9vcRtutIE7DydMnXv+uczBB5+fuIMPPkRglQkNAmgmn7g555wdC0LLOfxIk1t/vXUdVtXFT5v+yah1+cwMnKXA128/a6ayKCnVsshP+phW9J+mUemO04Ky254MoGIYMDIzCB2TQkqinFngBZRy0ifvMI5Ro2puZrSCqcqnU15t9VXka27sU3VXYEXYTrEgH/I1M9d+qPLJkqshIivI5095kt7kx6NzonzmWl1xIgNODNCKk5lz2M8lT7ZPP/OU/Hz2G3gyfv2NwQ6vvLSciJaLpKMugSLnV199TVZ0555nXjwd3+Nm6j6z0uVFWtG/rbySz7M4WkuLYLiSKoeURDmzJvpH+UlSJrWzbbvggMPPrYZsrKoOddhfJxPRdddbxw2Hw+UkmiGXH1e6pGc0l88VqZ49F3D4YRd3A04WwHYO4SOWFIpQHgMnZxqsJkyZzQEM9oeXO6LX/P4PHTpMin6BVc/NN9vCbbbZ5m7zLTZ3m22xmdt8c6SxCrjpppth0G2vt7Z27GG8Z8KFMlk51ANRqGaUTzz1j4/Q5AQDPEngxJXLHT4sk9KRFwpOSfu1kErRlbxq+zndM4xS4RSJJ/8d6/WprDDHWoJdi5tvvh5hfPL4OfePRUSmSaGJDJgK+mgmP3KG/p/Cz2+z7awPV5gZ8v7XY775pf8R+dHoD0O9tf5qs0aPgpExuaQ2Knc8dB17lDvu+GPxU7wd5SSDyy6/zGEvr7vuumur9h8e5MhFQ+Alno41Na1ZNvOBi/2f+Jp8FmPtg80xZTDtdQX0D/z4g8N2EPfm28PdMsssayQkxPGVw0QvPN0E+8AlT1gCsjhUC7RDJB/bpmC7sNvNYbNiv7TdzdwWsN1evXpF+eSgugztQjRs2JvCY4S84QltAV5lBTpQ8OfTGdj+z+zUFMFomR7z9ZAUC370MRcRPFa0k26MUy4fv6WtZXBVlSb5Tz71pOSxHp98qiu+WicSOzly02rJE5cYjjnmaHfcscfhvneQifXlOM0I23RwosO1QWXa/mb+5yn2Cxok/j7DCrPKslqbPG3/Rx+rvMrALsYcaxgm1FKtyepfGgMytr/F84GCCWuZ6iPaf2B3zLFoJ45Yk3bi1BGe2rTcMsuJfQcSRNA/GFmNrCXk1az9Wo5UqAPlyw3RUj/ZYEPpS5/gdKErr7zaquzwuw1SbL3113fdZ+4uMpUPr5nXAK9cvjG4/Mor3Nlnn+P4JvHiCy9yvVfEmykIvwb3Cx+Gg4eVUq7WloAWGaQhng/JO+ywPcW6S/Hm5OprrkpkrcjXmbHKUAnK649/Ojvo7avks1TSsQhXRrham0licGP/szZqscALYrWtRT71Yvfd4nRjmfvD0T8+c8qboy0jKjUhQWYyWsKMFLGBUk5zebUg2WBqZLmTIlYlhFzQ1eXztfsKK6zozvj9mbJK+CgmYPhBEGMvMcswKBetKXEwb8UhwTzsMQs0pHZu1ZVXxVUlCiJcgtvDk+usCQ0yHhXUs2dP1wMTQcacEPZcoKfDV9NCZ/JToVAnlOU2E65SzoCVjPvuvUcGDNP/2WefLQ8GrIrWhleGpP8+fTYNr/8w+OH1lAZIVKGSbCZ/yODBwtTIGBtXkx+ZZPJfePFFrNKs7t5AeR51d8ghhzl75Z1kghv+x9rKyGCpWEN30AEHusMPOxyvpLdH2+/FK1975c/7H94YgFxWnhE//NCDWjjWlDI4GRnq8LGawIl7IEXEtuHUDol5ZBw+IhGYFWSehQcfuN/h59V1kMvkk461N/0IVB/tkJ/6QosceYUfwhHWx2I1ceONNzIxElPulLY/yaeMak1EpjXCYtSUbwosvIlVWW2BYbi9ZnppZxtsY8BHUpKRty/BWlSl4iGrmfzAlnXBvs0oBB+ZCqzVIgfdGsM28O3EisuvFPUfqw6ahkk6iqp85WF3gnU/6aRT3EtYQcdpLpwxOA7+W2+9DR4mnxV5vLSxexUx5IAgb7jQ0pBvbaZ8hUOtWpFPFl4mVIRYxxaxLfaPwUMG49jDR2Q1fEZZpVTrsBbMM/fcon8ex0bfxZDkM+Xd5ZdfTiDq9O4wkUmUKpNtxn5ikS8F2LpMoQTnnnsuQT340ENCItmojJHhV9/cIw8PDLK0/fbQSeWz3qzfdGHlkqvOK8oWCOMgBMJbuGZo0z9R1n7JRmL22WaXMkwPGzpEYSFSSvMtfCvQeyW1U7nvJ58s952r8ThlR+/7Nrjv2Dpn8pUDUpn/4RsC7UM4qm3w0Nh+Cmb7VF6LzPnZPoZkH03sv3b/pQC5SgNjilwkwWt9/GGGkVOW+V+2Ex/syTF928K++RyIj+DEvvHhfOCXyTImQX6z9kshkadyYhHg5sLZytjv7Tp26OR2320Xh4/z5O8v5/8FD4Qrusv6XxqKm6WyLYlDglOdeD/2wXaJgw46EG8OtpEx8ZK/XeI6dGgv7dz3V/vKcYZkbFyt/UGYRGyL5Z933vkYXxcQ/F577SPb5JhoJp/4/P4zzcBab7bJZlntE/8G+RCey0+UucwcTu03WcqBKQ2iNTCVOOIoBTiJFBYEQKas/TmU2lzkJ118v/rnA63cLrl5AdQbnW63QRrrzRY43Hc1gshB+IUsQYoTQwHB4SKxMUUqp2V9NCsSuD332BOv2AYJ36222tLhAxI56jFJZKGcSzI/0kzAObBkSoqRthcLab5+X2hhvkpUWXpliWSgc801lzypG8XFF3O/HLZuKJHQXnH5FXp2rqR4qcq39u+1z16OznA3OKt///spPPlf6biSdvzxJ7ijMPHCT3pLVUyWsbN64fg3fSJHxkv4IYpTf3OqkFSarpio0z/+8Y/uxJNPjO1nhmoqcJUokwjQUmf/8WyHj8Fk1YuvwxQfSiPihIBB5Gtm5K1Uku2GvzPc/fGcs4XwBLRVHzZCAZTAIRtKiCs+7hP4/gcexA/O6IqVUTI+6qgjZU+k4GIxvPaVlXNl06NHT+zT7iCDIY7rw0QQ9UQBIceF52nvsuuuOlgKXrhp+wBmKWWIQTvhVKikAXJCv/uuu8sKzzrrrOO4n5gcSMUB8pJLLvla7acg8mZ5nByCq9XH4iBfBEi2W3zRxdHe9pK44Z//lBJKpfkjsJ+Q6V5L9dI9lIKWFgCKQ7wSZ/KNohoH+aDGkWjYCkK5LdhaQLkWtP08+5dB5M6k+8hZEeEQmTJlCQU1lXCE1lpzTSnYs2cP6Tf3YvDHSSHIwb7aq3SfK+HOXXQrku0/Js76Hw0Vp04QhRD4A6ctUizRmhPyAyVTagVKzfQf/++P2j/wloP9IwVtv92/BeFjtM0eiwBnBLLAH9GLOKOWD9AM3IPPcO111zt8/CxwoJR6/d///UHOkBZcqHi9/y+88CIi74EHHpA+ZO0XclyOhK/hq3r+sAW3MRGPj95EVt7+D8L9Wwr+lnuDtR4qVGQqWHG9AVXRqclfdHF+X6Bvff6JN1CpccrZ5NG/d8UWOQac4iH9qGfPnu4q+Mu778Z9x9YRyr/6KqycIkhdghJC7US+tg/2CfY3wD4lzyoIpNqnd73ww12295kTdAaSKZTHhgm4wCuIlnJ6aYl2yO8srP0mX2KwwokkgVFLbCffPLCdd919D9qpWy9sn3qqGYqRSS4/VE1RtfEHxEJOmlCGgukHu2C73RnYy843Zny7eyPOhX8CZ2XPNbe9QQtVRNGKfDY0k8+3K/hA3S2/wgru97BxE8O3JcedcJykR+I8ao7lGkKFJVI4YIIcTeHDQncl3ji3x9a1T0Z/It8E2Fn8JiTXv8qttZ+EYCd5VrEgRSOTjJoB1FTCGaSxSai2PzQqREV+VLOoCSkoT3AxI2hVogBTewA1lXAGaawMBA688vuvN+C7039836aNi63TelhSM4FjR0TVA14fyJGwFgAMWaqEuNqjTZcrLtIBjFAktbjx+FEEeEqVa1ckuUp4D5yJ5EAOX1fffdfdjh/VBE1LvcaP/VI+5Ms5mNSPP9TX1kw/8+wzwp1V3nGHHU2SvBZmWaujODcg+MHHttiHJ3xRiB++7bP3PtIGtr8/ntSPPuZI16UTBm4QCZ3xydrPAfJy/mIeypyGj8t2wEosV2O51+2UU34jH7Tx1WQlGDOJefGYoJ3s5pl7XpFzLBzTVVdd2ar+r8CqFl+nnfPHc4Qt26b7WsGJkzPjDzx/YILJcWPHCi0vXKliGZzrjKvKfwnw8LfeltSY8WNlf+e7772DQ/91ssdy/JEClrP7+ebQN5kSFvFHbCDvvnvvE/TYseOE30CsmFEnOP5N8Hx1LatMED148BvugAP3d3fceZfbmL9SiUD94+xTQu61V14T/twewkn/1tgjTy63336H2wITHP5ABo4kcI/86xH58GutNdbE6ktHspEfy2A8Gqt7lRD0Mw5vDgTE/R/LPeIBP37Cl3ijsA1eb3/o5phtDofTESpvIgZje88tt9zqvk77Kb9zl85SDZw2IvGjjzzq3nqLOvRuDHRFI2IVxsoeZe9m7Dq923N3HZhuufVW7BEdUtH/ffeonnfZcWexPzL9/DN9hU6Yk0ppUrBX7kFliB/maiYw1f4/Az6022OP3QU/4JYBbsjgIcoHGOr+PmxRIrTLTrsgDqKRwR/cYf9jkI/TEOfyJYOXQMOYdnPX3XcABAOk11v/J27b7bESjfAlf7iEAfi5w9aZ55/Dh3ahPThizp1//vmSP/rT0Uob6KWfgyd/Lc3oI0GQj2M3yRofYPLHN1Q+aYa+NUxIX3n1JYlJ9BL2ouNcc0mPw+QJP/XtPv8UW4n48SDyB9w+APs5D5aPgPnh8Q033OC22OLnbmus2FF+X9htO05qAdPOr7n6avTJcfh1t/fh887Gh6m/k181pYDW/K/0ofDQxy1Lz+F7CYYh2Gp2wEEHOJxd7X668cby4e8ee+yBnBZHuxnMN1VZuPeee9laeZUulUcDcKQkMGp/n8i2DzTKbiZA/liJhc9Cf7LHz6740HiPX1Ae9EA7hb1YQFHZ0kZ5O+HDOQlAvgJ93o0+b/J53/ttux1V6cZPxJhBCPLHjUG/DMHeMuLMcNgn+gVIboW8oZRHASGwfQzcKkB+1L/0i0ATH7Y0Ez6S8lK/aE3/pJkXdkg2/CAaxxYSJWkc0SkTd6qMdmWBdsP7YmF9bKHoh7eV5KEfqLMSzfs/208bs0CbliagPQzmm8d9Ad8e2vY2bJTbjiiHK8MnYfWbiw0//elP8cYoTAu0uOhPL9X+b+0f/cnHbmN8eMsfbboK9spvP3L5Rx5+pOxfp5JvGXCL+/Of/6xVNf5IEbSFKfwWQSWfH6LjaEe5z48++i/8yuGBkm/y2X7eK84rGOTNIoHQfrM/qVNoP7P1pgukYKBXTJYv9eSleftz+7cm5e0v8lXp06T+4agrIZ4QUsHWEiCa7DEsdSZ5GrCelUoXAouEL4aB4cisB0RITkoEz+9deOGFlVZNXmCsakm5YObywyY8KooBX14LX8vDRMzj1/M8XrV6TJqkPH4qPB5hxzK///3vK/wuxZFPFvDauPKDI+Tbfdbu8iMfmGDjOKJbjVTjWiPuuvMuzx8AYFutTuINsvb37NlTytaKVvmG1Dtvv+NX7I1zfKE3Hv100EEHyXFtPApw+PC3PY+52gFn1vJM2+eewzFugSmPtFpk4UWkDj/Hma0xAxDPLSU/1o9nKDOc/5fzY315buqee+4pP4DSpXMXaQuPOurRo4d/DcdUXXX1VYG2xV937XVS3i5wbn7uueaSMjw3l0fmLbfc8npmb7j/PN947732lqpiUFdeQV9zzDEHPmrWusmRSGiP2R9+2lxoec7pbjg2a6mllvZw5H7428Pjj7WwTei8vlP4oQGezcqzdcmFOlmyVy/hsTzqxHN36wGTnNA2Jz+cwUpSPs+etvt53fXXyTmq2GPs+aMIT/77STmDGZMZOSv567S/sU1L4WzlT6VasS7QDe3KAo+rw0emqE+LX2LxJfxbw9+SrIH4QSCe6boLflhBQrCFc87RY91okzwr1cKnOJOX+sRexUwAAEAASURBVGG7fr3frw1djTP98/gxkQs+PKrwLZyHTf0MxBFzeEXu+YMOTMcA+IIL/iL1pIx/XPGPmEUgJ80zeJwV3gb5559/XojwUZ7nWcUY7HHkZDqz/QwcdUW+/KEV/nAP+wb2cvpe4Xxb5rFOf/vbpfLjNL2WVD+CFWTxEXX5PFt6QZwPzXI8ApFpVpL3H6+7Bc+8jTa2/tEVR8hp/1gEP2Yj/QPHvPEHUPBgFOk74Uds5Mxq6G0FHINpx3hS/iGHHKJ0yCNv/nAR20n4yCOPjPJz/VRgMNljz9CHUIbl5mQf0g178Sg9Mkp246CjXv5NnHHNIHaDHy+R+5cx5w/IkB/thj8+VQ9XXXV1zL/uuuAHMqW+i3630ELUJ+x0icUrdoqTfPCDPDtXWFbuO3IwOfQbboCzzdu2yHniRnzDP62Ptvg7cQSlBbHPBReS/r9EL9jnm9a+h2Gf0/udcVRaHs7G8YfSPrTxxeyYT55bH/vFvr+W+5+Xq8Bo7xgcDWfH1S24wIL+KNy39XHuPfum8m/Bj+ksJvLxECnHtWH7Gvw47BtB2rnRhg323Vr/P+dPVu8W/+ILqT9LvXGONv2f9OdwL668Mt1H2it97AI9F/CLo5+suuqq/oADDvBDhw2tNCsmwMP8L4+IZb+gPeBDQSUJMnL603/3O6Fh2zlmXnzxJdHmScffF7Dxh0dRst55oD7WW2+9eG/23GvPeJ66lMcPtZhecSKMx6/TpuJ5fXIYraiHRkydAmkQWfub5Ep+BZ8zzeEiv6ImJirqacgNiKlI/3hIy42B1W/eBME2ZGUITHTzYKkYA8BHK37VVVbBgKCTWOswNHxOBFdddRX/zDNP52wExtFHfq6555YOgv1Qnme68lcE+cMG7Iw85/LnW2whZzOzAF55yS9pcaJ2IAZQ/hLTjPiVIx6mj1M4/PY77CBnUZugY449JnZM64Sc8GJfq5F47Af2Cy9UncjjS1+fBglrqRaxFI6w8jPhB0uEL5wMHZlNnvP288coVPdWMooWQLBZFgdyfEgpv+Rlk0vKIH+e7bnnL34hv/xlRR7Gjwj06NmjIp8/QkEHiNMS5IcNtO0OE5W5PV6bya/IbbbZZqI/5nGAfQK/JnfCCSdIe2addRZ/7733ep4t3RGDvMnngN9nk01SvQH1x4/hzINfNGT92uNHNzhJHIWJOidZdL7YMyfnL1MH/PGDw/FLiTZpYH43nAN6KSY91TDJDxkyBL+UqL9AxwnLI3J+t2rylVde8cuEc4GlbeDDH0t5lg8VCPiIU35FztrNmL+6OGDAgCjm17/+tZ+x64x6/5DPX2njmbI8rzcvZ7DeX520ELcHHjoYvk77ccoAHs5Sm/Cz4tIrf42B285KJe+uqFc83xb9jw8+G6z/E33YwAMHXsv62TEw8lfasMof27TrrruJbs3+Zu4+swyYl1xyscf+WbRLP71i31oF/XX8l+PVK5gxRU6KoNyfrL++yMVHZkkufjSH9s+A6uGHWT7w2IqB/qo/eGDyV11tVflhm8nZP3/IiA+/POuVP87BtrH92CKjtaEABPzsfOXHZrClw1/a/1L8MuF5YmcLwn+cjodlnvs+7zyqY7t3eu/TwzC2P6l9wG6MhhO6zdEnsMolv+4o/SNMbvG62v/7ibx/zOrvQf9gYPXwM83yYy15/+c55m+/87bQWPvp23532mmpT0I+fxnwmKOPwcRgQqAVrgkO7TcE6bCiKOXYf1h/+qH+2cKA0X4w8gP8qBHtBnLwNw/0wgk3To6RHywyST/fAv0cftp0gb2t+LVC7edsIP2AnP0NWaSp+AG9PSLyA9oL5OHDN7EZ/qorJ3B77fWL+CMxVjfquyPOa+YPvfAX/njf+UuCOM4SJMpU+ij9CGSy/7GPHhbOQycFthf49dkv8ACh9jmvyOMDO89dtsnQrrvugn7BB3W1f06AOZHEPt44/lAGxwbpFzyT3EJN/5RLG8MRqnHiuO5668qPCs022+xyb7fZeht///33i3xpJ87dxpYasW+sYEs72CcZyK+1/o/TiaRd1n7We3/WG31Dxs1w//lQyfGXiwT8LYYVll8h3kuWTX/aft4/nudu8oO6Jc1L794ryf2zcvTXq2HyzaB3RuPNNt9Mx3zal8jRxRD+Yur999/nl8M4ajw0bsFD//Qex88JL+P3NhaHqKecdg3YBB9+DWf+F/vf/T777JPqYRWKHBNg919r25xQsA1ZGaLJ/bd6S5yRJskKFfmmHMYGV7Uk2IasDPE96R977sN7C5ogrC+GpmlDhrgaaRes8AABPDKDlUxAlKRAJAj4WnoitgiMeP9dh8ld4gaaj/H6iKcG4FeMohAez4Sf8HX4IQGRz71umDQJzYr4GBET6prwxDJm1ORrvT1ez76NbQX/wZfgy8Wj1iJpBAIXqvYbar/J15sUBIUIv9IlJyLgV6wcfkUP5zsvrh/IfEPy+Uqa+p+/x7xoGO+nx/FlrzqsrOjr5oBtuLc1+Tzu74XnX3ALL7qIww89iJL4Op9bPubhnruK7eiWiieffALbNDq7ZfFF+nTTs4zKlzi0n9tPuN0EKyg1Hqr/IdjSwA8iF+jZU/btYiAR2ZVL4BVxTdOGDHE1ivaXeIAgu/9fp/3cX44VIMc9kRJEVhBoim5FPnXK/ePdcXbtsty7zlkRmIh6IxBrmfHPcHU6SRsyxNVIXklj5d1hAJeTEkRe1v7/RT7PpJ5n3rnkhIlXcDQZVnAd3hhg+8qMTduGNy8OP37hVll1VdB2cvzIkTay9lprxy1CWWub3DvkSoUD1WTa/xb6B+/X/PPNF8vg4Q39YwH0D92bHjWH/f6DsB1lCLZLYMW+dn+zGqEA93E//fRTDqvTaOsKbubu3UKlqoo33kkRVmcv25JoC53Qh3hqiewbz9tlIsGEW5iefOJxHMM4C/rbslU9iRCTFOJq1ESHIJjM/Y92SntpKo+nIL0p+3OHYRsYt8rIfccRZVgQifKsVs3an8v/hP3iiSfdzLN0F13YfmdRQWRiukOc60nyjSjE1SjWx1SK1SmcbvK5w2o+jtRcTPwP63jbHbfjfi6Hs6/niKRq3/PARoegna/iWNFOsp94xhlnUBqRFQRaQ6dAft7+vP/hTY6cGtO/f3+cGrOMGzXyQ2yh+Nx9+tkn+FB+tOMWqN+dfro79dTfOCx2hLZ9c/Jjww0w1pNNG1G14YY1tRgL6r+19kcaAyKTgGiaNmSIq1HT+1/kaycyzTXcox+4/ls44ccDN5qhgyzbk/xGbHZsd8JYyy0O+4Oy8pE2M2SljjmVjkksQ5Gvesh7pGnMYqNIcdE/l3oYzH6iror9QSmmFWooaqb0P1GF6oNXhqSppCeDLFbK/Fr6X+l/Pwz/MwYfwS+Lh5AFseBw2223w+DVqnllMPtff7118YNWm7uDDjwweoxi/0k/qi27lv7/Y+z/lVM42HE4jbaOJC9cxD5MNaGvJQqzHimp5QOK83IDZfDO+AIvMmJvVMoiv+i/2F/WT/jCU0LqSzLWlf4X9JJH2BCCpGmMq08Gc18CPU70a5IKFyFSSl6L/WV6KvYHi2BItjQt9D/+GiQ/UH7i8SfcK6/zQ+Wq/XNNDVt98Kb1ebfVlltOc+3XOyrNCk2vtj/6iWL/VBXCtGX/2iJp1v98/9vJVFYmsjCiEKs5IUGARpSvXkmmUrAiDLbAR9erw5ji9SpMBRR2gOTsVSaEDfKDXIuVe5Ff9A8bKfZX+l/xP+I/5SLOUT2kIYv/1S5Sxp8pG3+XWXpZbOnp5EZ99CGOwFzUrbH6GrLFhD8Tjv3w+EGoJ7CNYxRO1LjSzTcvtiXlodgftFH6X24SP2b/k/ZAZxpJU15FWlrj/JoV0tlvRCRnlqCYaYAxtnSI62hL55INl4pWMUlqghJtK4JaQRvnIp+uI9dCrlHTkuKS1hOUUwtcLRKz62hLa5xfYxEARqW4JDVBObXA1SIxu462tMb5NRYBYFSKS1ITlFMLXC0Ss+toS2ucX2MRAEaluCQ1QTm1wNUiMbuOtrTG+TUWAWBUiktSE5RTC1wtErPraEtrnF9jEQBGpbgkNUE5tcDVIjG7jra0xvk1FgFgVIpLUhOUUwtcLRKz62hLa5xfYxEARqW4JDVBObXA1SIxu462tMb5NRYBYFSKS1ITlFMLXC0Ss+toS2ucX2MRAEaluCQ1QTm1wNUiMbuOtrTG+TUWAWBUiktSE5RTC1wtErPraEtrnF9jEQBGpbgkNUE59SD8rsJZZ5zprsZq9Oef89g4jx+UaYNvaOZ3m+Bn5E/BsXb4GFOKGOdcsuESzyomSU1Qog1QtUjMrqMtrXF+jUUAGJXiktQE5dQCV4vE7Dra0hrn11gEgFEpLklNUE4tcLVIzK6jLa1xfo1FABiV4pLUBOXUAleLxOw62tIa59dYBIBRKS5JTVBOLXC1SMyuoy2tcX6NRQAYleKS1ATl1AJXi8TsOtrSGudXzIfiR4SoQOX51UqZJFkJRDWB1wUhI7CYhIADXb1BVrsadfYsV+QX/WfvL3JDyeyq2F/pf8X/BF+rr6iQsBWx4n/L+ANbEHOoOFAbfulJc2sRGKfj4Id1RsrkGUfaKW1OWPxvnNeU8aeMP/n4k02gYx8DUOk9eUaWV6WppvIiNjEGhU2uI3EE8gKZjBpaklbGYqWppvJyRb5OzKGhon8dPaKxRCA3GMCt4UlmeRZr0WpKcZZT9M8HI2io2F+xP07uYmeJQN5hcoIankkrY7GSVFN5seL/i/8p/qf4X3iIb2H8kdP5zd3QCYl/is+olhPQ0XkxDU8oBZTGHnozVMi2VUVQCBHojRhAA70gjLDINw2onnhV3RT9Qw+Z8ZhJZahif2I8pf9pj8FVgeJ/rLMU/5u7EIXFgZihmPc1V1P8r3WiMv7ARrLBxrpUhirjz49g/JEVaHELyTckrxGhyWZGKrWo4HxikQBUIyljr0MkK9Jn7CI42cxIVeRneopgAKpR0T80UOwPw2EYB8JJVllfysFoTDmyCZzRRbBqeBGN0kX/Rf/F/sKolXeMhp412cyMOqOLYACqkZQp/a/0v9L//rf+J78oIlNee4TKuqOCsSfGJ3S+FGsebEUZ+WFgJkBqr+f/cNN1LKp7SYQ0XFJeJJLSUrkin0qBior+m9kJlVPsTzWDa+l/6i+K/xE9FP+rPaOMP8l3lvGXY0aZf8jsSi7JNlQzvBJX5l+mCaojn3+lFWiqSnRFCrz2VZ2xXNJh0qXiw7WCjokIVGibJYyyyId2+KBR9F/sr/S/5Cqig2D/SGiDLFvSMREBI2s1Nsrif6Ci4n+K/y3jTxl/cj8bHST9Q6MbtWzJiYkINBaoYYzyh+h/wwo0mwDdQDncMWmTZ/uVbzpVoTDlIaElUAiArfspE7mSmwESR/omWCtf5Bf9F/sr/a/4H3WSxf+GUaOMP2X8ZZewKQXMIs4nANj8QXqN0UTi0Jc0ql2Vi5Uv848y//i68w9ZgU4mRuujUUUrrBlclitkzWgNx5gh8Gz4AjLjJXR5uSJfVNLkYlrS2xRTGaXhGDMU/YulFfuLpmDd2yxF7cRSFiu2fo25AsRURmY4xgzF/or9wRZK/4tdofQ/9QzmKaqpKlbz0jXmChBTiSDOX5jHUPxP8T+whW/J/7RJj3I2abXnMTU/vZoxqjnKDRFy0FpWjAMfVhjGq2jAAc1YcfIdryWCoVOalSFswZgbG6SFX5Ff9B9sxExE7A64Yn9QgvWl0v/UX4hKiv+RLlP8rwwh5jcyA4ko0RMvCSNlmC7jD/RSxt8y/oZOYl3kRzb+tol+I+iBkQ27USd1IlMSablnjoEOBWDMUk8jWbwolV61CAiYrNGRtsjPtUU11ZQUlVz0X+xPbaX0P3UysWvUuwwdS/BCxf9QF8X/lvFHzYDWkIcy/pbxl/YQRpYy/5jc/Cv9EmHQGAce0xy1WBuIiFICOmDsjcbGoeYkYCIZTXOb+y7KJXmRTyVraKq+oKii/2J/pf8V/2O+Io+5NFb8LzTS1IGW8aeZZsr4W+YfZf71teaf8hFh9LvB18gqDmH8xbksJ2t1wnzwtkzEAnJHvjkvOnMGywMYRAk6XgKyyA8KKvpPNlfsL+nCek/pf6aJ5KjMxxT/k7xs8b86xJhtJM0o3q5l/BFNlPE3GEgZf9OYU8bfpAsbdTj+Nl2BNocSYk5/g29JA1UFoS995NVoxCcmWr7CJWXmUCskFTQTDFGO5sq1QqhkvGYUCdkMmmz5UIA0DEW+6iHX7mT110pm4CJRKyQVNBMMRf+qh6J/MQaxkYqhBPUgUnQrmYnMCHOMwJWSTDAU+1M95NqtKCpkI1J0K5mJzAhzjMCVkkwwFP2rHnLtVhQVshEpupXMRGaEOUbgSkkmGIr+VQ+5diuKCtmIFN1KZiIzwhwjcKUkEwxF/6qHXLsVRYVsRIpuJTORGWGOEbhSkgmGoP82ujhhWM2zq2E5MY7rzyyomwgBEKuc5CoXK8VY/xStdJYbZQiijtVcwxb5Rf/F/kJvYDcq/S+4j+J/iv/VcUWucrFRg7H+KVrpLDcYUPgIvo7VXMOW8aeMP2X8Cb2B3aiMP8F9wPvaCnR0FswKCf56VbMdzpqd5REhSs1WoslHfRahWpACFVwQqUVCosjPdJxpS9WT5Yk65SK3Ltp30X+mtRxUXdUxTIvKVMHYX53pOCPW7CxP2CnPCEZmWcEIKm1MAiCGociHEoIyiv4zGxPr0IuqJ8sTc5JL6f/sQ8F+yviTGU0FVFvJURWVhUTpf1kfy5Sl6snyRJ1yKf0Pevox9T9MoCfhzttMS40gsxUFiaZpyL7CLDeQ88D/lpgnxCAKPIVGCWs5amzhqlyVLpOQ0EV+0X+0sWAhwVyK/ZX+V/xP7sPZP4r/FS8hPkIdBa8MuabCko9mVMaigGIkBXEp/idTStALlFn8b/G/P1b/G1egzXfoS1FzK3Aa/KLAPE7oPtUOk/cpepqcOE/nsDHKyEN2ka9PtqoOXIv+qyYFkyn2lzvs0JckqvexPJ3DoUyOCnDpf6X/8a2jmgOuxf8U/5MP6cX/lvGnsmD64x5/4gQ6H0ubjcXRoWYTZME1KahDkCo2n+w0kGa6b8irITRZRUqqigJHmwIU+dRA0X+abDaYipqIXBvyaghNVpGSqqKocfxLG5+K/ov+bXWmwVSK/UUNNOimhtBkFSmpKqr0v+J/iv8t40+cpX774y8lNATzShYHAktaDFO1x/PqtAFosq2/8srkNNBneZyEKF+LQ6YlLY509WkL6Iv8ov9if5VelSdK/8sfc3LNEDYHY3HIt6TFka74nwZ7Kv63+N/if+uOJaYb+kvMIWAOxuKQaUmLI13xPw36/I78j5wDzfuhN81uVHhnIwdCsmoh2KucJrvE05qb0vIHVioBTCIfZghvpSjyRSGqDAGL/kUZxf6ghtL/ot8wl1L8T/AVphAuNyRYXUg1Tecb9agEgYfhs1zzzaX/QUel/0XLMJMq/S/0HVNI6X8/Vv8jE2gxA3OaNA3rIJJRVY12JmQAiB1LzCmkJOLqjoVEpThN5/NrwRf5prCi/2J/agvSMUr/S77EfA4wcCPJs1BdISVR8T9JZ0lLitN08b+ZuxXzSRor41+wGVFJ8T+ZZQQvAwxUlHpW8T9RG6KUH4//bRONILcSTH8jPoOopEiGSY7CeEIX4pCSKFLBsgIvoJRnoAv+K8rJi1gZoYkUSJlMsjW4yC/6p6EEu5IoN6Zif9Y9S//L7IQgQvQuuckU/5P0kkHF/9qYA8Mp44953DL+m4OlPynjDzsH/ixM2+NvG13si8OIjChMpSl0gjL3kU1loaxMXwpm/IQXLkBlZJF/kU9Dy/QFkKmk9QQV/ScLSroALqEDmOlTdKkqzsiifov9QTfF/qgEDaX/Ff8DS0heN0HJ57DHmDcp/ieqQvTGblT8L7VgQSwFKjGLId6sqow/1EZmLz8w/xtP4WAzpiywscEUDLQ4Y5CjuIuML4IEl2dk9FMOZgwMtDhjkqOK/KL/Yn+l/4lPyB1D5i+mHMwYGGhxxiRHFf9T/E/xP8X/iE/IHUPmL6YczBgYaHHGJEcV//Pt+R/ZA029U+HhXQwhDYIEqJkCsCqaRhQfrQIhIiuiWZqyXVSCk0uNfxRhpWv5guZFTcGEFPnUE/Sij7ECmgaL/qka1UaxP+10pf/BJor/odPQYM4CKQFDf7Fs87MhU6iK/4cBBb2V8YeWAmWU8Ue7DFQRTEPdTBl/RC/T8vjbsAJNA8jHGLWM2pWGgk5jiqnlqhXlTHKmOSzmlhM2Fm3gTUSRX/Rf7K/0v9Y8VcXHqL+IpJW8SkJcTSNG0NULiIr/K/6/jH/VsTt2knonytM5XMZ/qKyqw4p6okJrAIiK/5k6/E84xo63jYGVMlgxdhWsZeGeq/MwBItmMPItJTHThqjYiya4rqyhyC/6N1swyzPLQGxZMJtif+w7phCCGYwsS0nMtCFYLAZNlP5nyin+p/gfs4XYSQQQrGWh2xT/Q99hCiGYwciylMRMG4LFYtBE8T+mnOJ/fmj+p2EFOtr2NwTYr3B9NTtzSTQmdqw8ZmnDEU6BxzFp52yenyi/CiryVYO53nOd5nDSZdF/sb/S/9gfmveP1FO+Cir+p/gfjnrF/6a+lPepHE59qYw/ZfxpNv7Ufx/QelXsXsmEFIoEIaNp2pAhRhT3QNf5fVNpHRYCN/QBdgMLVZiugxVj0NieRpTO8pRCOCHD60Y08EV+YCgRL/gr8oNSqDbRh+kvqksQ1F/Rv9lYsT81F9MDU6YbMRdc1JhK/9P+VfwP7CO4Gol4wV/xv0Ep7DaiDwIashxkFf9bxh/zseZ3Laa9WF4wnmBMxf9qL2rwv6YmUR1X9kMQINOlgLgATzDm1Oh0milSQBW4IfrWV6Ct3iUuGigaKBooGigaKBooGigaKBr4rjTASbE+oNrjPB/VAGtGrRohj9iYH4GAS+lvfQW6VruSLBooGigaKBooGigaKBooGiga+JY1wMmuBq4bSwrLybKGLBdgbIO+ZKZJtsywA854ZAUFVSbQUTMFKBooGigaKBooGigaKBooGpi2NCCz5er81ybH3EjPECJBSwII/Ne0xZoyXJlAq+rKtWigaKBooGigaKBooGigaGCa0YCtKGuDbOLLVPh8LrQ07cCXeXRGKDufkSa+succ6TKBDuorUdFA0UDRQNFA0UDRQNFA0cC0ogGbGGMGHCbBtqRsnwRqS/OJthGaDnQlmqkW+9GgkFUm0KajErvx48e7F198senfoEGD3DvvvOPGjh37jWhq5MiRbuWVV3arr766++yzz74Rnsbkvffec6eccopbYIEFXP/+/Q09VcXnnHOO1O+SSy6Zqur1Y6jMn/70J9H9xRdf/GNo7o++jUOGDBGfRh/2wgsvOMb0c/Q79GeEc7z5wC+//DLq7uOPP27wi++//37Mn5YA802lf3z3d9XGxdVWW+0bHxe/+9ZMDRJtYpwmwbpVA5NkALxaEFguXGuuBqXjVfPkXA8mcV5eCUUDooE333zT77bbbr5bt25iGjQPGEyCYW8wH9+5cxe/9jpr+1NPPdV/8MEH/5X2BgwYEPk+9NBD/xWPZoXg/P10000Xef/lL39pRva943qvtJLUcd111/3e6/Jjq8CKK67ose3NF93/OO78scce6+ecc87oE+jXfvbTn/rnn3/ev/zyy36LLbaAPchPmwoN/cfOO+/s33333aigBx980G+22Wa+jSxBtfgFF1rQ4+E85k9LAPsHdbTOOutMS836QbTl1ltvjXb6wAMP/CDqPHVXcpJWrxoJblKOC3DztrSeWSbQzTX2o8YOHTpUOzEmGT/FQPPEE094PBn7V1991V9zzTW+X79+ks/J9CyzzOKvu+66r60vrPz4/fbbzx9yyCF+woQJX7t8awXGjRvnv/jiCz/jjDOiji3+ggsuaI30O8G/8cYb/p577mmQRdzWW2/tBw4c2JBXEN+uBqj7bbbZxn+TD27fbo0L9/9VA4MHD/adOnYUv8XJdD0cffTRsjjAieMee+xRz47ptdZay88111weq88R93WB119/valP+Lp8/lf61157rWk9rH88/PDD/6uIUv5raoDj1/777y/j4sSJE79m6ULeTAOc/k7CPwk2a25GaDSVvDR5FgiXyAt05RxoeMwSGjXQsWNH2dLxy1/+0p133nkNBJg0u1/84heOrzbbtm3r7rzzTrf++us30H1fiF69esmrWkyg3V577fV9VcPtueeeDgOuO/nkk7+3OhTBRQNFA87hoclde+212MfY4t5++22HiXRUy6effor0XO7zzz9za6+9tsPqX8wzAA/6UuaAAw5wWNU29NeOMUF38847rzvxxBO/dtlvssCeqMfc88zjTjrppG+SbeFVNPCD0gCfqrkxQ06z4wt3HnNHhIVIAESOR7LsgTYllbiigU6dO0m6tZ9i79u3r7vooouEZtKkiW7bbftNVXu22rdvj7phCd3OeKy07rtJYIXT/f3vf/9uhBUpRQNFA5PVwE477ST59AmcSOdhhhlmcJtvvpmMj488/LDD1rQ8W2C8LXIjR45y2223XUPelCLoEy677LLv1S+xruKbpoJ6TKneCl3RwP+iAc6BG4NiMUuQLE6auWPaJs9x7oBJtVDY5BkJLVEm0I06LRjVgFnIZPSx1VZbuQ022ECMadSokTIw5OTY+iGrwMRhf7XDK8HKwMFVn5tuuslxZadZ4Ec8Tz31lLvxxhsd9iq6SZMmNSMT3Oeff+7uv/9+d/fdd7tRo0bJKlMy81aLVTKGDx/u7rvvPnfHHXe4ESNGVPLqCdaFHyPdfPPN7umnn25oA+tN/bAN7Ih4HddQf9I8++yzwpo01APp7C924CDceDCuB34ASn7UJ3XVjKZepp7+8MMP3b333uvwCtfxQ8zJBfJ//PHHHScVvI+thdGjR0udTAfkn398xXzq0Npfzze+Jo82NDl55PPMM8+ITN4f6pSThXrgPTPd1/OYpjza71e176OPPhJZxoM6vO2225pOwIymxN+PBjbeeGPXvXt3WUW68sorGyqx0UYbiS+bgHuPrWoN+SzTu/dKbsEFF2zIMwT2Tcv95wo2387lgTYnPmFC6z4hp89hrpjTN/FN31f5JpabXF9mPbbGAoj5Jvqyum+lL3nuuediFZjPPmEx4TwYnjH/6oEfoLNfYC95g17qtM3S5Mn+fMsttzT1t3kZ1u2xxx77yr5b9030e7lv+uSTTxp8V7MHK8ozXzi5D+LZBvom+ruXXnqpVd/0VeNiLm9yvrDumzgu8h7wQ8UfV8AnfzafsRgKSD/wzZmxZVgMN2EzaZlWq8YklxNtAXDBgFNC0UCDBmbsij3EeDTDFo6GvByBDklTkj98OezhlPy5557rl156adlTeOSRR3p+xNOuXTuhwetPDyfisa3CTz/D9HxZ4jFZy1kKfP755/su03WRDxqtbO/evWUfdk6MQUD2LGLF2a+ED/O4PxGrSSIPdu6n5CNCTL5lX3ebNm38oosu6rt27SptX3zxxf1bb72VixMYq1ceA7Gff/75/eyzzyHtYjnuFWegTlhnymdX0xgvhvABEgZVf+GFF/rll19eZOyzj+qX+8hFbtBl23ZtpU7CEBc8HPiFF15YZE0//fQeDxWW5UVXXbr4mWaeyWM7jdDghBPPPY5TEri//ec//7nvAh5sM3m0a9/OH3jggQ3708eMGeOxkudnmmkm0VW3bjN56m2TTTbxGLSjOAwofvfddwfP6aT9r7zyiu/Ro4fUrXPnzqIjfrA6HfJpP/yYq2fPnjHfPuDifnaTx/ZTRyYPA0SUR4B2RBvh/WfcHvegffsOfslevYQOg5vsiV9hhRVEzj777FMpzwTbxw/IqMtFFllE9tJTH2wfBqBI/69//Us+uGX7WH/yZjmzVdYRb2gifQGmDg3wnpu/4vcJedh3331j3qqrrZpneTygis2fddZZFbwl+AE290fzvs8888zCp3OnTv6MM84Qkttvvz3ahsmnf23T0qahjxlPxrQrfnNC32H2yPLsp5hU56QCW19mH+u1xBKoD/oy7Peggw7ymHh5frxNXyl1gHz6X8Lkjwmj/+tf/+qlfyAv7x84LSnqhvTYgiI+ySqwyy67+A4dOwjNmmuuaWgvekGafcj00inTSyScDGD+ljJnm202kUF/++STT1ZK5b6JupoJH8Oz/Zv06eNzX0E/Td/D8YXtp+8x38S68V5ZPttazzffxO94xFfAF1Je127JN+W+kJXEQ4/4JPpu+mbqo32H9n6pJZeKbbBxkf6LtlEfF3NfSHn82L9t23YNvpe+adddd4Vv7QJdtXhMsj3vj/kmyuYY9GMIaQdzaq3iQk4TgkZUHZPSZQKd9FqgTAP6EZ7z+/7qVxm2EeQgJM4Yjmb22Wf3WAGViRMnLniAE0ePFRs/33zzCV3frfp6DlS5QzaHZNyxJ08czOWXXy4DF1Yv/EILLSTOYAkMCvzQgoGT55/85Cfi/K+//nrBYcXRY5VHaCl/Sj4i5GSebWDMwEEL+7kF1+dnPxOcXf7whz8Ib9aRgYPSGmusIbTLLbecxyqD1I8fGa2//nqC5+BFB8rBjR/ocGJJR02Z+QMKVsBlYs56Yx+m8M8vdOwc6B555JGIznVFfeS66tVrCdFfJG4C8IGHAxOO/PP80IrhrrvukrqxfvmEgW2jbnlv7QMj6gord0LPCS7byYC93xgw9KQR8llmmWWkTW0xoDG95ZZbygMPYcu3CQjbzxMSqNu+Iq99ozzogXZl8ihz++23l0kOH1IYOADxoWrJJZeUNFa3/R6Z7vMJAgkoj+3rgIGtefsWifL22GPPONFg/Xm/VlllFX/44YeHwbjFTz/9dP/1KTVS4XL5xjXAvmM295vf/CbyZ9+ZddZZpX/R/khj/YFEnHhyMsY+Wg/s1yyLFW7PDwTZT9hvjA+2bCSfsJ76ldwn1Pnl6X323lvq0uCbYP/8wDsP7Mv0s+zLQ4YMkSy8kYvtpe+i72SfWW899U0HH3yw9BOepmS+qXNn9U31/nHUUUcFXi2VybPVgRND+gIL1AsnvMSZXs4888xYH+rlq4L6W+cb/C3aT59CXTOIr+jbVx4O8r7Le8J7yfHDPvzkR6L0C2YHXOwx30Nc7pu4+EE5zOdklfnmm0jHSbDJ40JM8oXJV7B+2PYjDxC5b+JpJ0stlSbQNi6a3eQTaG3f1pX2cWJs8hrb1zvaH30T780RRxzhe/bQRQqeNGP6YP2m1WBTXY1Dqops0vQKdeOnhVYeJcsEuon6CsrHUyx+9RUTaHbsfEWDqwAMPCLMHBSf4LmCg60RsgLLfK5QWn4+CRo2bBiOyessExnSWbjhhhsiPV6lCporfOTB0yzyQH6caDJvSlag8cGh0GK/cmTDiTef3rkqaoGDEldp6VDZbgt/+9vfpDxXDbjSaqEPVj5Yh+OPP95QMebgx7z6IHXaaacJnqsQdJB5oOOn07ZAXbE+OY55ua6uuOIKI28acwLPenCVJw89enC1uEUcv+HZDtLSEeeBk3Z5IED7baBnPo/+Ij3/dseKDwNXxblCwpDnc8WHgfl4/SqwyeOkNA8cWPCRq/DN9Tfb7LPJIGUPWCzDwS0fpIj7aRhU87LEtyaPD3h2gsPemNBYSA8aLf6YY46JgzlXqm21pxxFZdqaeuIF0Kdpk3wYt0DfRBwf2s1mf/vb31q233HHHWUSFREZYH0IWx4yrJe3cOTF1VIL9AmclDXzCUaTx6wj+2Hum7hKTL65b2IZq0e9L5OOMjmJszAlvil/uGc5ThBlFRn93Ca0xo++qE3bNh7bogzlOXawng16waSReK6iTi6Yv+UEN/e3PD6Q5flnb9lOOOEEWbU97LDDKiyl72Kxgu3P+27ue7igwZD7Hs3XMWRyvqmpLwy+KZc3Ox4k+Nay7pvs4d4qnY+L+QS6Nd9Emg4ddOU/l5d8k/M8YcYeNMQ3YQWauvsx+6ZsDmyq5/EaGhjbX8rNoECIh7cygc7UUsCkAVuBrjvRRKEQV274ipAdkpM566g8M5U4HlXXLHCiyXz+5SvQp59+ujhCTmrp8Pn6crvtttcJORw36bkSQjlzzz23pLEvrkGEDjxTNoHmJJuv6K0eXMXmAEFZXFW3wEkScYzzwFd5nETzLw8/w+p1a4Ml20Zedf1y1aZzl86Sh9NPIjuuXPCVI1eULIiuwIOvasmPK7D8yx9eqKvWAuvNhx8+bOSOnfT4MQnPCUT+QLDY4otJveoDNOk5cWZ7OHHkqjQD9lFK+4nPtz9IJi7YiyllWstfbLHW5eEEGCnL15H2oMGJMnnxFTTrb8Feo1uaOuKkpD6BNnnNjmWU9sH+KM/ax1fBlMd7zH6QB05amJdPfPL8An9/GjjuuOPk/vP+2ISPr7i57Ydh4UV0qxR9EANfnfOBllul6oF+SF+Vu9j/2Bf5xwkTbYPbOsiDYXIT1zpvptU3bRp9ExcizDfNMcccsYj1Zdpna32Zx5Ba6NNnE7FPTjzrQftH48M96XjsKPXGrXK5zXOSlm/doF44HrD9pg+LuVrP/ke92IJLvQ5Mc+sfZdX9LduHH6CSPyv3lX0XfPK+m/se+tx6yPOb+S4+FLFuk/OFuW/6f/auA8Cq4mrPsktTqlRRdBfFDgp2BUUUBRU7KjbU2HtiS+w1UWMUjMYSNWpiYq9YYuy9G3tNsCa/Go2iEGzM/31n7pk397773r5Fyr63M7Dvzp0+Z+aeOXPmnDMklJmeuAmy3L46cuRDJ+tiss6FBLT0D+E0I5t1iguJe7nJoSuHm3hCQfi3GdyEuSgOj8Tn3kv8hmm8H2V4f5CvAYMaXYRASQiAuCoZx4hpuOWLSjd0QCpe8B7IEQxZY3BUJHHZH3zsLgiJwjpw1Ac0YwwIcIMjcW7wfFaaj6KDqICBrWoxRcV33jiYdTTDV77lhRzYuRv+UYEEC4EBIWyA2CUBLk7wCan4wbfFYfopdKwLMmdhkPjZL56jhf3TRNr/sH+Mo5LTDtvvYK644goxHwgCW7IA2ZmBiw80EFnRIozACm9bbLml3OrIsrQuhRWO9nz6rAcLqvkOCk19+/Q14GKkorEBMfxTB2Ru3nj9Dek/4Z91vDkLnDHzA5T2cOJgsFCIeUP2H4OYOw84R6RADHF2nkh9KIfwzusDb7CEHJ8oNmHRkfpoGeaVl18WZcqhQ1c2O+00UUx0HXHEEanmYmHDe2FeMVLrox+iIXyknPZvNuY664MMu/SPidIluWyQdZS2Y7FPlRNfFjwEdt55Z7mplC25+uqrDTih5pabbzannnaaNG6niTvJvOGNhFQ05XdGfMD5lXWcNzNmzhTch5Mw//0x3Q477CDJOc+xUc1mrehdcRNO1QQ3XUHcNKt4Tsm3DIVliEw0+y27it2szeIfxrnvI42XtbEQMzCTJ0+RW2lvBszYZxDShrcWQtxCkxkwI8z/AJdlllvOgAmSwuP6TlyleNBnDDyKb8EoCUKN9A9cYR/W3LcruAK4idaiFDcJ7mEJQDD8VrNO44l/sriJY0EcQFcaF/7eKK4gLqQJxVdffSXBTUPFkgs2QgYbEilHfwQeCUJRXB72L68+xYVUmCbMFPey7Xnrj+uvNW0FNwkMiKW5Fiug856EOxKEaQSGDNa8ydhoooSKySsthrV5CIQzqQQweAWuOEww7LJ9Kk44nWs+MM+TSUTCmI5EDInoUo7axDq5Fdll02aKzkan3iGzaMCZgpb9GmL1g0hyy622TPUBx5TyzsWhYhdsACrNc9BBBwkB/QoQLo7ZzKhRoww4UUaJaS3nvQBWW4KIbqljf9ghauwT+ZZbzJ599lkPb3B8i6qCQqWEkeXE8uhkASjTfxcvSVOEB0NYHytkdnB8XaLgl/Xp+FPbnI7jx36AMy82zGkujFZJeF06rR+ok3r1JXnS6oC65upL9U8zZZ4Vz/9Mvvg67yHAjT6JDI75NddcI988iWASOXTgwDrbyJhgEIEy0POQjSsujSpqHBkIdMyPGw2L4vMCZN6W+S6yecClNDjCl3beDItEiptYjjr5lvHy2eefydzPbog1nT7zCGeN0+8DXGQN8s+mpiaz6abjzO1Tbze/u+ACIaBpJQmfqfg1IfE4w2bg2y2HxzV93pOwZRkkIMs5hysADcC01LfLcliY4gpfnkT4N+8RGLgifZh6oLwouIkCHnm4EHLoSOpMn2l94KLLRuOsX//afIvr4xU3ceMRbswU9qxL4a+4kPWV6h+JQ/Zf6/P4J2eehfNG+1S7Tx5oEzb44wMdDftP8DhpzzDUQUPTEu64McWVI8k0xkY70LU7cX5cz8IPuVRJRMJnnHFmEm1TXNjm8ku8TEYQ2sFHDpEJlFdnIMOVWy1NC0GG1nNJmFYXjzCD1h+WHcaHfnJryaXkwglFM+Hmav4wnXJC8syiMR3bQbNnWZfXBu1/Xj1c3MnxpDv//PPFDBsXJBwzp4ruWwGsaM6plHP9qQPX+AcxMZiXDjKhEkzOFtEGnRIN7s394ohbPO3q6g0UdMKoNMZKx+CN6K3OLxYa7eaBe9NNlcbxqVwjKHb5+ghLXlhDLhO5XHznfNluwnYpk3UO5mmEGRJHefWxf+w/N2scn4JLl6PheeOqcfG54CEAmWaZl++//4E58IADDcSejM45cqS5kabjqcrUO6bKfMprteb56KMPvcnObDpugiF6kQqudH7AEo458qgjU7hJ8Akmo36PLFhx0w/fzxb8mKoseSG3XV1dnTv9yW+Hm9P5ccaQC83KISdsyEDh5p6XsoRc9gJcPgLn9VWtNvUkXMi9LuUWH+hO+h5+5OHcJPxOoeOQjJuDRh5ucqdBdbJmQHFPypK+5aw/WlGpvjMeIige+Hm4AuKPUgxxhdZHP3HT6zDFtyPsiBP+07+ajk3H9ubvf/+7Vps80/An7iW82cPS9VnpXxo3ueKy64/rWz7eyjSkBl6TfqYebq6wc9x3EBEwhDS2OHmhL0mH8JB3TVLabY/qIgHtIBZ/sxDgR8edVznH3fPTzzwlSXbERSrQ7PbJdYL5gBIeTsUQWZE7xIohW5a7EEyePFnsocKMk5veSdps8Vo/lE+yUal32lc977zzJIw3g+nxpfZ/NvQE1MnxGT6mh4D4hQuhEckTJvs8B4BBsrvFUzkJSbLUI4vcNJKLFOF/6623ya1nJO5htkij5cmFnolos5abiqzjkSo3BKUcRSMcKrCGXK6s48I3ZYqDDWTw3AKJ/pPjlHUUfyGaGTJkJd9OgWE2YeZd6w/nAJNwHnRo4LF3neFRcdbRHitHZqWVVjQwbSfRkMGUzVhTU5OhzV5uwrokIkTXXnutL8KNR2FcGcH51LFDB0mTV5/rn0H/hhiY8PNllfpIdP4VEkZfa4IAN1j81jn/Pv7kYyMEddBAfm/8/r744ktZR2HmMYgteBsbG913ATzBTXj2e4bugpm0+6RUOBfqcjhBSyduku8P7YCsssdNSgCFZTgxJxSM/kDmX4vwT37LxJ0F5+Z/Pn50cSwtz2288cb4PpeT7w86LoaEMEVNQufggu8JSBCKfan+M53ABQyBsA9hfvoHL01RsTrz4AP5+Bb6HWLzn3hQcQVPnLKO3y57BJl2j5s0TXb90XDF/6w/64gr2rfvIGWWxBXItuKKBVwY4iaeavztb/eIaAjrD22Oy9hy4gXO416E5eFecuiZhf1L4Sa0XWZEwKBisbOl5ek6gupqyyvddH3lr/O5MS2EulHmWIhjNP480SwZkzgX5eIQhG1o63c8MiUCoCF1PvlXTn6HRts1HfPwjzvlch9r64fC/G0hZf4KUyZdN5HLb3/7W0NRAyYiQqEIROjI1WRk3pET00HpRfKyjnAsYVHCwNSZIFxefEDCh2lJMLHOX/3yl3LkxatwoZ0tZVA+GEoTLFYcF4XpX06H3xoayy/nQu415wkd8/PSArZt1iwnC03OMmUnKdnNcB7XKueAXA9ysXnJARcXdQst1FnSQrtbgkjkwq60+LX/Yd81H5881uvXvz9EEr4Dl+WRIvENpqFYQkO9k8IaOy4NK24KzjjjjNSxKvOEjlxVyk/TwUyXgUkrgTW5ZbDkIX3cfvsJEk+uyl577S2ImmmznBBHqNsUIcLvjbCiIyc46whnjc8ehbK+PcHV4hhOxXFxlrPE8aHT2+XoJ+eZY6CO8uLk9tCFHECFuT4Zz/r22HNPeuWyhmx9rn91qfqkzUkHsoSIzv+wDik8/rQKCEABz2w4ekOZf7D6Y7IEMgnsdomsPCzmyPzIaziJcIp+kCiGmUkRV+ClUZz7MJkn7+uNXM9QT4JuIdRFYocyy3SPP/64xwkSEPw43EQGgxHZVkaxXJn7KET1NMiF5bfMmxTp7rzjTvmWOfco0kQijyJeKpPNNOwzO5/XDi13Vgn5fRJ5Bx54AIsR4hkK2MaJLUiQ/BAuE3Dyw8/jrrsdXIj7FC7jx483JCoVLoWcBZ9sYkjI4I/t14tdYF7QkDPPC69gxk020IoreElJ9tt1uMKmTvDke0Xj2L4s7mELCrjJFuEuhwuJmwxw09R8XIiCJ03aTdLwh7LJvORLHcykGjKdWH/IhYeyqWsUwhV3sD5YYEJInZmKi2Sy/XsAF4hx/sEmtRafrLtuG5/d1DnclKzBPkeNegAXoYYBaXrlNemq26ckIRwIWdvFI+MiA8FXyVjI6eHJILy0eocPILHP6sy1sNm014qPMbftNEVEO8N17QREths0qGkCTG0w5maKgR4CatIJiMvShiSQkpgiokkwELEWMrmcVmLBgdrX+NB9Xno4LtRg53ykbWRqjmcdTa2xfJYDoicVrZreGt+xYyfR2GZaXsyiDqIUPpwXcuCITMxQaftYP+2i0gxRnv1WloMFRjTKWTa1ww855BA7bPgwMVKv9Y8YMdKbZ+M8Ylr9oyY8jueAv+qKNLJp4ojpwAWVNtBKBJC1wIem8Fj+2muvrd0pelJDnvnXWqt0Gg8rWZaNmDTC4iX5QlgVFZ4EUOubZgNZD/CBmKPr0bOHvK+22qqW2v3qaKUEnC6Jo5UTvWSG86Jb125yqYCm5RPypb7cPMsWGs+68+LBWUnZ/9b6OO4gGIrqgxiGjCU2y9IMLIIWGxpbj/HBBkjCODcJe9a57rrrSJj++P5hXNg/nTPsX1592KRIOSwLG3YtJmXuC5tMHx49rQsCtELAsQMBnNuwceOcDeE8SwthBl5o0r1bNz8XWKaadaTZN5p5VEecwO+Mdnj32HMPsVFOnJDnOFdp7QIreAE3AZ+GFy5xnQP3V7KDGPbfsrQB9px52Qbr48VN4bcs7cA8p6UM4scUblrFfR8jRqyb1ywJo81pfhOsh+tFnuP3A+JP6hfaBP0gXNieLFzy8jPM4Vu3jrMu4ls++ReOi/92Ec61R3EFv3uu/7zwJHTEPYrf83BPGK93DIT5WR9OJKUdRfWhz9n6HG5aTGxIsxzipk022RhtqPO4ieFighTjwv7RFJ26sH9gWKX7l1Of4KaknBA3gaHlTBGi/IMOrn3cFNKI+dSig3BRXCbAvaYD+VYVBLROItppXGLJJfwHhCN3jcp97o9bp3ijGo3ER9c8BAhfyFAl8C0gLX7MRHpERKvjcgzaRD311FMtOLBFhdIY/2KLO/NyzEPEyYs6eBGBOhqMF8SafOBcEEJbv5z0tIcMpTY/1iSCSKyT4A0dkTfNRSlSJUKiLVAuCDSvN27TcRZcgpQd0TA//VxIYVlDyqBNTS4uNG0E2TlBcFxgdRPA+lk+iWatk4sUbZNmHbi0FnJ8kg7HjGKTmLdNkTgTmCb9p4kjErJZxwWIMMgrW9MSVjQ3p7ZAWS7tsdL0E5F0JY5tgtKm7w/LoJmrUjed6eU1hDXhBnlHWcTDjRRvNuRNbG7hdIQ9uE6+OYzv1MnZcmZ9bD9NCWYdv13WB2so8kd4chGlWbmwPubjIgWOlnzzNKm1BOYdb9SkySs6zleFvcI/C3uarHL9w6YIdUK21NcXEiC746avcA6wbpxCSF0DFiPR474Z3ijJC1Z0/khD4k+rgAAJVxKQvPwpz/G7Iw5QE3R5aTSMxOsqq6zivqHku14BhI6aydN04J56XLPssg4naFzeU3ETcSlv1lTcROKV85O4KfwO+C0PWopmytz84/dH03khEc96pk2bBubCQEmnuInfh5pbI9HOMrLfR9hG2nkm3giJlDCefpwKFeCC8lgmxLOKbENn8+k7TeUR3xL/63rCW1BhpUiT+Cdxtny7YJwRNvz++/XvV4QrcHooeEIJ6CzuIW4i04Zt5R/jx+fgJl8fcRPaR1xI3LT3PnunxoQNJH7g5oFmQ3nxFtP2wM2FipuYhpvtwuaoTtbIcF0kLhyz8Rjpm+JexYUhftl9D4ebFF5cHz1ukg2Z61dDG8ZN+UbpOAp0Sijr04UWB8+GbiEcJknVOOwMzUSYp5LPG18AdodFx2/aGcp1UrQAuzcNis8qggCPs2CPU8QKaDYMXIvc1vMIjOIU1ECm0gbT8VirsbHRNDU15ebJBvKok2I/lKeT400koPgHj/eA7LLJ5ViPYiNMi4WzyNSRZsDiIsqFlbZD8+mTogNAuGWPOpm2Ulhpudkn0QCPGXk8CiIz1zRgmIciGew/ze6x/0DoYfRc93MsKHderj4enXOsePRNM1NYsMTcHI9AW+oqqa+lZcb0rQ8CPFbHKVuR6Te2FDZ1RQwjFMtqrgcgTAWP8Hun7CpFGbKupTiB4gQUQQxxE78//uXhpkq/5Za2I9sPrquUv8UpYzaq6F3hQpOj1G/Ig0tRpiBAv8fm8C2zaNpyuCIo+kd7K6lPcROfFDVjPwi3OcVNtMzBdW5+4N4fDaDWUACoXO7AdJUi1atLFglgt+dNYl2A2z6B0CQXSPO5rmgC5Ks2ApoE8wTIh9ZBq5UIoGvXLlCgelIE6LPjRDnQ35zzG/Peu+9lo+J7hECEQIRAhECEQIRAhECEQM1CICF2Pc3rPekep4JTL6l0PgYeEuRVoUSY6gFe6nEJhyqtffWVszOJ45RsMuGK4TCnKDwM4A6aikdU9KoyZnzYjeiPEIgQiBCIEIgQiBCIEIgQ8BBwvGWykEn8Kg/a+TXMB0sK5Ue7F03JN/KiEwfONP1VSUCzC9TCVbu4PHamhjGP4UPHY2WnhxqGOj8v4uDxx5AhQ81BMBnGYyXad6T5tOgiBCIEIgQiBCIEIgQiBCIEqhsCQvSCDvbEL7qTkNVOFDghraWXSEeSWeNDX0A+F0hpinBUk6PGLAXx6ajUQwUddJJ9s7BJmerKlClTxApDKhAvMCcmWtC4IckrpVHRTJSeAL/s/fTZ/HPyjjGRNsoz63djRl45xy74E0lveXdx2XdN6/qfzqtxeLrZUHjG+tOwiPAP5lgwbxx6CeLi/NNvLP2txu/P45gU/krmUsQ/DqcrHCL+jfg3nAtx/QnWmLmz/oQ0mioMikpgRi8wTFeZPygA3qrkQKvaI21I0sbl4osvhqW+TuwE83IPddCMhTfcdxhDUQ/arfweime0H6zKDNBUNnvvs4+kPva4Y4tsO2qZP+rJaZI0R0gRX5gL9NG+ycQzzjEu2S7RI7PMR+ItT1TF5cWvZEY2X0FQFMtNCvLRWinLlfikCN/oWL8bjwQ4Ef5x/uWIisXvL8EtEf84ROERbMS/fikRyLgvxYNHF524/sT1N1li3XqriKQy+iPJChh6TKykTuF7DMtXwlIzanXy5I9TKMRDHFG+u4VBM1TJU7Un2VyYcZFLH9Zbfz0z63+zzAEhVqXSAABAAElEQVS4lpUXe+hVyAXq0XWORtVhqgqWBgo3mGm3eZPUBRdcYL6Z9Y25+OKLDUypadSPfmJ386PLiAVECEQIRAhECEQIRAhECEQIVAgBkl66KQv9sosLiWtHmGtSn0cCgnQoTm1zVCkHOk2Mrr766uaySx3n+btvv5Eb2mBDN1cpkObNCM3Bg5cugj5vt+Mf42k2KLoIgQiBCIEIgQiBCIEIgQiB6oOAUIqgfT3/0lPH7It7KejJqWRRcT+lHCU7kc1xtW31KRGWsjfLaz9hZF6467SswatZeSVpNj1tyXL/UOqK6SWXXFKgR5vC0UUIRAhECEQIRAhECEQIRAhUHwQ8vaweJYKDrggxLOFMlCTMpHPMag1MnpDhqDoOdDlRCNzIZjbddFMBwbPPPWuO/vnRWQkO079fPwEdDbvnOdzwhGBr1lxzzbzoGBYhECEQIRAhECEQIRAhECFQDRAA+1npZ+dRQhiNFy9+kIBeHyMZ/JvYfGYiF5KUhkfVEdDkKCfNLxo6Kg3ypsLlId/soFFnoIGZSrfSkCHyTtN3L7/8ciqOL59+8omE8fa36CIEIgQiBCIEIgQiBCIEIgSqEwK4+xwNLwhqsBdCCPNHiElHUfKXJLInm71ieIEAd8qvPkX1EdAUy/gO9p55fXOeIwf5lltuNj179hRgZEU49t9/f1zx21kAx5sKQ0cLHS++9BKsegw0o0aNCqNarV+voOY11JX8Ubb7iy++SPWHYi177LGH2MGOoisp0NTMC6+1h9nHmunPgurIu+++K6dc4TfEa+R5sdOll14qVxs31zbaoD/zzDNTyXgd8FZbbVVR/lTGKnzhFdDEVcRFfL722mupZxhH/1tvvZXq5VNPPeXx1eeff56Kiy+1BYEXXnjB3HHHHbXVqQXQG57cX3TRReaUU07xtRPnXHvttYKL7rvvPh9eyjNz5kxz7LHHmueeey6V5PTTTxeLZqnAVvNSIHYdGY2GgTAu0M2IVwFpSaoMWryQWk7CfHcKGV1QZbbvWkeqb775xu69117skn3ooYfKNgq3C9qGhvYWMs1F6X79619LGYCF/e1vfyu2oGlTescddxT70FgQi/K01gAsIHafffaxAwYMkD4RNvyjreyOHTvhr6Nt36E9wmTvJFLyv/vd73x3NtlkE4ET8xAen3zyiY+LntqAwPPPPy/jf8UVV9RGhxZQL/jd9OzRw/7hD3/wLYDYmHxvG2+8se3bt698hyD4fHzWA9Exi02+nTx5cjbKXnnllRZWhexNN91UFFdLATgltBtuuKFtqK8X2BE34fTQduzQQfBWBzz57nBZncBV+z9W8FWDzGfGg+mhUfFZgxDYcsst7aBBg/x9DTXYxXnepffee89usMFou8Yaa1hYIJP6oCdmlxg4UPDNRhuNkW8NVsjKtuWggw6yTY2NFoR3Kh2/wbXXXttOmDDBl59KsEBf1Ap0TiMCk85hbDZY390z/AXlHWZszf7f//73th8WF0cIOmIQ1jdsucXqnHPOyb1Ihf3kYgUutUycHlgU6YfpO3vPPfe0ZjCUbBuUIi0XHi4q3AhkHSf97bffLv0E98tHc1Ny2223ST7m/fTTT31crXpgorBWu5bbL5wuyPiuttpqufFtLXBOxv/yyy+3nTp3trfccosHFzfxOOGyvJCJjpcx8RvSd58w8eC0yK633npYzDaws2crWk6nYhmwTW/bwmYH3CyPd954440UIHDCaD/44APBZQsB7upS+ArnrRFfKWRq78nNJjdSZOyAC117HWxhj9555x177733tijXV199ZVdccUU7ZswYO336dJ93o402km8PHH4J49pA3AXusk8Tev72t7/ZdsBLMAMcBns/JAMsTu3tcsstZ+lvrS7EuqHf2gyhnYrES/JeQNsuoGoI6DkdEHLfSjkuYjgitDhSteTkVrtTLvTEHAJa+/bzn//cHnfccfoqT8KAH09bIKAh+w4CpaEkAZMCTA28kDvQufNCfnyffvrpGujVnHdhTsb/ySeftBD7svx2QveLX/xC4ArxDQnmKRa/oXYgqsPFSvMwXfce3S3EQDQo9wkxM9ujZw8LUYfc+FoJvOSSSyieCJjV2SwBrX3kxp+naNx8qIPoRzKf62qegHbztb7N4CsdYz7JEZV1CXMEF52FUW3Sv+eee9oTTjih4r6Tvtlmm20E/0M00+ebMWMGTn8a5CRMA4nbCOuf/exnGuSfEFezAwcuYQ899FAflufhhmehhRayxIutxylhDILX0byFpw/ItlYTZsP5rnHuWXVKhBjkFrlhw4aVTE/56BVWWMGMGzdOZKZLJqySCHCgXUtFaD6/0bvuuqvBUU4qEuIeWMNSQTX5gtmPi3YOMLN/+L4m+5fXKV4IRL0BcRjj888/Py9Zmwibk/H/9ttvzfYTJphvvpllfvKTn6Tg9Nyzz8o7TrDkyZtRqYMxGzThP/7xj1Rayvked/xx5pzfnGMgVpaKy77wAqdvv/nWHHzwwdmomnonvnLih3ISmtu3bt26GcpYghjw8YrnhPb2obXnYZ8PPPBA4Ksfaq9zzfSI8rZ6qzDPm++66y6DzUQzuWo3Gqdd5k9/+lOLOkjcD3Ews9122xrFUSyAOhvfYw0Mw3r37i1lZ/EWAw855BCz0EKdm71YrrGx0Rx22GHm7N+cLXVIgQv8R2WasfgpjSNP7hfSGIQhwkb0CQuNlziJdIWIWiECa56ALoCg9n3gfEknSSjkOXDSzDLLLGPGjx+fiqb1kmBupOL05aOPPjJUfuKHHCpQaTyf4Pabl6CESUfCg/Ux/Q+ZBQDHroIQcUQraUv94LhWFBZwbG5ef/311CKqeaj0eOutt+qr3DLJdlIhNHRsD4nnu+++W7rKxYntKgWrMG+1+tk/Ko7sscfuZuzYsTLG1113ncCouT5RUeTFF1+UZITdE088UXIsCe/mxpJt4Xx45JFHDI4Vi6pnvP6FxBLHh+FUluUz6+b1+F9//fXmfcxTHE+apZdOX77UvqPbsPoNChon8wmfX0ND4ZJXtn233XYzG224kQEXKduFovfu3btLfTfccAMUom8piq+9ACxyOZt+cPEFnxx++OFGNvlJxyUtUJ1Xks8ByL/+9a9m8RXnIXGHzitevkWFNeYNHeOpaP3ggw+WVF5neiq287vhmIGjXjG+InFYCl/ddZfDVzr/axlfhTAnsch15i9/+YvH1xdeeGGYJNdP+FeyBhHeleAtVsJ7JbhuvP3220XrheInzhHirXB8GKZ/IU7ThhMfcl2jYz4qx/Ivm5br6rbbbmu+/e5bidO6tJy8J8uDnoWQgnvvvXcqCTeg/NxCvCUJEBbiLYbdfPPN5s9//rOByKvp3BnGF5pxVIT+7tvvhNnAdi54l9BC6QeaBeIZYaSYJCrx59DOkoLpChR44pPMgHR0tQGBxqZGzoVcGWj2kDLjPNLPOiAGUS7EfCiKf//990Vuk3KZiyyyiJTPI1UqYtJRxopHscOHD0cZdZaKBiCS7FJLLcUpKeVSuQrEmOUxEo+U6uqgIMTNH/6wOGabI+9AlnbhLguLzDbrZr9gm9vLvIOgs7vvvjuOpzpLHGXAd5u0GxQiqWCEtRV1UG5e3brrriuydIzTdrH+lhyJaVnV8gQBJjCmnBtlazm+7H8oAx/2hWNJmMlYIt3BhxwsYwnCUfIxL8eSSrYcy21lLJ0+AuPyxpJiDTj1kLmDzZsFcQi5xnq7+eabe4UTHhGOGDnCdoDiq9TRp49v1qmnnirHggznn8pCzq/x55xjvZSBzroTTzxR4vTIkvBjWspFcz6qY7o+6BMVdyp1sBAkY4cTskqzVF06KmPquOaJcIDAEXyS7ZjgK8IZf1kZaMVX/P4XWaSXwJDK1LBC44uhWB8Vr4lfWD+YAxacXlufKC7yuReU1elAQFhw53w76edRddYRXy20cIiv6gRfsa10IJYCfOXmB78LxVft6tP4ivo4giPRPoURn7WMr0KYrrTSSnarrbeSIJXP5foDznSYTPx+DVoVaxBgxDXo4YcftksvPTiBYZ3t16+fx1uyBrVzaxPT5+EtFsz5N3ToUNurVy+UtbR81/SDCeHbgBM90bOSMcJ3f8EFF0gcv/Wwfirw0RHX0XAB+8fxpR4Abke2iw9c3OPn5Zdf3uMPtkHniNSRzAfimFCsSQoPfpiP69ySjUsGoc5LPYIOHaEvhfqJn+kIA35PuIzOJcIvDQoQb2VFPn2CHA+IZsnDukM45SSdb0EUtlBBDshClak3L64QJj78+LJQEnc+0dUIBHA0LAgER84WXEPLD4XKOFxkwImUDyaPgKYipvs40zKFTMsFY5NNxloc7YgcHhcipuXHdtVVV4lSA7hqIqfIcBJJffHR8YPEEbQQuExLBEJiZK211rInn3yyXXnllROEUSdEWjgEjCfRDC6E9AEcITt48GBJT4KC/eICt+qqqybtNnb99deXOo466ijRFGZbKI+lCyxl3MHp8ek//vhjy788hBy2pZr9I0eOFLiwD0RsTYOapP84asuVqaSCSnYsOf4cS8q/dcLGiXDlWK6NceR4cqy4yDCcf48++qgHGRH8dtttJ4SxhpOwpOUXph2MRYljoE4tWnCRCh0JFqbnPKIiLN38GH+VtQV/tGiOsg3cSHADx80ZHb8HtnPnnXaSd/48++yztj02ddzMtMSRAGBZ/Msj2FpSVmtNS0VJ3czCJr/gLOItfpPUy+D8ImGbdSRKORcIG/2+mYZ+Lvi01EGFK3DyLOXONe0f//hHKYplFjbUdcJYoHLnGWecYSHy5+HOdF26dBE8htMrsRLCOqmAFTrFVyyf7Se+0k0nFbhIpED8xyohyDJwomHXQv9IsDQ2NUqdCy/cxVtBCvEV5x+/ExJltYyvFKZUVCOMVGFNN1ocx7yNrOItcFYl37JYgzgPKM9LvNW5UycJD9cgmHOzKwvecoS04idtAzfoXD9wWusJVSrbd0rKUr0HpueY0BAB20ziOHRk8rDdXKvoWAZxLIlihg8ZMtT26dtH8NnEiRO99ZkjjzxS0nPucOxptYbpf/rTn8p73jouGZIf4l22h/ny3M477yzlUTmQNALXbeoGQdTMJwc32a6yyioyp31gBZ4NR4+WunHqVkHqBZ9ECGM0A+hCiGM+U07f9RlERgI6AEa1e0kYOa6FcgX16RYbflB5Hx4XG8aRgxwuSFw0GI4jsRRoHMFUZ5dZdhkfPnbsOEk7aKlBFsdSPpwIRcpGOeTUkZCj4+K22GKLSdy5557r09PkDrXucWTlw+ihaS9XTp3FkZLE0WIKw3AcZY855hhPFNJUj9u111kcu/pycAzr28L6a9mRuCNxEhJuZ511lu+/EqJ5MIC4h8wjmo8qHks3p4rHcnEpm5Zv1JFbxvHRxUDDqRxHriDjyAlURwsXXCR6ZwhoxvfqDW4i4sJ2z+vxh41UqZNt4jeS57jJ69y5kx09ekPZRK619lqe00xtdHKTdgoIapbBDWC4ccgrlxxZ9pd/POGpRecI6AJuIv4hrPmn3FdyE7POcaBJ+OTgK+CCLL4aMmSIwJFEgjpyhBW+nKeKD/gkA4D1c/5zE6WO1lv4TUEuW4Os4KuFiK+282H0OHzlvpWrr75a4nS+st4QX5FYhoiK9CcPXxEe2r5UJTX6svXWW9uVhqzke8fvSL9/JUR9ZOAp4K2lUnhLTnM4p/CXxVuqeB+uQVwDWR8JcnKMQwd5YCmH+CtUBl5lFbfxyhLQuv5l273OOutKOVyzQxxLApnjPWqDUWG1drPNN5P0lZ5AEO9wru6yyy6pcvSFjAwys9h/MrN4qhziGVopY1g4/5mXXGnlWmtZ2eeOO06UtrLs1uLyV3sN1We6tYVvLuQ5Iw2Saw4Iv0ZXSxAgyt5ss00NELt5/33+vS9yVeDMNt9NnEiowzTxxtGp1AQiQP6wczX/FhlBa955+x0vR9WjR3fJutmmmxmYstFiUgqL4AYYkbdGLOUYsbDRl5Kf5U2SM6H0RhlC1qX1AhElZVp/g6QqQbDV4AJJmUyEoz4zcOBA+Kz0n2EpBwxV647KgkssMVAu59C+UglO5NjQfxw1anDRU+Aq8yhvLLnOG1M8litJOZQjVUd5azpwfjRInrB1bHbffZL4L7vscgMOjvg5NziW/Mu6+nb1EiTyr0nkvB5/XppCx/ZgMRB/9odz9D//+cwcddSR5rHHHjOPPfqYwXGxJOOlA5TjDWHN7xAcJzNw8cUNFi75NrNl8h2iMj6Y33DtOkwm/OdFDu8B3u+hr2/i4pTbbr2tSOY8DQOMSgZfUU6T+I/4Ctw8jzt4cQsdNkEeX/GiLefqZC7rvOJz1dVWk0HHSYkBBzlJZ2S8GPHVV9NlXBlRwFeve/xInOXwlZvJIEKkDJ2v7C8vtNA62ZbFMR/Yn3CsNd6V4ptR0x6uW+DSmkMOPsT3E1xf85M9nQIvZZwpO5znCF+O/6abjkutQTjJ8MmzeAvMIJl/Idw5Fz/DN40Nl6E+QujADICccL0oFVO/RF19vSOldMwK4Q5v6bs+e/Z0isfEH+F6CY6v4Jv338t888kkyJav5WWfDndZAyZVNkreF154YdFrAZdfvhf2X2Wlqc9CxcHTTjvNz3/OYbaN5fUF/sLGFtM1f2Yyno7fHWX3F7zDmqVN1ScaxV2yc3xqhD4djaLxmlJi8eLKs6ag6ZIUFR9VDAEMLAeYlgCWWGIJ3xESkyRiqKySN+nzwjj5v57xtSAR2JWWfEzHD3j77beXsknwqEY8OL6CiLJlkVgKp6dvFDy9+/SWOOxofTAXOTrY0jVEfCxPCCs8+VGzflXmkjpZQs6HjKNXKRvcPl+29xS+ER9USx5wtAy4XgZcCMMbCEMYQjzCkMjFRUNCUCgsw/6LwpaANQ0oJQxzwG0g6iHjr2NJxZs3sQliIOThw+LFD8P75uJLLhYLA1SkAYcmtbkqypAEhPNrXo//PxOtfxI45RRocNRrSGyFjsqz502ZYu6AgqUSTuDOG+gOGMh1y1xeY801zNZbbW2efuZpR0AFBTAPLkAShRxwq4OY2vIKbsA048Ic4iyIbIlSHhf4ck4JCuKrGTNnmGWXXdbssMMOkoVxnC/EV7pxd3PGGIiIyXzlQhjOKWZcdNFFc3EZvx06zn/FK2K1AO+KryRB8kOLBCxb57/UKQUU10l8RaflSrK8D01S1e4PLisSxTsqrfO2TsKP48hb89RxQwruqb76J8cWQ1HkFG8xIjvWfXqD2AvGk2n47XLx0HFjmDpudHhTMQlU3pKZcjk4k/Gc4zpPNb3MR0ZknJ8H3+asW0ibbX8mu7wS91JBkMXLXM5LlITxe+GfOpZPRsuQoUMMRGAkGCe6YniAuJ1rBxUL99tvP2FUhTcbahkQn3FelEXcVYqI1/Tz8sn5ABEoNwisCF4XRvLZv7gIxiPMxctL8lMIIUylBMxJpo0EtACkNn5kQpTpCrm0JK6zLu+jlB0s5s3/wB3k4tCcEwTBeZZxsoglYVkkwpnKm+fD+lkv5yaRF26hypSWfpV8sgKmw/nWjhxLlBPWST//sc5adrxSmp1vbFzSwO6zhy/7v/LQlQUJEnZcrEjU5bocECkRIoDNyxTkIaeI8EflBnZHi1JDXl/wEMeCBD9dYR4EBaVyssCCm9fjzwWDNdIKSUsclJpg+WRPs/c++xjcUOizTgFBzfnHBYrm2SZsN0G4PJCdNTha9uno4Vh1WbiL+eLb/wZwSSWpiZdy3yJk+AVOuR0FfDi3dM4ovuJcaw5vsDzBC5hmrF/L0HrkPWcK5s3/adOmSbZK8BXzl8I/0h5tQPCUTyh4r2UviT7irmHDh3lLGmH/Bw1aCqbs/mGuv/4GwVueUEuAUhifNJRC2IZ+ScUKMo4bWi4REHPIxLhX4q53wSknYZlyOXOG9TE4O8ekHYjItofvnNqSKVU4X3IaW5TGGMfEQFqsjS3lAHNz8uSTT8AM3Yt+00lLNfy+9t13XzkZo0Whg8HMInMGCtJuMxq0g7hN2or6s/0Lks1XL8dASWOSDAJkF1jUDk2n0QmpXUhHIZtkKKIIRwEsVe8rtxixc5AtM7RVSy4HlHZ8f/MQj9u115kPwQko2mknOUOzTvKhYFJlEYW+c76p31eceML6WS/WReGQZtPxnUfiNPVDJ3VylnNZEqxDv3OQUpJywjrp579k7mvSmnoSYZIwnjhxR3PjjTfh70axBUp7oPRPvWMqiOih0mfIoHrxiTwgFMNUgA1wJ88gU3b8ubhxHOmIfLNON3Ic+6yIh+YL87gxSxM783r8eXrCLsyYMbMsnMJ20k/OTbt2dcJt1jhyYnhMCmsLhuXSOTEjZ/5R0+mTJtG+/HK61N/Y2KjBberJOQSFPenzm2++6Tdibtzd5NI5KjDFJCGHrBS+grWD3M1QiH9CAGvZGuZxSTD/3VjWGcg3a7LUk/hKRQ4gU9li/JP0MlVmrb7w1Iym624C3iK+EpyVPOn/DewL033z7SwhtLNw8OOTjcB7KZyfl6dvHyc+9V5WjCIpVwhEIKmQCy5zBZVky/PveUgN5fn4oM0lkjJ1kKq0163dxJVGOMClU6ZjYEzAQKkVeOtsA/l/H0kTjoSfcpJ5Ggc9FeFyU9Qy6yAnjSAL05MdPK7Lpplf7zru7pm84SGQ1EhtjILXaWH4ZS6bzEcAwJGAVuDVwJPcjUocZZtoZF0dEXsWxXDR7oAjZH7gRx55VNGHTvu7kyZN8jYrBRFgAmYXI0UQOje1zvDp6nchlDtjN6D8JjJaYTr6yTGF1nUqWHjKpbFOKi1f2JawzqIEVRxA+UHKEVLcpZQj94BA5hjSxmfWKeGgY6fx/h0A9P4kUt6D8adcH0VBOCN55Jd1DskakYNXOUOKQtDN+mZWNrlHeHkclXk1/uHxp7a3qGGZAJiPMrAaIHZTKWeoTvNTnlPhSz8dj6uzjiIJs2c7O6pNTU3Z6Db1ziNpWMnw9sPDuad+cgU7dugocKGcqoYroEiY7b777kXhjM/iAh2fbBn+PZj/FDXh/KO9cCWUtU4+oZwm8t30+3L5UuT4pZR22TaWTlm9MVD2k9POUhtGmL50m07Anzahs7hA4ZsHAWTJdXl5qJtA9847b3tOeJhZRapGjBjhg0XEC5WEIjg+Ep7vS9hEzqtfkGaYWf2YIpXYVmZbVGxM26pFlHqyXK7n/M7IaQ7dJ598KvhX8RXjyIijy9pMD8P4TWbpAck0v3+UNuB3m9Sd+7UlgaSfZQzw1PRAHAW/DhCYdpGAnt+DOQ/ro5wYx77cR8YjfZhrMpRrVscjandsUUAAlNebgBvYWN5dd90px6LkoBGRP/7444LoeMSqH5IiDpWB1bIV8bMc9WuctBMR4RE5zO8YXDMqCx1viIQlBEFK0Iw2RLBnou1sF50esXGSZ/vMd9YZtieUY+Vum22utYsqYArOwI5zovBEKBU7gTEUYehgmaMIdgqzcFyYluNHmBK7eGJC3gvw17zk0lBUgSZSeDmFHnUnyT1RwZsx1SlHdsbXM1I3+XHTJAQoBpocPXXzevxHjRqV9Ncazr/mHCzcSJ9h9s/ATFoqOTcUnTt3Ei6qwlVEVwDQpqamVFq+6MJEeOfJqRdlqMIAirokAC6ag2F3uKBT4Vg59wo/plE/8RXs+0px1PWgGEeIr3h5VB6+YgYtQ+tUwiw7x8P5r3mIi+ope4sFluI6WXz1qxx8xXqy+EpvR9Xvh2m4oeT4cxmvVXwl3cMPrOvIqShMvGlQ0ZMyzk6+3Sme85KV0Kncr65FGqfjBlRUtAbpWId59t9/f7+uFZTXXWnEAy+//IroLGywwQZahddh0MunGMGTtwsTRcNQhptxiru0fobRybwAngvnAcOVQIcFGr7KGlzu8iqYdZW585+smInkLv6hvDnnmN7+GKYYNmwVeeUmVB2ZL3SlcVdBV0nzLKgn1yAhhfGgr6RLqOUwTZITGRP2JNMk6aQcfPjR1QAEaGYLuz3KJ1hMaks7lvgg5I9mcnB8KRdodOna1cICQMosEk2dJdPC0i6kOnygYrJJ4lAuJpOzgwn/Ir0WEXunTAsEZVeGvUimA9Gh2eUZ2l7O2tqknVfmwcKWykO7w1onnzQnxIsGWP/Pf/5znzY0T0S7sepoWF8vfQnNYEE+0tYBRiyHFxXQ9itkvjRb1T9pionjTzNQ5RzHS803Eb407QSCQLLIWMKsEcOBhFPF+LFEHUVjCZNIzBOOJbio3h4u7XdzPtHxoh3a183aCRVzVTBhx3IgUyo2cmnHlHnZL44bzTMxH8dyfoy/wonm6ppzWNxh13VISTNP7AsQsYWSkhRFO6vsKxatoqLB0ZQ+0/45x6QWHS8SYf/5R7u8tEGrOIsmJ2nWEESKxIeXIgm+SuZDiK94IUq37t18mSwXXDN5Jz6gfWZ1Ic4jblRHWNO8F/Nmbei6yynQXtRN28PqBF9hXKUviKNJOsHFKKMIXyWm+kLzYCCm5LIO5g/xFcPBoZRyabe61vCVwg9cUo8naA+8nBNTgoAxx2DAootavYCH40abxQzP4i3cIujGBvAtwlvJGkTYho4XhbEsjgnxDAhdMT8JxpPgLpoJDZ2kR9r6hnpLPEBzdLRnL7gL4SyHeIs2rWl3GeJJEoYNWFiMVVv4TA+mgY+jvXDiP5xq2T322MNCyU8uMfMJMh6apGMZtEfenGNfaLJOzcNm0xNfExb8FunERCreB4HOYF+yTvtcCc7M5p377wnuTD98NQ615kcmoWKzLm3ITmNmi0yhLyx6qg8CRD5EGJ1hi5QfDLZKydN9tBKGyY79kw8/4ogjfEf5YXbrWlh0wDmE0f+9fDxkD+0qwxxx7Mo3Flq7crMgE/GGQSVwtH4SEeBSW2i/ywfPj4/1s2wiEV4SAYWQBEHR9mudEEa8rIWOyJCXGsAKgWsz8nNB4q1NRGR0OI5Nbg5z/aLdTmi9CzECWS3fV3CmZEFUApH2VxsQRjuevIyjVogTudkqGH9wPIsWC8KNxEI/3CYo8wRw5ZPwx5Gf2FhW+6E6b4rGUuowngAmMUhiVxcblsf5oGNJu+O8eKIdbobjGEKLXRY+2n8G14dNSjnIaYPoSeYy2kekzTnOGxBJmHDB4QUL82v8dVNCYq+cAzdMNnq85a6U4wYCXFS7AjYBcvMdFltuOPMWIZi3EphC8bBUcVUbTpgutRRutwzmn+IWxSE6//gkHqBtdzpelAT5efm+SVB069ZdvmMFBgkqIaSSecr8/BZC29C05duVOC+pv0f3HnK5BcyXJYRcgisRz7wkIGjLG1xAj1fYBm486YhDYDpPxl/xL/FOEb5CGNvDdvfq1Vsu+SBBtdiALL5a288J4isyD0jg1BK+0vGS76a9uwCFsHEb60kanXqSMUC4Mp3CkfDmBSTLr0C7x4X1j3cVhGuQrn8cN4gqyCaWdxYo/mPeEG+xYtpCJl7kPOET1ngsrAdZWDBKtYsvXF8g0iHlsSwSurRzDn0Uyc/1jkQ2bYGT8Jd5ksy/VVZexeJkWC73IY7TObTogEX95nratGkWJ3SIc5eVcU6WczipE1zL9IqL89Kz3UNxmQsvXinnOJe5mQN3XuDE+ai3wob5+P2xTshh5+L3MO2C8ysBXGgBQ3xo8pImmrNpXeo6BqPD0UUIlIUAPmBRzqFyAc3eAJGVTT83ImkfGASJHGdRLIH2neeG4zEc5XOBFOdGcbGMCiDAI0wqo9AUGO2J5sr+JeXweBMLhNhHbWpqklAey+OWOH+MX0GVJZO0ZPxBHBmcVogICsUqSs17im3QbCCInJL1MoLyzjzmp11VKk8yvZpW04wU7aDd6Y4dOpgPoBQnSksaGZ8VQYD4ijBWfJWFcUWFtDAR8dULL7wgylVzE19RNIjtj/iqhQMyF5KTPKKZTeqVUGmwYD88v3Aq59M6B9NSZphiHJyLIg4mogT5+SoJJS5iOxQnNpdn6tSpZguILk2B6CNuBc5NjpNqwzsDKB6pZhrzEhIONH3KMqnbQVvnKisepqcS4lm/PsuccPwJcjdDGLdA/KRuZT8suxVpAjaw4iRK9mLpkCS68BAKGT/Z8WNQJKALcIq+CIEIgQiBLARIiK262qrm12f9uqxyZjbfnL5PnjzZ4AhYCG21uT6nZcV8EQIRAm0XAtQxefiRh80rkNtWy0fzChq0HMSN/5JLLGkeefSRsrbz51UbSpfryOVUfBiU+KkqiNOKhKxGIM+LlL5OMnMzoQygqESYgmh8iRCIEIgQSEMA4jHm2GOONccdd1yRMmQ65Y9/40VCZ8NcFzk5kXj+8fCMJUQItGUI0ArMrJn/MxAFmudgOP7444WwvPmWm1sN8Uxi17kCB9oDIiCMSSfTkXiWp2SDPwl3pbhfJZ75FgloAVf8iRCIEIgQKA0ByACKfecNRm8gogGlU855DJRzxFLEZptuZmhNJboIgQiBCIEfAwHeEHsfbvPk7Yo81SoQlD+m1HReWg454IADxCQqzaiqNaV0qgXzpsQua09oYWlIaJQuGwe2c5LYEcw+XqnsJJgkeRThEHDGnwiBCIEIgeYhQFu/Bx18kHnowYdEFrD5HJWloFkomsXi7V56eUhlOWOqCIEIgQiB8hCgmT7edsrLibK3npbP2XzsSSedZGirHUqS81xMpPnWlEgBojeUxiBjWkWaSQ+r0IbkdgFCR1N+2gl1hOVqAuSLMtAhYKI/QiBCIEKgPAS4GKn98/IpWxYLjXhcXtShZZli6giBCIEIgQohMC9w17wos8LuVJAsIXY9zes96byp4NRLKp2PgUcI8nlNQMN8lQhkk5J3nlR7khcy19m0tHPC3EF4fjLJ5KO4rUjkXhime4tYf4R/zhSTGcI5Eudf8J15qHBfHoTng0lS+6j4/UX8E/Gv/ybi+pPInsb1P2+J8Zg2LzLSP3O+/oSiKlzBdH3iky4vzMW4X40vpAxzFfzzXAbaLcCUFWGlrvnaCYYwLPnE3Gvy6zosmQrh4Wu6EJ8GLHXxu/zsPt9j/RH+nBZu0qSnTpx/8fsLEYugD5kpqc0Dg8Nk6UnkMuE34p+IfzkZ4vrjPpe4/kb6Y0HQXx4hJ98icXeIsnXNc3RRgNjh5ZvGhz6KcqhTfxThUIjEZ4RAhECEQIRAhECEQIRAhEDNQICbOGWTCcFcoIPnoI+OvJaM8M5zDvQctDBmiRCIEIgQiBCIEIgQiBCIEIgQ+FEQIPFMJ78h8UxaOHHiTaQXNMyfOLpIBDtSXMMpAx0JaA+t6IkQiBCIEIgQiBCIEIgQiBCoGQgEhLISv9I3J7/hvPyF/k6Y1EtseMpbSXFPSkcCWqAXfyIEIgQiBCIEIgQiBCIEIgRqBgJCEIMA9szlkAOdUMgFXReKeqRIaA8HCdUolOFIaRsJaA+h6IkQiBCIEIgQiBCIEIgQiBCoCQh4elk9SgQHvRNiWMKZKEmYSedkpzUweUKGo00oEU6fPt1cddVVZsKECaZfv34B6KJ3bkFg1qxZ5r777jP/+Mc/zMcff2wGDBhgVl55ZbPuuuvK9Z6XXXaZwL9bt25S5VNPPWUuuugiM3XqVPPWW2+Znj17zq2mxHIWIASmTZtmXnjhBfPGG2+YTTfd1KyyyiplW/Pee++Z559/3rz++utms802kzlTNkOJSC3ntddek3qHDRtWlPKll14yf/vb3wyv5h45cqRZaKGFitJowCOPPGKee+45065dO8OymD662oIA5wrnHucsx3nQoEFmzJgxhre3cT5x/LfZZhvpNNeQP/7xj+aSSy4xY8eONWeeeWZtAaON92bGjBnm5ZdfFtxFe+yHHnpoWYjcfffdhpcqHXLIIWaRRRYpmzaMnD17tuGNo48++qhcd831cYUVVgiTlPWzncRjLIP2lw877LBU+k8//dSwbR9++KHM5/XWW88suuiiqTRt7oXsZ701RTpPAjgglBPNQiWPldZWexzMojn0KcVIBA1B16j7/PPP7QknnGBBnLHf9plnnqnRni64buGDtkcccYTtuUhPW9+unQVCsBMn7mQ33HBD26NHT9vY2GhxzadtaGiwIJKkoZtssom8Y6LKmQk++gXXgVjzXIHAX/7yF7vMMsvYLl262G222dZOmTLFAomXLNun78r029jJkyfbDz74oGT6UhFazsJdFpZy8uoFgWSxmbMgkiwIJNu3b18LYsm+/fbbRcV+//33dvPNN6d+iOCMBHfa8ePH25kzZxaljwHVB4EHHnjAYkMkYzxgsQF2iy22sNttt51dccUVbYf27e2WW25p11lnHbvDDjtI5/76178Cl/XQ81174IEHVl+nY4tzIfCvf/3L7rXXXrahfYPFxtriumt7xx135KbVwHfeeUfwHHEDiG4NbvaJ2/rs8OHDLTZoMt+ELoHMwP77729BDJfNT1zKdrbH/BxSop1+njqjwcBfdRYMK3vnnXeWLbvWI2dLB2db9+RL4i8EBCAI0vl472FWya8ZeDd6Tbpnn33WDl56aVkoOdG5IEYCeu4ONQmTIUOGCKExatQGRQQJrie2P/vZzySe8H/88celAUQWt912mydQ/vOf/8zdhsXS5hsESFROmjRJkDU4tfbNN98sW7dPj4WjkvSlCvvf//5nd999d5lD5crh3Bo4cKAQRsQJdCSc23dob3Gtrc1u3k477TSE95XFioSSW+SERWFxilKqOTG8SiBwxhlnYPPe3nbo2MHiBMyC25hqOU7R7ODBy8i84kafjpsqcA7tqquuKuFkCERX/RB48MEHZTNNopTzgmPcnONcWHPNNWUekK4AN7i5LBLPtXCppZYSnIPTDQn76quv7Prrry9l/eQnPylZzkMPPWRxci5Mp1LtJB7r37+/lHfcccfJBlCZAEsuuaT94YcfSpZf2xFKELuxzdC/6DpCdNxTw88XxpWHTs0S0PwY+MfF0kmG10UCuvxcaFEsOc/LLbecfPwjRoywEOEomf/www9HurrUzv7VV1/1XL4sEVOyoBjR6iCw0047yRzgiUNzXBQ2vqXpS3V44sSJUu9GG21Utl4cxcr3v++++6aKwtGnzL+jjz7ah0P0RE5M3n33XR+Go3vhPnIxItcyuuqFwOWXX+65yOW4jP/85z+F0Fl99dVTnYUIoMyZyIFOgaUqX1588UXbqWNHW19fb8m5rdSdcsoptkOHDrKekYB+5ZVXKsp67LHHCr4iARw6burr6trJ6RhEhsIo8UNUw3ZkO3F6Vq6dnJsknENHZgDbSPqHG8O26ZSAzul9CeI4G6zv7hn+QjYkp9iaCiKnSiYRJtLTTz9dU31bkJ056KCD5MPksTg/8nKOu3bugiGH7pNB7tmPSySgPViqynPllVfKGJI7Arn3Ztt+xRVXSHpySnicOadO622uHHJ9yF3i93/LLbekqnviiSckfOGFF7affPKJxP373/+206ZNS6XjC49YWcbaONaPrjohwE0Rx5rjSHGN5tyll15ql8YJZujc5q8uinCEQKlCP0/BIHcsc+Gkk06quAekH3h6ATl4yUvCtFIRjl69ekke6GAU1ceNOefltttum4oj7cJ2cvPeXDuJz7Luo48+EsKcZUfax0FHiWG+hX6+pd6zL8k7eLKJc56atwON3RvmD6Ygf1OC5BIUf+YAAiBMDBYYfJZ1oiRIZcFyDrt8g2NP8+WXX/pkOhZxSDxIqspDZdGDDz5E2nzBBRcYyBWXbb9Lf7B8iueff/4cK/O6cg7y9ZZTCr733nvNd999h7R1BtzEVPuo3Ai5fDNz5gxRZGUkCHIDmf1UOr5Arhu/dWbvvfYqiosB1QEBKixTAYtLATZEzTYaJxxQLKxPpXM4i7ROdNUMAejsmNdfe10Ulo8//viKugKi2+yyyy5QhN/O7Lzzzi4PSdsKHMTIzGeffSYpHT2SzkSlZjpwxVMROLk1VHQdivW1uXautdZaqbx8Id6icuySSzaa1VZbrSi+bQSokTp8t/gvI5Z8wtj/BCAo2HguJNRo5EqGuk6k+TTcmIaCt/Z9SrTVfk/nbQ+vu+46Q6sbnFOQE6yoMmorgxNdlJYKstFVHwQgEmG+mv6lEMJQujOQfTY4+jbLLrusaH9neyTpv/7K9O3T10AhT9KD2yvpm5qasslLvrOc6dO/StXLcqDAWFQvLWmog7yzeuXZqVMnIfqhRCRWGFKRwQuJrqm332623HILs+uuuwYx0VstEADLyODUQhbBhTovVJFFFVpoefTRwvzRvibrqL7GZ5VB4OGHHzYX/u53QjpBKQ+4ZLqBGIaBuKdssjt37pzbI+jyyJr3O+RVOiJNgOVmk0CccLlITJ7333+/KCFko2VuEo/RsgaJbOIu1kXHdn7xxRdCTHMuQxa/rAUhreCGG26Qsm644XrfZo1rO08ljAF8/XjlScLDjaAGS4j8aEgBStnUPH4nLV3zHGgHAnbfyEfi3uPvj4EAzZRxMnIDXqkJHhIsjpPnalYkxLfQ/2PaFfPOHwjgaNDc/8D9Mv7cFJF4hTy82Qxm67gYjBo1ykAcwjdG0t9/v2zsocxiBg8ebJZffjkzbtw4IXo32GCDVHqfMeNhOQ+wHEy+73/43gxeZrDUy3JY7+hMORAT4TQ1Xbt2MRDlyJRmjJpUxPF+URwDuPCNHTvOvA6TfJAnFI51bsIY2KohQLOaMh+xDEAsI3cu5HUgu+nKSxPDqgsCV199tRDPPPmkCVWaoBs5cj0DZT7Tq3cvQ3OrWQd5efP73/9eTOHCGouLTta/bNq896amJrfGYf5Bkb4oCUQ1HG6c/YOBYqHE/+lPf0rS1Uk7IQJiRq430qwPs3S9e/fJbacWTCKb+ffbbz9hVpDgbrvO0X7KbE7eAA4Qz3jh+iBhiV8CioBFcpnO/XofXtsIAZ10P8oLyDT4sT+yi+aEwx9tps6J40eu81H8c1JIzLNAIABlFgOBMRl/EiRQzhLb3xddfLGhuA60xsUWM7k6dJIe482vUNP/3/99LHbAmR7a8GazzTdrdoPLciB5hlKsWXop1HuZq/fipN4HUC9tSWu9MGMpRD4XnzwHSwwSnEdAw5SZGbjEQM+FhKKsufbaa/OKiWGtHALK9eP8m1N8pV3k7IuueiFw1113ofF1piMYOmussYaB6UzYfn5eiNNZM/8n3F7oS/gOQj/HwEKGgbKxENk+gstXhZOBXG0SsZx/f/jDHwRX+nLg4SkYIxfG6YjOT2knwjp16mhg9UPsOr/w/AtmBOzR/+9/M4vaqeVxU0Bmwq677gbxte/NNddeY3hCSFzYNp3jMttksHDxiQeDkoMcFxkcpbJ9CnqYXlJ4QluFQiQZiJeadrTEge4TCtEKx1waaVpcUJjmKUVUUg1taboy6rwSVyX5YpoFDwHaVtfxp6Je6E488UQfh4snJArye/L9AQ/ZvPQM5/cJrklYVJHfl4O0ONJMxbNelhGWs/HGG8v7MoMHp9Lqy7KwW81lkPM566jk+uc//9mCIEd/BPuKJjxkGbNJ43srhwCO7d3cwDyjnfo5dWpBJlrhmFMILth80IfwSnW0whM63hnBewuIP0LlUdp/Hz58Vcu86qiEqPivUiVCmqKra+fwCO1N47ITe88999g99tiTnAWpd4UVVpQqwnZC9FGrladrZw+pH4RyKo4vNI3Huk4//XQL7rqUy7Zm+1uUsQ0HqF4gSEVRJeQz5fRdn0Fkm+BAcxZFN/cgQC6i8BOxheOtSHPiMAcFa5DmoaJDdNUDAYo2cPzbd+hg/JFm0nxygB2v2RhofkuoygC2b2hflJ63FSYTwfB2ynKO3CByAyiO0b1791RS1isOq4WWozdwfU3lsRznwq3JO6qnmAkVycjRufiSi4UJ8QM46riUIKekGNSaIUB8JQ4LAQgeWp6ao+Y6UTNMsOiqEgJU5NPTKeX0akd4E+4666wN7GLMP955Rzi2FNu4HfoPp5xystxMSQVm/dP1j6dXDKNOUDnHGwHvmHqH3NBLmWuKhvFm5OnQI1H8tzlO4eikndad3mWVs1071xEc+w/onGQ5yxSTZF3HHHOM3PA7dOhQKZ79aMsu/4t3oW7/AhSPwafEtHKmPZ7AvkdS6qePFy0vUi5teVbNYd9JXMgUwkKU1RyutMiC3LPOykpzxnQLGgJLLLEEmmANbm0ragpu2oKCi1PE4XXIdDBhKE/YT5Vn+MP0uEVQgvJEKcK0Wm/HRPQijMNlKqJYQx6P1rv44otLElqNyXNUzCHKXGyxxfKifdjee+9tRqw7Qt4pnhJddUGAG6muXbtKo6k01tw8K9873R6WTxVjWx8ESDSLkiCWHOrkZB1unxTCiMQRcQivbqejCAQ3Yfo3dOgQhCIV1j8qRC89eGkDbrKkLfdDXQ3qcVDZ+p133jbES0Igoz1cD/fZZx/JLu3s5HBontUOXv+t9Suuy6uXomvnnHOORJHI5/XebdPhm+Wg0ulTvAC8OD41Qp9uTDReU0osx0s8YP65BLX9q52v7V7Ov94RoVB2le55yGVV6og41MnujhMRAX6np5Hx2aohoGYLaaFC5PeC1nJeqMkkR/AaQy4IHdNnkThNya063Cm5KKEdFJfyajlffz1DFqIwkuWwXuI13DwoUWuvvTaedWYWlHSoUBg6yj7OgAk7zj8qMTbnqBhJV85sniSIP60SApRpV4cLK9Rb9knFQ1HwSlIpniossWWzx8hWBgHiJlzXLrTSG1AMzjpHmLpQ4hAqRnNjTvllbvTp53PIEIfPmHLZZZczw4cNF2XEbHml3puamkROmZzmK6+4UtpDE3mUXaZjO1caAtN2QE557XR4zZWuONa9Ff9yU9AeuJH4Me+krThHbYW4bxWAxH9xeLqwZCPsP+ZCAh/kQVEIcanwLp66tkFAa/cLXE8PmeiZAwjQVNnOO+8iOV959WUDeatmS5k8eTKOwk5Jp8PA8HBEF6Z0ZHxrrRDgQlKXiN08//zzRc1041knCw4juejot4dLd4rS67Eqyy3nRBFHztfqoPhTeuPG+uhoYnHAgEUFYd4v1jsKpfMonxFdYKFDieNCbLFP7clr2cUpYkhrhgDk9oWI4BEtTZKFVmLy2k3iBrLx/jSDadq1c0yDvPQxrDogoBYp8vCH4iEqD5MLjAtTwCB63uC2QMNNF/18PvnkkyCgHCl1A0zEMYxKxi11Z555ppkJhUBytmlLP3QkyomfXszBl4JfUT9P2EopSGtZPPVrB4J8+eWXF5N2Gt7Wno4GdL+Oe4zx46sbxhQ4VKTDpWayTCJKoKvDYNS0+/bbbwkHEbqHCZma7uv87BxsVlp8wAJbzEJ7zTXXlKyeymFNjY2WChDqeAUqx4V/ONbS4PisEgjIFdkYO3BDLBV11XGMYR5O5gZv0lKn6WHwP5WeSoWQZy5Kz/nxy1/+suiqXL2aO1sOlQq7de9mIY5hw3pPPvlkmWM74erv0OE4VcJPytxEhksPwmTiZ3lUOASBb2GGryg+BlQHBHjVsa4FIKQsTkRyG845QGXDs88+OxXPGwyZHyI9qfD4Uj0QgMiD7da1q4wjLF2kGk7laI4vLnpKhWdfiA+Yjn/EU6EjvQHZacubLEPFwzAN/TCnJ/kHDBhQVAbj2c7u3XtImmw7VWE6bCcVG/PmM8zySRk33XQTi40ugUBhxQpAooF86l8QXfAmCbHukftX0y4k1HiVcHRzDwI4vre44U02J+DQWXB25GpTKFRYHNULksCtTRbHTBbKhqmKYeRdPmwiIWojR1ddEAivw1VETuJy9913t5AztFmkz0VHr8/FBQHSWV7xzvSQRyxKj6NWmR98hi6sF1wbieJCNWnSJIvLL0S7PUzPuLFjx1pwwP08w0VAKLtO5m646Bx77LFS5worrmCJK3jd+DPPPGPXX3+Uhdx/0RwO64n+6oAAbiRMrnevg3WF4RamCWWccYGFfeyxx+yvfvUr29jUKLgs3BjSP3TloTI/wG2sjs7GVuZC4KqrrpLvH/brvVUgcJFl449TK0siuJwjDlICOmuF48Ybb/Rx119/fVExLBs25W19fYPgH66hpRwu/5GylllmWc98Ajdc2kkLQ5yzdNzwkWnBNRiXrlhw14Updd5559kuuL4eJvhKVdE2wpXBA7o3IX3L9jtM4/0ow/uD3DVLQJOII5eqKyYWJzuY7phgHSyu8LVvv/12AILo/TEQIGF08MEHWyIjhbNDLnVC0Oy9zz6yQIV1HHXUUfLBSzqcl/Djh63NMEn0VwEEaIpw5MiRMu4kMAcNGmQh3mOfeOKJ3NYzPYkPjjvT0wxTqfSjR4+WdBvimXVQiPHlcN5pOaVOmKA4ZrfaaisQ6h0tFMrElNWOO+7oF08tn9waWISRet0cNrZvnz4WFxLYr7/+WpPFZ5VDAFe8W8i9OxzkzmtlfeCYQ76/6DQNt2xa3dBxHeHmi5tBHOVXOSTabvOhXCfrU6fOneQUrXevXhZXvJflGiu0SFtwQ875gqu2NVieNCHncEedmJPTyClTptiNNx5jFwZBSzxJJgLLac75doLJwNO+vHaSkObpGOt189Ngk+honfvuu6+5Kmo+3hG+eeRvpuslkqSC+RIEwK70HNr0wWhFFyEQQuDLL7804NiJdvGSsLxAuSvVfg/TRX9tQYCa4FQQhX3TihRVmJ5a4UyfNdOkkMHGzPDaXZpkKnW9rtZLxaBS5Wh5fNICA+UYKcOvJu7CePqpbDgNV+qCUyRKRFFpMAuh2nmnzCuvoKc8PG+kI87Cxq52Ohh7UhYC4CTLNd5U2gNjzSvGl81UQSRNu9I0K/GbOlrpYBjnFxUUW2K6NWwnFbipEJh1vOEVp+2Gpj6Js6gAmXf7ajZf7b9zX5FsKwoP321Sv24vVByZ5JQtMy9iof6EcxpD6x6RgPbAjJ4IgQiBCIEIgQiBCIEIgQiBWoWAEsCF/jGETkjk5CVNNLt4/rpoR1BHAroAl+iLEIgQiBCIEIgQiBCIEIgQqAUICK0sPwnhmxDJ6FshNMtZznRcKGb8JJZXfCyC2oQdaN/h6IkQiBCIEIgQiBCIEIgQiBCofQgIbcwfZ4xOSWV2XKTYVSxDiGQqRIin8MtXZgqIZy+0gfBIQBOS0UUIRAhECEQIRAhECEQIRAjUDAQ8sQsq2JHGQdcCapral3Qq5+yJ6yQ8JKv1TgOGRQJawBZ/IgQiBCIEIgQiBCIEIgQiBGoFAkrssj8Bvew5zdrPME6EOySgQHK71yRVEkySPBLQCsH4jBCIEIgQiBCIEIgQiBCIEKgtCIDoLZDD6JqynOmVngaxGidPFepAIqWyHXtaAiIBLcCLPxECEQIRAhECEQIRAhECEQK1A4ECYezoX/ceiDQ7uliJZnZcCWTJoEIdDiJJbqG66Y8EtINL/I0QiBCIEIgQiBCIEIgQiBCoGQgkss8ghj3xi745f+HpucvS71BeWlMywikiuiSJUmIt24H+97//bXAzkFyM0NjYaNZdd12Da6Wl//FnziDw/vvvm6+++spnpoxRQVDfB4uHcYsttpjp3r17OiK+1QwEHn30UYPrZeViAF5GwItPSjnOE16O8uKLL8qcGTJkiBk1alSLLhXIlo3bB80HH3xgdthhh2xU0TsvzPjrX/9qWG+5C1o04+uvv2542QbbrbJ0vACBFwRFVx0QCPFVHq7Khi2++OIRX1XH0P6oVuIKbcFF7777rlygs84668iz0kLvvvtu89RTTxncwiuX8FSSjxc/4UbTVNJw/tFP3MKnOlzTbe666y7z4YcfGtxgKHir1CVQmmfGjBnm1ltvlXV6ww03NEsvvbRGtd0n6eACWPGSBMgjiISXzGhHQrsMGqtPAtH7SUDX+SN4zwAAQABJREFUorv44ovlqk7pq4OG7YCrvE855ZRa7O5869NFF12EK0k35hzjHJK/hob2AtsOHToUXYV8+eWXz7e2xYrmHwS+//57u/nmmydzAGdeyTe2xRZbWF7vnnUfffSRXX/99f2c0fTDhw+3r776ajZ5s++8opbXMXMObrbZZmXT45ZEuaK5XX07O2bMGNsH13Pz+u+33367ZL4HH3wQZctZntTh5nudXMMLorpkvhjRuiBAfDUGVyiH6wBucrMdO3a0WXzFMY74qnWN37xoDWmDLl26uDmRrGGcD5XSBrhF1XZN8mNTXlETwXSyXbt1LdSZ4EtdQ/msb9fOMp06bPZtjx49UvgHzCh75513apKi56mnnirXheNWTQuGoVw5fsIJJxSla0sBs5O7twVr/2jUHRQAL7krNefuv/9+IeTaA1Guv/4oWTTBOfJI9IILLqi5Ps/vDu28886eaMKu2lePK5DtO++8Y4877jhBCL/97W99XPTUDgSIqPv07WP33ntve+CBB9pFei7iF4dLL7001VESnKNHj5Z4cE/sNttsYxuB4HXxAGfF4prtVJ5yL7vuuqsFt1s2bSyDhHwpBw6OxdW5lkQTOOWS7K233rId2re3uP7b4urb3KxKnIcbRRL9559/fm76GNi6ISD4isQSxjAkUr777jtLgoj4Cpw/G/FV6x7HH9u6Bx54QGiDhvp62dBzQ11f3+BxUXO0ARkHa621lkuPuVQpAc2NnOC7hHBO4ZVko45TMd+9Tz75xPbv398yjHMTHHK/3pI4Zjuy7qyzzpI6cBpnuQ7TTZo0ScJOOumkbPL4nqaFrc0yRjRenvxJSPEknI+aJKBHjhxp11t/vdTi+Nhjj9kuXd2us1evXnHy/EgIcLcO8Xr5OEsRP9tvv70944wzfmRNMXtrg8Df//534cTi+NM3jURJz549MR/qLL+/0JFb3A7EyXXXXQcc5bDPzJkz7cSJE2VR4Dw677zzwixl/VrGTjthEweiaNNNNy2Z/pBDDpE0++67byrNoYceKuFHH310KpwvjzzyiBBTfJJzzj8c+cqTBFd01QeBk08+2RMgIQEd9mTChAkRX4UAqUE/CVL+ffzxx753QhuAo0w81BxtwHlEbjU3YkxfKQE9fNgwO3K9kRYibEKXfPPNN0LkEp9cc801govCzTnnIgnn0JFpoUwH4tTQQcRDOM/t2tVb+tURdy200EK2y8ILp+ghjW8Tz4Tglb6G/oQzHcIgFR1GhH4kUq52zRHQJOYWWWQRO23atLDL4icxp0ex4eJflDAGNAuB008/3X/MpRak559/3kJWrNmyYoLqggCJybzva//995fva+2110516Oc//7klIZt1/FYpTsFFYffdd89GN/tO4pd5S4lw/Pe//7XtwWnmYgeZwFR5TzzxhCyAC2NhIbcndORKbb311mFQ9Fc5BH75y18mRE+aAx1264UXXoj4KgRIjfmJb3qVoQ2UOC1FGzz99NNyknXJJZf4te+VV15pFkpvvPGGXWONNUqesu24447CFf+///s/XxZ0O7xfPcS7epLOtoTuqKOOkjbxZC7rxo4bK3FM09acEsSz1ZMDACWGSRa7v+JEkr2ojNm25qxwYHcoioONjY34HtIOx8gitNuuXV3Fgv/pEuJbFgLUd8B0SwWDcDFABmbYsGFmk002ScXxBcdL5rnnnjO33HKLUUWtokQxoNVCgEosed8X5Arl+4JYR6rtu+22m/nVr36VCuNL165dzWqrrSbhvXv3LopvLgAyrHLDanb+aT5waQw4PJigxqy66qoaLE8qPNY31Bsq3EydOtXHPfnkk+Zvf7vX3HHHHWb8+PHmwgsvNJzP0VU3BGSOYB6kMZXrk+IrzolS+ArMAMFXb775piiWVjc02mbrSRs8CKMCebiLtAE4yqLQDAZcEYCg12F22WUXg1NVeRYlKBOw7LLLisIh8V3WsVziH3DFTb9+/Xw0mBDerx7iVyox0xCC4k2Ng1y0eFdffXUN8s/VVnU4FpxuH9ZWPCBPnFNPDgLguDvEwERJwkw6OWuXHxaXRIIFU3MENBfVlVZayQEt84sdqIBn6NChsnhnouNrSyHAeUc+Xl0y6ZL8V199teFfnoMCh8FRv9loo43MhO22MyussIKhBjQUuvKSx7AqgQBEMsztU283UCIsWmCoWY5jxNyeqFb6iBEjcuObC8ybf5qHFj8EOSIA8s4aLM9OnTqZfkkYuOk+DqJJ8FvZ5N2Bhe2AAw4wq6y8siExHl31QkBwFNBUGlO5/vz5z38uia8gu2rAtRR8tR3w1XLLLRfxVZVOg+ZoA16ZUYo2+OlPf2pmzZplICOd9L7EZGohbGgViDiQhHlz7vrrrzfcBNx4442pNZcbwFdfeUUmdx4jQi2PffjRhway081VU3vxYPD57148AXUsXvwgnF4fk0nHo1UmcvHyInlqjoAuN/rPPPOMAGDLLbcslyzGVQoBmU3WfPnll4abk88//9zcfvvtZsqU81IfuBZH4gQKZ+b3v/+9wbG5eR/mxwYvM9g89fRTZquttzKQC9Ok8VlFEOBYknP35utvCKcZYhMVtZ7I/IW/v2C6de9mYKGjojxhIrdx8ygvjBI/T0G4KHbr1s3ktakrwok4QwJ6r732MpDHNnvuuafpD047HecpN3x/+MMf5D3+VB8EQg40RM5S+Orcyefmdoj4imbKLsKmn3OJ5hIHDx5snob5sq222ko2WbkZY2DVQYC0AR0ZAFnH0yiuWVdddZWBVYwkGniH/zOnr9m8zb3fcOMNchK27bbblkzKOv74xz+afffbV9qXPU2juV4SeGSQQiSuqBw1Izv7h9mGpvTamoNCC7rMlaDgxM8fRrkf+SWJ7NM5qhnxBQLcMaF9CpkAGJ/ad9g92qamJtFsLSWzW/tQmHs9DGWgZYbJ5ytzj/PVnn322anK8OHazp07iwWGMOKmm27ibJS/v/zlL2FU9FcBBCDmIObAHPo2FsSqKMVU0nTVTD/nnHMqSV6U5sQTT5R5U8oKx5iNNpJ4HNkW5WXAyiuvLPFUKspztC5Dix/YDUo6HMHaUvKRefljWOuBQBpfYTwdM0nGlfgni684zlS+AmGT6kTEVylw1MQLFfqIIwYMGJCy0MLOUT8CohX2F7/4he8rxL78vHnppZd8eEs9VKQmToGt5pJZwZAShW1dI/mk0jStC6mDLX60x+GoK664QoP98+abbyYpKG2+9957fXjb8KiEsxNgLpZlRogKSLskCVj4wrjyUGrAgLQJB/NEwmnCZDKUJYpu7kGAR+WE6Q8//GBgIswceeSRRTtzyl9R3uutt98yO+20k68c2tDwux0ikJGBQoWPi57WDwEQv4bcGx6DU5aPJxGUFSTHFhrtJTvAY8uTTzrJUGbvoIMOKpmuXARQm0TrM5u2vsGhtzzuM9POwnyka9++gzyzP1AwFK4T5RMPhCgHOZfkQsMkVDZpfK8WCADVPAw5WMVXFB07/PAjivDVtddeayiWBAUwh68418AZ+ETwFTtbZyK+qpZBL99Onjhhw2SwOSqiDXgixcvAwm/enXy5NYsyyXPq7rnnHsEpsLhRsgiezBHnwCKQOffcc83nn31mKO982mmnyTsz1tfX49fhwjxcx3XX8VCtoeha23QcL0dpCLnBF4IM37R/d0lcsAYiTJJp8uRNw9oEAY2LGgyP44499lg5eiPsopsLEOCEw0yi8o0qSFC5gaIcVBQMHWxDy+v4zcebNddcU/xERCR+YKFB3nk8Gl11QYC3XPEPJunkmHOfffYROTve1AXbuyU7c9hhhwny4oY2D+mXzNiCCJV7JiGU52Yk4b17lyb0mY+LKLTtzRQstFR+ja6KIQB8ReVmZaIQX30GoiQrPqb4ikf6iq+01wcn+Cre8KYQqd6n0gYwGWdgeSfVEdizN7fddpswBii+o44EqSx8WP8o/kW5ZNial6emqeR5ww0Q3wDxC7v4JZNzXeUGnn/77befobLjSy+9LKKSJKjpQuXDPFxHRWlHBpqyTA0prOZ+VAvGdUwJX76J2IvvL0U3XFqho4OEcliFxKS1nc4NaW6XoOYJaF6FOX78Fga35xnYUfTgip65AAGREeIJt0w5XyCO1FPXfTOCO3w63ABnogy6gKLmfmh9g3KCj+F6b9zkV5KAxnG5ueYv15h777tXuDtzCojsvMuWw2uZ6f773y+yUUn4fwUpksPUnCMRPWXKFLHa0VzaGN+KIZBGVdJQ4iuenIRu2rvT8FoX8VUIlBrz4xIl0AabC23glIfTHbzyyqskYHOkEWpLiCbZ97uEWP9oqYfz5Lbbbk386TJKvXHDRuJ89OgNcuWW8/LxRI8nfmPGbGRw+Y9c700cR/xFTjgkEYR5lc37xRcO/xFfNncNeDZv9b8rYQyCNyGCE9rXE8GujyGhjbQpmgZII8EbTpqvgETm/PyhCiDLSUpibdCgJtGybm7BrYIutaomul1YcZMaGxvNkCFDUhGyS8a8I2cyz1ER8Sko50RX3RAYNWqUrDUhVyTsEewxmxOOP95QeQY3eoVRc92vpqDIlaGiTejIUSJnhifz5Oo057Q/sOfaXNIY31ohwHVP1sbCAsimEl/R+kLo+vfrj1draCUhz5HgjvgqDzLVEUbagBznpZZauiRtsPzyy5nhw4ebVYcNx3OY+Pk+ZIibK1z/lllmGYmjZamWOM4rzqHtt9+hJdnEAkxDQ3vhXOsJG62L8FSF85WEddbRVCwdT1tUoTCbpnbflTDGN6+fvTyBCBISWvvOEOKHQkL6nZNgiXSFiEgMAmuWgOYxCzWlqelPe8M8ZgkdBO+Lju3C+OhvHgLCgG4+maQgouH8owkeXGJRlGvy5MkGCg5F4TGguiAg3xnGmQtN1lGbnfLvl0Omb+zYsaloiv3Q1m5LXCnZZy2DdTiOizW4wleD5UmRDDoe5VdCQIvoBnAnrviWfPGnCiGAeUnX3LxhGsFXeN5wQz6+4vF5xFeEVPU50gZbgzagjXiKkGVpA8obk8DGhSkisvUsxLb4/esfbcWTGOP6x/WM4S01w3kjxDcaGhpaLFJKcTfcNmhWWHEFQ8JZHa0GoTlFeI7xuC1RkuHCKXm2rR/96F2vkze8YPuDF8JMwhK/BBQByEmQh4Q187nMwCa15qg9j4XOQqbWgtMkmrUMg6ybxQ7NnnnmmbZf/34WH0mtdX2+9YfXjGISce4JXJurGLtg276hQdKrpQYgMtFyxtG47dipo+WNTdFVBwRCLXBtMccThIcFN8Ri46rB8uRNgPXt2smV3bSCwz+cOsgV2bzedo0117AgSnwe3vDF2+PK3fR1zDHHyHyCCT2fL+vB0SxRowXhnooaN24csaKFcpAPJ46A8ljRPASnyK644oqWV9NHV50QOP7441uEr1577TXbvgNusQR+I77ivKAlJ1plEHyF65wjvqq+ucBvHBtmoQ1oGUpxkdIGZ511lu0PqxvQ4SnZOZxoybzg+pe9yptXc8PknfzRn+c4j7r36G5542kpR0sfrCfrLrvsMqmb1mBCB1vQdpFei0gcLvvxUTglQVid3M4MJoUPb0seZ08jMaehFjdyAZBncqMQJj78qF0PFsHdeE05LnbrjRwpE4nIj39K6HHB1DDY96ypfs/PzhAJbYyPX2FJUzuVuMMPP9znYd6OHTrY+noQ1RgXXvccXXVAAMq48k3hUglLs0m8gvbZZ5+1NAfHTWt2USHxAc6JjLPOGT7dd+lMikGZRspRCJBgZRo+SzlcbCFpSLSXWvBgGcaOGzsWphXrLLTepSi2h2WvsfrqlnNZHQkjhoMzZHfYYQcxx0dTe01Ng+y6665b0UZRy4rP1gMBEkmwCuPnX0vxFQ6BZV50wBzWq5RDs2atp6exJeUgQNpgZEAbhPiH3z0JTT5hFahcMULYKk2RxXVQDPT0Bi4+yS2H84/1QEkxN57EPDdt4DBbcJYtr5jnNd6wFmJhGcgeffTRufnuv/9+wbMbwSweiXSWA864MC6iidhckEmgksikrUkcF9HYPkFxGTVHQJMw1g+h8CwQzu5DMZY7s+haDgEuHPy4BbaJfdyGhnq7+upr2Mcee6xsgbMxM3GlsyOmEmRFwobcbBI60VUHBMgFwTEiCBK34EDfwvbp09dCSzxFkLI3MFPoiQ799tzT5dUw2jYN3egNR8siQ25R1uE2SxDqy6TqHzBgsZKbMCjRWIhzWRzVWoh0CDENc4mWXJvQffjhh3YA47mYok8kliAba88444wijnqYL/pbLwSIr2hrV+cZn9ystQRfkXBW5gvnPTeQ2ROW1guB2DKFgKMNlBZI4x+ZH8Bn/Pabow140lZX107wD6x4aPHyfOihhzz9QX+e22233bBJb19yQ86T8WHDh/k5yzbxNATWrixuRM0r0ofBnCjsRi9lIesMYruLhZKhJVHf1p3SwGk4aKg+M7Gekg55zkiD5JqjjlkweaKLEJhvEKBSF3bVYheasrKL4Krc6KoLAryZbRpMONFcIa/qVoWWudULyilST4GyhbiAZ64US6Udylkvu+yyJbXRqTNBmUbWz7mJzeJcqTsWUr0QIL7ivAFXz/AWuJYqjFVvz2PL5wQCKnOcVaTXskBYi/w1beWXcrxTgXoatBTSv39/wVktMff54osviv4X2xDKSpeqr7bDQeJya4T/sn3iM+0N3kgOJwmYKON8rHiwh4oEdAZC8TVCIEIgQiBCIEIgQiBCIEKgqiHgCd6gFy4siclJUByUDSm816wVjgBe0RshECEQIRAhECEQIRAhECHQBiFAktexnxPBXnKZC3RwCiJOVU5T85nhSJObnbjIgVZIxGeEQIRAhECEQIRAhECEQIRATUMgl3bWQEdtu/4XaOUAHklCSD9HDnQAluiNEIgQiBCIEIgQiBCIEIgQqBEIqJof6F6ljXPp4iRQGMz040/T02i09ytHGtrzkQNdI3MkdiNCIEIgQiBCIEIgQiBCIEKgAAESvk4sI5dsziYsvCc+lz94oTcpKnKgE7jER4RAhECEQIRAhECEQIRAhECtQCCRYE7klgtcZNc/x5zOhiZxCQho8NDzn4UzremjFY5amSWxHxECEQIRAhECEQIRAhECEQJlIUACOM2NVpJYQpMXC8oZQhpFJbloFxdFOIrAEwMiBCIEIgQiBCIEIgQiBCIEqhoCQivLj5dhVpK4EJoOKeqvUMz4gcxzyiEoinCkIBJfIgQiBCIEIgQiBCIEIgQiBKoeAkLz8seJcoQksNxFqRxmIZIpKS2ewi9fmSkgnv3dgwiPBHTVz5DYgQiBCIEIgQiBCIEIgQiBCIEQAp7YBRXsSOMgNqCm1bSzimx44jpJE5LVdQkxLbR1Ld9E+Nlnn5k777zTfPjhh2bQoEFmvfXWK3mFbwDW6G0BBHjl8X333Wfeffddw+udF110UTN06FC5gpkT7dJLLzXbb799vBK5BTCtlaS80vbuu++W+cBvb06u5H744YflGuV27dqZlVde2ay//volwUNkyfR///vfJQ3n4ciRI01DQ0PJPIx46aWXzD333GN47S3L79SpU9n0MTJCIEIgQiBCoHohQE6zEsvFvRDSGMH6TFLoqz4ZTwK6Ft1f//pX2717d3ZV/rCRsN179LAgqGuxu/O9TzNnzrRHHnmk7dmzpwVxY9dZZx07ceJEO3r0aMC9h21qarL777+/BfFi33jjjfnevljhgoPAP//5TwtiV+bFmDFjbN++fS02sPbtt9+uuFHff/+93Xzzzf33q9/xFltsYTn3su6jjz6yIH7JSMCf8A8k7/Dhw+1rr72WTS7vbOcqq6zi2rnxGNunT58WtzO34BgYIRAhECEQIdB6IDDbWvz3bnbw4rxFAUmG2al8roBC2pokoP/zn//Y/v372/XWX88ed9xxQtxxYYUgi11yySXtDz/84AEZPS2HAAkPcOuEQBm1wSj7zjvvpAr54osv7M9+9jNu8eTv8ccfT8XHl9qFAL+9JZZYwrZv394+88wz0tG33nrLdsB737797KefflpR50877TTbt19fu88++9gDDjgAG7VFPDF92WWXpcqYDWy44YYbSjxOQOy2224r37nOv0FLDbLTp09P5WE7Bw4cKO187rnnJI4Efvv2HYTg/+STT1Lp40uEQIRAhECEQLVBICF2Pc3rPemOpIJTL6l0PgYe+muSgN5uu+3s8ccfn+r4qaee6hfge++9NxUXXyqHwIwZM+xyyy0nsBwxYoSdNWtWycyHH364cAPvuOOOkmliRG1B4NBDD5W5sd9++6U6dthhh0n4UUcdlQrPe3nhhRfkBANiQT76q6++sj169pAyIJbhw+mBCJFwnq+77jpLYpqO85InIo4bXWfPO+88CdefQw45RMrad999NUieLWlnKmN8iRCIEIgQiBBodRBQolefbKD69ZltdCG84CvkKpRQk0qE4H6aU045JRFccY+f/OQnpr7eyUJ269YtFRdfKofA0UcfbSCSYdrVtzMXXHCB6dixY8nMZ511llliySXM559/XjJNjKgdCHz55Zfmwt/9Tjo0duzYVMd22GEHvNfJnAEXOhWXfenXr5+5//77DU6LfFSXLl3MxB0nyjvEO3w4PZRfPujgg82ECROgLO20PjgvL7nkEtO7T2+ksCJHrZmknRdeKK+bbrqpBsvTtdOY32FuN9fOVMb4EiEQIRAhECHQ6iAgKwLYJW5lcM1TlUKnLEheSuLg5ZvGhz5nx8OlU39NEtBrr722gsM/uQBTNBLHy2a11Vbz4dFTOQQgmiFKgcwxYp11RTmsXG4qfuH43TBf6L799ltR9Lr11lvNk08+afgeXfVDACc75tvvvpOOrL766qkOQdbYNLSvNzjBMFOnTk3FZV+oiNrY2JgNNvINIxRiHam4SZMmmTPPPDMVxheml3YAc/buTULaObbzu+9dO7O4QNoJpcOvK2inlhefEQIRAhECEQKtEwJimg5rgJDJnlZOyGl5JH42H173VghTn3u6AsQPb3n19NYJjzlqFY53TaeOncyNN97ouVRzVFAbznTttdcaHI0DAnVmzMYbVwQJHJWb7xKiihnILeRpwBf//a9ZsrHRvPrqq+BidzInnniC+cUvflFRmTFR64QALWCog0KeeuVJyxZ9+/Q1//r3v8y0adNScZW8kPC+fertZssttzS77LJLKsvyyy+feg9fpk//SjDnuuuu64PZTnIeiApz29kP7fxoztrpK4meCIEIgQiBCIEFDgG1tiFEr6OCXZu4ACTv4uW93skJpiTQeBeZBCUq6shHucGa5EA76LhfSKuYP/3pT2b//fYz47cYb1ZdddUwOvpbAAHIpiaprVlxxRUryknCqWvXrpKWR+K77rqr+fjjj83Lr7xiXsEfrKWYb7/5xhxzzDHm6aefrqjMmKh1QoDjSozE8YYSYVEju3WH6BSQUUsJaM6bcePGmTdef8OcfvrpzZql04qhLGxeeOF5MaE4atQoDRZzizyCK9nOrk7Eq6Xt9BVET4RAhECEQIRA64AACWB1od/Jb0iM0NEgnsNoJa7dkymUFOcy5oQ4apqA5lHxUkstZXbdbVcc2X5vrrnmGgPTWIb2oaNrOQTef/99nyk8EveBzXhoL/rTTz4xsH7gj+g3Bie7/6L9JSdlq6OrXgjwuyIKKjU3OnboKLjovffeq7iTMFtnFlt8MfPII49IHphLNDwJqcTBWoeIjJx00kmmR48ePouTyUc7e/XyYaGH8tNEl+F8D+OjP0IgQiBCIEKg9UNACGIgczKXxRGxe+deRMRDwkgUa0KfKInBQ6OQzZHStrY50OQ6XXnlleb00043vbhYAgC8WAUmstLQiW8VQSCUVf4GXOOWOtiINpuPH2+OOOIInxWWFhKOYl0iHuKjoqfKIFBfXy84ptTFJbx0hzioQ4cOFffsN7/5jbnyiivN+PFbSB6YozM777xzs4qpX3/9NcSCThQZ6IMOOihVH9tJ15DDJWe4tjOPi8746CIEIgQiBCIEWj8EPL2sHiWCg6YLMSzhTJQkzKQTZrXnWCeRkOGoaRloKhHxJjL+wVyVGb3haPPyiy+Z22+/3Zx77rkBCKO3EggsvfTScusg0/L2to022qiSbD4NLtQwt912G00nyvOSiy82j/0/e9cBZ0WRvHvZJSdBQSXJStATlGwiKAYMYA5g+pvjmTHd6Yk5B4yY5bwze2I6FbMIJhTwJ5hQgoKZpAIGoP/fVz09b2bevN0F8dw3Ww37pvNMf9NTXV1dXf3664ZMUaGZX1hYPdUeAdhel2dcAn3lNLd4yWIhT4Uk1GllOnXqZPgHk3Tm9ttvlw2EVM3gRDipCx0tD3N6QgvHjBmTp07in3PpkiXRIqGf+tZ0K/OcYWH1FBUCXDW59NJL5ZlpwYW0yTtaHErqyPs0vSoCVUEA9ubNZZddJvuu2Ld8H6P/rLPO0v5VFRB/b54Ad6lG+GN+4xFGmYxxRH1DUhL5qO9MRtuVDMrikmkGOoo7JdDXXH2NMH2fffaZHO/dpk2baBb1V4IAGRk6dp/33ntP/Cv7w+V72OmWzYM0NfgAluNx4A10VScb2PBd2eo0fzVCwH9PCxYuSn2qhQsWCgHy+VIzVRB55JFHmn/9619mPNQ5XnnllYIM9FVXXSVqHrS20bp167waqUJEV8i8Iq3GsI+nlZWC+pMZBHBgjrn6mqtdeziOwueH10MPPVQZnMy86T+nIdwXwlW0NHfYYYdp/0oDZjXHWTDHZH2poMHvm06+cf+hB7EuLZLPcc2S25fMSaJd7hrDQBM06k+65eUS7bgEZCUd9ccplaEEEKe3Vbk0Ti40OMpZmGYc7Wx++eVXM2HCBNOjRw+pQzonOjPN3qkrXgQ233xzefilSxebr776ytAcnXdffPGF6CMzTFWeVXU4rlv0ob0UOVkPVzjO+cc55rExjxn/PMk8Eg/6twQqJenP6STTv+c5k/fUcPVEgDbHzz/vfJE8e+kgn5QSwkJ9rHq2RJ+qOiJAGsg9GN6xX3Gc45V9T90fjUDIJQub7BhncBzkf4UHRoxEIhBcJZoBeoSJdjHypOKNhPEia4yDOTVbr349OYa6xjR6NTf0kIMPZjdj77LQJa+09pEjR9r/+7//k3xHHHGEaOkfcsghsXI9evSUOm+++eZYvAaKCwF+XzxKm/0Dlm9iD8/TKBnfuEljy9MsV9Wxz7EemKPMq4L3aNCggcVm4bw0LNVbf2S3f06QQXvffffF8mLjsdQP9a/f9ZyxSjWgCCgCioAi8CcgsCI8dTDv5tFDBiOJyWgfdtfor7WZFPktgW4jNwIlHTcU/rz0Z3P++ecnkzRcRQRGYDbdpg2XwK35x7n/EMsmhYrSfCAYaHPddddJFm4YJOv98ccfh0VoeWPOnC8kzI2J06dPFzNjYQb1FA0CXN3BEd7yvNRRjrobb7xRgsNPHW7A5IZJtAN+ySWXyOpEGAlPmqUc2iC/5557ZOVi9913j2YXnfpdsEGV+oaDBw8WaTd16ylhpgUPmsF79dVXpYx/TnLK3A8RdTxdk44bXaPPGc2jfkVAEVAEFIFiQMArX7hnJc33jsLlnMvZ4pDoSEbRfEaY8TYo5LShJSLCemfAS0lT0yZNLExRWRzYYadMmWK//PJLe8MNN9iGDRtaqCBkoJV/bhPmzp1rccIbu5TgfMopp9j333/fgsGxc+bMEakeNnhZ6JpKvH/aUaNGBXZiSuwOO+xgKZFu2rQJpIYN2V3tBhtsYNu3L7dgon0RvRYZAjhm2+60444Wy5QWNr7l6XGIkbxf9hlYx4i1qGvXLtKPunbtGsafffbZ0k/+8peN7OjRo+3XX39t33nnHQv1DQs9fIsNrGFeelg/LHtIPexHIHRyP/rdX4kF0yz1+IJ8Thw3jucssTjcR6JhHk/q4HP++OOPPqteFQFFQBFQBIoSAS+BhuQ4LkpGa3xEsmGF4pnPp7krdXEy5SDFtD17OZUAP4DWrl3H4ohe+9JLL2WqrX9mYyDltzhl0Hbu3NmWgAnxWPPasFFDiw1fFtK/2CMuWLDAQkpoy0pLJT8OYxHGCObGhGGClQ4LW9GxMhooPgQg+bWQEMvkCnqk2MNRyw4bNsxic15eY7bddlvpCwMHDgzTYL9ZGHDfp8gQwxqCPfbYY/MYcGzSsaVlrj/5/BAVxPojJ3qQQIf1e8+iRYvsHnvs4Z5z3XXknnxO9lN1ioAioAgoAllFwDHAnh1mK8UfjYg0PZnb5y1hHgw8mXLc5AaJqKEJGW4EgWQzz5RVphr8JzeGVgsgITRgSOSQFB6t7E8fTHs0SKnF4ka7du3CZKp18NAbt8kzjFZPESNAFYpJkybJ9xfdUBhtElWtxo8fb/r162fq168fJkHqbGZg8ymPgWd/ognEP8pB2iybYkknCj3nH3VvrVcRUAQUAUXgj0KA7G2wJpm7yM3I+XIzoeQIsqU/ReHETDLQ6SBorCKgCCgCioAioAgoAopATUGA7C/ZZGftCyExwZHW+jRGORcnPvxYLLh7zWploNNw1DhFQBFQBBQBRUARUAQUgUwj4Flk0cWgNip20cR47DADYIDEOuoyaYUj2kD1KwKKgCKgCCgCioAioAjUTATIA+c7F+stapBppmTZM8+hdjOYasnpmWcEfH3KQOejqjGKgCKgCCgCioAioAgoAkWPAFQuPMfrr2gTFTGc49Un+Cs1PXLp3iepCLj6cChOUINeFAFFQBFQBBQBRUARUAQUgUwg4NhhcrxBc3B1cQH7HPLLuQxhVIhALsblQlg8JcpAhxipRxFQBBQBRUARUAQUAUUgUwg4Ftj9OulxwEl7vjnSWq/S4dnmnKQ6yBQ5gUU3EUaAU68ioAgoAoqAIqAIKAKKQHYRIHOcxzv7SM85s/l5mRgZZMSuQ1XhIB7qFAFFQBFQBBQBRUARUASyhYA/6gR8r+eNU/niIFIEzPTjz+fHiYM5v+eqoSNdoyTQzz77rHnrrbfM8ccfb9Zcc81sdZI/oDU41dF8+umnsZqbN29e5cMmeJDGF198Icr4fkcrD6pgHeqyjwCO3DY4Jttssskmpn///rGDUqrSevaZcePGmffee48nppqNN97Y4DhvU1paWmHxDz/8UA7q8Zm4GYR/PJAl6b777js5yOWTTz4xOK3UbLnllhUeApQsr+HqgwAP5eHhO1G3KvTKl2ef4UFcSq88IjXjunjxYvP4448bHrCEk1JNx44dV7rhX375pdCumTNnmvLycrPFFluY9dZbr8r18Bl4GNzkyZPNr7/+ak466aS8svPmzTM4iVVoIxNJI32fVf4mBxeZYKeWkco2JzPmwoHPlY8E6PVVAfQa4cAI2kaNGrGHWXTMGtHm39tIYrbvvvvaZs2aUQ2IEzO74YYb2hUrCpx3mbjhEUccwb4nf/iw7aBBg+wrr7ySyKXBrCHw2Wef2W7dusnR2Ntvv73lEe3rr7++nT59epWbOnfuXDtgwICw//j+17NnTztt2rSC9bB/+T4XvfL+yX47atQoC2bcgrm3OAlRyrVu3dq+8cYbBevXhOqLAJhnoVdrrLFG2Ad+D71i31V6VX3f9x/xZBdeeKFt0KCBBbNr+/btazlunXvuuSt1q1tuucU2bNgw7IOkQ3Xq1LEXXHBBpfWQ7nHcxIm8tkuXLvaUU06x//3vf1PLDdx669w98JxC7zBO33333an5a2ZkwKvELyEUjpVJTwxi5YzvFe6g76CcT1kBsXQNcMuWLbObb7552NmmTp1aA1q9+pr48ssvh9jxIx0zZkyllX/11Ve2bt264UdNoqIu+whAomvbtm0rAwaOd5cGQ7pr69SuY9dee23L9MocGd3ttttOJm1YsbB77rmnDGieISYzjGPjU6vZZpttY33VDyo33nhjLP/IkSOl/r/97W9h/FNPPSVl69atZzkJUFecCCTp1WOPPVZpQyAxzNErLMzeeuutlZbRDNlC4IorrpDvf9iw/exvv/0mjTv44IOFTpx//vlVauxLL70kggMywFgts5yElZaV8mgOqfumm24qWM+rr74qwoaystr28ssvz5vwRwsyr9MwyDHOpHXrrtvKYuU4mlX9eQh4BjiXwJgwNgjEmeZkXpe7RjDQ7PwhM4dOphLoXGeoig9LWTmmBDNcLEdVWuzvf/87ypS4jxxlVJJTKWSZyIClRhlwjj7m6Fh7KEkhgT/jjDNi8WmBF198USQ/Dz30kF2+fLlkwfK83W+//aRuDhzXX399XtHXXntNBi9eKcmZM2eOXOn3AyILff/997ZJkyaysrJkyZJYPbvssovcY7fddovFa6B4EBB6BZrj6U9V6ZVjSFBO6VXxvOzV9KSkFY0gNeaKFP3ekXZQIk2JclUm/1w149+3337rq7ATJkywjRs3FvoH1YowPuqBmpqtX6+e3H/s2LHRpFT/dtttL4KFJJ1bsGBBav4aGyl8rmN2A744hCIX66NcjA+FVymYkoaozDPQEydOtLXr1BaJAgdwzgSVgQ67RpU9tUpr2fbty4NZr7FkUgq5n376SZgTLoN5CSCJiLpsI7Bw4UJZeuQ3lpT6vf7669IXGjVsFBtc0hAhk33CCSfkJZExatmihdRz6KGH5qVT2rP77rvnxScjbrjhBqmDS7RJ98ILL7g+C1oBHe5ksoaLBIFatWrlVi3AEFNiV8h5etV+vfbhu2d/VVdzECDNId2i6lnSUfWQk6ozzzwzmRQLY8+PjHvQe47FM3DppZdK3+I9Zs2aFUvnJH6jjTaS+48YMSKWlhbgWMrnmTJlSlqyxqUikM4Ah1mDZC91dkH8phWLqLBm2goHOqY54IADzN577W0OOugg8HLodRRMqFt5BADbSSedaErLyqQslpgK1nHXXXcZbiCE1FHycJGJmxuS7s033zQffPCBRKMjywZPbvLEEn4yq4aLAAEwnwbqUvKN9enTJ/bEPXr0MFiaND8t/slAVSKWlgwccsghJq1/YQ+D6R3Um9wkw770/PPPm6efftrsuuuuBvrNBtKYZNUS5iZDunr16so1+sONiiAT4rgJUl3xInDyySejz5WBZTHmyiuvLNiQO++8U+jVyaec7PLkkyqJZ3/i5jLvuImL/Y1XdcWNAN8j5sxm0003zWvIZpttxiRz//3356VFI7DKLRsH27dvH40WPzcjkrCU1CrJ25R62mmnyTi4SbdNDPSt88omI7CiLs8zbNgwc+qppxow1MksGg4QIF/hHHm/hIt855QM0uENuatkhj+Id2Xdr+dlGMo0A33a8OFm6c9Lzc033yygSK+DLwdqEK2XShFgP2rXrp0ZOnSo5MXGBoPNXHnlsORurrn2GrP33nubDh06SAd03c5lhZTSQAIoFhW23HILc9999xmod0jd0FM3/OvatavhLmR1xYUALWaIQ2dp0aJF7OHr1atnWrZ0cdjsFUtLBmgto379+sloCf/w4w9yxaa/WDo2/0iYO9affOpJc9xxx5nu3boZMvVJh+VViaKFmKTDhkcDKTmiS8LJXTKPhosDATIy2AQtA2dF9Oraa68VegXdetewKMFCDCdnWPEwrVu1MrvvsbvQJujGioWOwYMHo1+3NGTC1RUnApwYYV+U9BO+y6TDng7ho+bOmWOgCpZMDsPYKChjVxgR8VCgRP6DE3Soc4QpWMkN+RNsHpSJ3Pjx4w3j08ZACpho2Yjuo48+Muy7pIVHHXVUav7wRjXU45ldNj/ghQWJpCA1miZ8okTkCIELBrmCaLLkmWWgSTBvu/128697/mWwK9t1H0pB+T9FGuoy6G9BBIAZcTv99NNdT8TMDpsu8rI//PDDZvbM2ZJPJiq5Pih5SRyw9ISP/2NMZIx54oknhCnfcacdDXRcDZZeDSWEMsvOq10jqjMCX3/9tRCpxo2amNq1a+c9apOmTaXvYAkzL60qEZRuT5402TRp2sRsvfXWsSKHH364gV60Oeyww8y667SStM/BIGP51YwePTqWVyZ2eNIZM2YabHaNpbHP/vzzz/Kc2KgYS9NAcSHAd4mleffQ8KfRq0ceecSwP1IKWMjdcccdIixYyn4BmjV4yGBDs4eU/pWXl8uKGc2M0SSiuuJDQOhWwBulmSzEfglhrpdjZfTzzz9fpQZClRQ0pcRAxSxW/t5775UwWRKuzPH+NPk5AOY6KYRITsy48sYVXo6PzqSnWxG+HbwOJeVcdVeXggC+2xgr4kXOyOriI6k+Ta4RVjvoI7KkJbdABIhM5hyV/bnjP6qzRD0j9GCipDrQq/DGa9UqtY8++qiU3GGHHQRH7jQGQYnV1qtXL7vNNttIHJY7RVcLvIpN6hRu2XdLqQMDkAXDHNaBZVeJB4MUxqmnOBCgDjK/L77TNNetW3dJp9m4VXG0jMD6r7766gqLQ3JjobIV9r3GTRrH9A6ffPJJbFIUuilmoqKVYTCVe/A+3AmvrjgRoA70f/7zH3l40isOdbVhCaYiesV+4ceI5J4NSP3CfsEN0t4kItQ3YGGmtqRVpGddnCjWjKcWnWL0D37zaSbgaHXK9wtucF5Zhwk59g+1FwsZ3McRdbRYxL6JFTpL/WesilnYfnZmNQMaVZHVK6it2XXA6/DZ+Ze2dyR6v5rnD5Wbg6anKDUzJRYdC8QgC1PgoT+TEmhKodq0aWP8si46VuDYx9DLII1Qt7II5DATKTSKUyLIJSTvYD7KvDtpUijNocTa2eHwUzef05g1mrpVgf3339/AVmuYQF1ZulWd6YcVqed/jgBXDyhlKXTQydKlTjrCpc6VddjoZUacN8L07t3bYJCosDh2zZt77rnH3H7b7aZOWR3z4w8/idTGFxoyZIiBuTsJwpydwcBlYPvZgEGXJVafDxMB79VrkSEgtAd9kY70ilzKb7/9GqNXMDlm3n33XbeqhnxuXHB0LrlKKauYARmj9M+nU2LYGmMNk2bPns3bqSsyBIRuBc+cRpt4QI/wp3jJaemVNZcqi7NmzzI33XSj4T4O76gOAisa4HxLzNFHH23OO+884Vt4oBNXZps1bSZZ/Xjry0WvMPdpJuGwFR4ARXfrbbe5FbRophrtd7MQfqDBly1oeG7GX+UDDnEKysRyMsA3FTjIYunPHAPNpQxIEmSJgzqOsOca/mF0l9aT0DFelmo9IHqtEAE/YDATN0T07NVT8nN502/W4kadTaC/vNNOO0kay7gFkLCbSjx/PJMVrZfxnsD8ilMQ1RUXAjy1rQSTUzfg5D/7kiUciKAfvdZa+YmVxHBDGCkgrHukqoekFadO4bHHHYskayZhYhd1kOrIBuPS0jJz4QUXGFjkEKbbD6YwKSX9PFpG/UWEAPqhpy1Cr3qQXpUYjg+eXmElA6dkdjM77rhjpQ0TepVPxqScp1k8uVVd8SFAuuVdmgoEJ+/i8P7XWknaxX1COEDFnHP2OWaPPfbwt5Hr/Pnzof5DRszm7RnB4WVmC+wRouNpwMxbyPF0X6pOct/Ib+iDaXuTCpWtCfHC9eHdhcwvGu1ZZNFJ4MDiHbwM+fSoL8I+I4+rLXMMNCVPdJQyUdeRx3B27NTRSZYcWga2XiXOK+NLAf2pEIFo52PG00+DLjQclqQws75JNmE888wzZnhElzC0ppEsjHKeUUmuBvhBL9Kl5T76U/0R4KoP35tnUJJPvGChGwRatW6dTKowfNVVV5kHH3jAkOnFSYEV5k0mkokmrUtuyOFGnn//+99m0aKFZjJ08qnv/OCDD4YD1b7YLJumD5msX8PVEwH2w5D+wO/2blhDZoj0ikwGLS8MH35qlRrg6JUjZJ5G+YIlJbVEwu3Dei0uBFphcyjfL99uGqPKje9M43sms1pVx83K5EMG7TBImOhkOTLj9evXE5rJTdZJx0m9d5WtyLINO++8s9SVNgnw9dTEqwjx8AKFpwgZC/ctOz448BMceF0oF+d97uoqED+8TgM9Q6hyBz8HSxI5/jltDSu7Z3m2PNHp3KmzaYylFB0gq/7ioe8Ty0wrG2effTY2Ys0wOOXNvP/+VFl+omkd78JBB2WTjHIy7MvIFe+owvRYZg1UFwRoQYWOBJyb86KDDQeAxT8tlu8POvJVfmQuZZ5zzjkiefb1V7kwMop0CV03aVbP10F1D9h+lSBVvpZhWbUeBrWKlk19Wb1WbwT8JJ1PSXoF3WUzc9ZMsQLEsYATPm5cjjoOjKKUmqB3Qo8ogOH/RBo1RURVLVqR+osGAaplUHWQ6jxcmU46Wrvg6Ne7d0/TlBuhq+C4GrHXXntBiNfR3Pvve8PVkGhRrmrQ4tTEie+IRY1oGv04AEiYOd6bfbUyR1rHOqkCoi6HADhBCciv87pEAhuExcvvmh+zdz7dJUosJc8ih0U20onMSaBvgw4Ql2v5MeAoYVz5967YGPa9EZtLzDuIS5rC8rjpNR+BpNSF9lVlWR1Zv/nmG/PQww+K3ed8HTH2PvbLSMdE2A9CyXjJLP04nl/i9adaI0DVHRwlK89Iffioo5kofn+NGzU2AwcOjCYV9FNCSAaHVjSSy+yUFCXVMtIq4rdPVxnTjqOcRWeavXXktSNNly5dpJz+FCkCCfJBeiV26fGCKRl86KGHhX4lrcXw/ZNbStIlCUtifhol3RajarJMkSJXIx+b+6bIaCXpFsEQwRuuuwzZpUrYUIVtt913E6HdY4+NMbQPHXU0UefVR7HpXtgSbByMZhE/x0h2OZrRq4rqCOlhnz6bxszk5VVaEyOC79aBGgFAOGEXFnJBgWskWV4Mwy5RPJ6s8M3QnzkGmu1Nc564eQDS8mhcOgLc7ED7zkndVpoO8x920yZNzZFHHhmrIFxKAujJsrJKgC7IjYhRx/uwx/5Ck1HqigoBSj+OOeZoeebkYSlcNqcbDtvslPp6x6X0Sy65JE9vjwdW8EAUnOAly6Bceqe6ECXbHIDIrHu70+xLVL/4+OOPfbVype1VmhobOmyogSWGWFo0wPJU61oIdQ5uUOSGHnXFiwDp1YrlK/JMegm9ghkw0pemMIVI27lR55kapoe0K8jAvuddkmaJqghG3iSN8/n1Wv0R4Gb2Zs2bmenTp4uJQv/EtAE+8Z2JhjrJ0c3L7APc/0OTctH+4GnJjM9mYJL2kFTDOKq1cbWWphT32WefcA/Q3/72NwMrQSLke/bZZ/1t5erpG6yJhfFkkikAjN6TiTR3R2HBqFE3h3nVI3NhYYDDRaMYA+gCbppCtMgUx1joEEKJ9Uko5qTaiMAsp0Y4dGI2X/70KO+Ve+XevBNN5GCwiBXGyUmCadRkIDPgQAt77LHHhphjI0VYDgOchcF6ScPSahhPD5gpxMvU0NIcobriQgCE3UJaDDNxJZamv+jA3Mq7hhqFBSMcaxCPsOV32bXrxmE8Bh6YHKNpMNcP3Hcb9RsLZt3S5BwdLGlIXppVxEE/9oEHHrA0eVdeXm55XDek1WHdSQ+P695kk01wBHlti9MLk8kaLkIEHL1yJr2S9Oof//iH9Lc0enXccX+VNPa7KL0iBP74d/ZFTPpCVDiugLmS/nf88ceH8eopPgRwoJfQHWw6tTQ9R7pB+gFVIKEp0RbBfrj0FQotsYFPkjBhtzTR6fmMQtdkP/nnP/8p/WeDDTYMaRWYYdukSVNLE4xQBwlvDYGV1N+pUyfpo9hUbbHPw9av38BipS7Mp544AiHXEnri6XEzdkhL5pOwjwyuuNQYBhrSAYtjNEW9LUoAEzBqMIIAdL8s9KkEM08MaLcSs90wF5lc6IVZLIGHcbSlCf1Xmc4FGkPy0Xfo2MFiBm6hqyVhTOTkynvA0LzYvnSMk4tvhTowyw/rVU9xIIBNNxYHBti69eraVuu2kgEIqhgWUpi8BnCwYt+CioWkQR1ImGPG+f7hr74P8goJdFjXnDlzLE6J8+IDW4oBj0zxZZddZsnQJx2Oj5dBpzMGITLdkD6pbfgkSEUYJr2CPrvrNxQl4a9d23ap9Ip9xjsyHkKvAnrk+1nHDh3EljROIZQ+7ONxmIXFwSlSb5s2bUNaVlpWanGYRYzh8ffQa3EggJNxLU6klDGtYYMGFpuWw/MPoi2gzW8nriyx3v43BUzsI0Kvgv4XHf+Yn2k4TTBalfivueYa27BhQ7EHDd1nyz52zDHHiCAqmpkCJtqMFuEC6mvefE2LlbrYpC6aX/1AICH0i3HHEcaY3oA1DmDLhbzPXz2usDoVCrfx7tUpAoqAIrB6EKAKBZcVubE3aioqWjuXzblUydO3Ch3fHc1fyM8lTd6L9XETTUWbfWh7lSeDrbfeeqZz584GA1ehajVeEVAEaiACWJkSHWZMxAuazaRuNFVDuRFwdTiqelCljapw3NhMvf00h9VdQ51pmk/ECp7q3qeBFInjrIbzGc54MIGBC/wuQWJyP5F8YXrocVNsWQx1NSkDnUNOfYqAIqAIKAKKgCKgCCgCmUDAM8SejRbZPTnqwCFekrg2gKhoPHNwzSCMC4pELjVmE2GkzepVBBQBRUARUAQUAUVAEagRCDguWH49Q0yGmdyxtxAWxEu0cM1Mc3w1c7r46G8NssJBANQpAoqAIqAIKAKKgCKgCNQEBLzahmurY38Df8Aw+xSfJtE+gESqf/A/4y0l0j4OV5VACxz6owgoAoqAIqAIKAKKgCKQHQSowkGXY4KDCMcYhw2NMtoBtxxJE+4ZYRiXCmPpUQY6BocGFAFFQBFQBBQBRUARUASKHwHPGENy7ITHwZWMsMiWwyYKayw/PmOYlGPCg0q4IZGRykDnMFKfIqAIKAKKgCKgCCgCikAmEBCOWJhdNicIwQfmGQGyyhIX+AP+mFkjTthlhHOMtfjwowx0BCb1KgKKgCKgCCgCioAioAhkAQEnZbaB6gXMzoWNiu0dFI44lxZmEvbaMc6e0fZKIcyjZuxySKlPEVAEFAFFQBFQBBQBRaCGIEDGmCyy8NZktLFR0DPXAkGYIcgoke5HJdARMNSrCCgCioAioAgoAoqAIpAdBER6nNccF+s1ock0U2PaM8/hGYNgqiWnE0SLzoevTxnoPFA1QhFQBBQBRUARUAQUAUWg+BGADrPneP0VjfKazYH8OWhmLgNPmXTOb0QU3lmyu/pYb8hmB3kzdpk3b5756quvTK1atSCix0wCf/SvvfbaBufNZ6y1f35zrrrqKnP88cebevXqVfowb7/9trll1C3miSefMNOnTzfNmjWrtIxmKB4EeNTt2LFj5ajbrbfeukp9olDrJkyYYL744gszbNiwQlny4pcsWWKuvvpqOUp87733jqXz2NxZs2bF4kgwSR/8tUWLFqZly5axPBrIFgIrQ6/eeustc8stt5gnn3xS6VW2ukGsNaQbjz32mPnhhx/Mtttuazp16hRLr2qANObxxx83ixYtMoMGDTIdOnQoWHT58uWGx4ePHz/e1K9f32yxxRamS5cuBfMzYf78+ebrr78WmhXNuM466yhvEwBCdtizwR4jFxekpGTIj0rGRMIYMDLtBg4cyNaGf5hLiH/06NGZbvef0bjJkydXGVsQFFtWVha+l+++++7PeGS95x+AwIwZM2z37j1saWkty/cMRtSuv/769tNPP13pu7344ovWf8NDhuyyUuWPOeYY6V977bVXXrnzzjsv7HtR+kA/+WheTz/99LxyGpEdBCZNmiTv+e677660UezHtWvXCfpMiVV6VSlkRZnhwgsvtA0bNrDrrbee7devn60Fw7/nnnvuSrfloosuknrat28v9WBSbkeMGJFaDwR8tmfPnhYCPYuJvm3evJn0s2OPPdb+8ssvqWUYCaEEhahBn8xdlbfJQbYi8LprEIpH5jKHvlhu67MnkiXI2Utm3fBZMDIAAEAASURBVLhx48LOhVlI6G+17roVdszMAvIHN+zQQw8VjPv06VPpnUgYnnjiifCd6IBUKWRFkYHvsW3btmA2att33nlHnvmTTz6xdRCGNHelGI+DDjrI9ujRQxgXfr+DBw+uMgZPPfVU2LeSDPRvv/1m27RpE6YnGWgffumll6p8P81YfAh4erXppptW+vAxegWmRelVpZAVXYYrrrhCaAJWueyvv/4qz3/wwQcjrsSef/75VW5PWj2HSD0mr54FCxZYSKaFNs6ePVvu8dNPP9mtttpK7nv44Yen3jfK2/D5hGahX66rvE0qXsnIPKaYGXwkr/4vWVDCQcYVK0SlITVLFiK32247u9eee9q5c+fG/thp1a1eBDigYOnJfchgdqCeUekNpk2bFubXAalSuIoiw0knnSTv9Oijj44978knnyzxZ5xxRiy+ogCWNSV5//0PkLKDh1SNgf72228tVLSkDBnvJAPNiVtZWW1744032g8//NAuXbpUBkwOmvzr0rWLlPf3r+gZNa04ESC9gZqZ9BEyH1WhV1OnTg3zs4+pyw4Cc+bMsQ0aNLBQ7xRewbfMxTeENLmhrco7J6/h64HKma9G6mQ86/n+++/D+HPOOUf61KWXXhrG0TNx4kSshJXI37vvvhtLYwCqJXbPgLfhM/K+X375pVXeJg8qMMOe4c3xyCm5wqggt4RDP+oI/WFOazO7ifD11183L77wgjl3xAjTqlWr2N8aa6wBmqludSJw++23GzAiob7RTTfdVGn1kFLmKyhVWkozVFcEFi5caEbdfLM83k477RR7zKFDh8ruZvYLMC+xtEIB7lWga9u2jcvCoaYK7ogjjjDUXz7xxBNFH4M6zVH3wAMPmH/+c7T561//ajbccEPRzWZf5N+MGTPMtKnTDJhu2SsRLaf+7CBAevXzzz+H9Kcq9KpOnToBfeNO/Xifyg4yNbMl119/vaHu8yabbCK8gkehdevWpn//fob6zNSXr8xdd911YT1Y5QqzkwcZMKC/1AMJdRg/atQo8ffu3TuMo4fh/v37Y2pnzcUXXxxLe+ONNwxU2wxUQuRZ+YysH9Jno7xNDCoJUCcPQMq3XuFXG4wv0TxBSZQNNhLKdCd3j8wy0BdccIHobOy7775m+PDhopyfa7b6VicC3AAxCptrDjvsMLPDjjtK1Q8++KDhBs6KnAxCvtPqgFQRVEWRBpUH8+uy3+RZocYTe+bu3bub0tIysxiDFNQrYmmVBci4hDOzSjLfcccd5tlnnzX33nuv27SIASjpmLb//vsnoyX88MMPy5V0Q102ESC9uhkTPahwmB13cPTqoYceqhK9kt4kK+bZxKamtuqZZ56RpifpFiMlDpwUJ96VuaefflqypNXTuzdoIsa5B4N6KEjwY2TapvuNNtpIeJj33nsvdluokwg9HAoadeqppypvE0MnGQhsbcC2M11yNHDDQzLW1eFj+bmHh6ewmvD7h0EKlzVbv9wtzd3/dB9//LG55tprzID+A8xRRx0lM8BstfbPbw13Gn/xxeci8TvuuOPkgSjdufPOO6vwcJzZlZgVK1ZUIa9mqc4IQC8PlMYRKkqAo44DBC3fUKKStH4RzZfmj0600tJ93GeffWZOPvkUc9lll4kkycdjxc17K72SgV53XUqLBlSaVzMUJwKkV3PmzBV6RYtBpD9cPasavUKbOaCuRJ8qTpRqzlPTmgUtBtEl6Rbj2rVrJ+8cqhIG+ycYleq4AjcVq1d0afVgY6LQP6hbSD1uJc6Nf9B/zquzY8eOEjdz1kwDHXzxh7wN+iB5m2uvHSmS6iOPPFIk33mV1PgINx7hExfnLrnxwMntgp2YQR7hsiVLkA/xfEveuZ2bTCvJJgNN83R33XWXLHFAGd+ZsENzuWy32WabKRPte8Jquo4cOdJshQlKt27dzJAhQ0z5+uUyQ7755lGVMsbsuvynS6Kr6WX8idXQXCRHmsZNGos6RPJRGjduLFFUk1jdjlLFAw880Gy55RZgok+W6snk5Mhe5XekKUWaktprrz21P1YOV9HmGHndSFlO56oIVY3al7eXttBEXaWMMToU+5TSK4EsEz/ffPONtIPvda211sprU5MmTSSOQh6a0izkPP1jB0kzkevp37IVy83nn39uysvLTS3k5fhHldOko0oJe9uK5SvMjz/+KMl8PvI2sCJkBpC3KeVTG3MnVt6wGVYmghKhPw6BCCNMr2OJHWbOn4txbDQyMRl/IdMsBV0+VuqS8YuoTEqgOXPj8hw72SuvvGKeG/scZoTuw/hg2gfmb3/7G3FQtxoQmDJlinnttdfMCdA3pePAcuwxx0rnmj17lvFLY4VuleuWhXJofLEgQEkO3VrN8wchxlMKTaKUJm1heiEnTA0JWklhckU9QVj7MDBJFjI37IvsX1Vldrz6xj777FPoUTS+yBHgcvj4ca+J9JlNoZ49zIVJq2bNnFWhehH7kVvOrXqfKnK4asTje7qFt5p6FkFOhaykwtUzXw+2/qUy0J7+sQ+RBtLec4+ePQVj0i3PyHvQPUPeoEH9kLGnLWnyNtR/Jm/z7DPPysoeF/6wKd9gk7YvrlciQG5XfpwwRYKMgnOaGEGMMCJOnMc0x5fglx5mcaJqJuUm2YgvPCJJ1mz80Bg6CWffvn2BhzW3QtLgl0Sy0cI/rxXcfMOlqd133z18CG7iInFgx7vhhhvCePVkG4HS0lJpYO062Bya4ihR4fcnA1JKeqEo2UxIWmbT1XywY91cdOFFssLEDTV5rorL7WSguRlHNu/kVaIRWUAAlldMWyzJR+kVTIU5eoW+WdFmQk7k3MAaGUSzAEoNb4OnW+SW0miT8Ary4tPTPXy+HvYS2SDvE4Krp38M+vvwoCdOzKhCBKthsn/j+eefFyb5llvcBsPy8sIHsGy//faGQqy+W/aVu9x6660GloSCO+olt6IUypdzoAS8MyMCzUOwLC4yZK6DPO67d79eIMNQWa62bPu4Q5UbRSidZmeFSSLTq1evbDf6D24dZ9zckLXBBhvIiW++s/LKpaY5WO567vnnDA7QENz/4MfR6v9kBHgCFt1Pi39KfRLuZKdLW95MLRBEsj8JHUthhFnnAQccYPpjhztViKgHLfkxKC2gRBwFF+FEMcZzUkcGOc2xj3Igghm+Kkus0+rRuOqLQJReJS0qkF5xeZ7MSyF6JfSNHdGNo9W3ofpkK4WAp1t8reQNkg52mQO2Kl3Fw+f39TCzU7/wKe7q6R/v41VFqGL63//+11DoRJ6EKkVNmzY1ZIw9uRs8eOd4RYkQ78vJP6XTfH6qoSWteiSK1JigZ3bZYBlDgpZzkuOZ5WSafOAiceabcqXkl1w2PUE0WfIaw0ATJA6eOIzBPPLII6kdnHnUVR0BWjxgjyovLzdvvvlmrODGG2/s9MVga5ymejjTrsjJ4FRRBk2r9gjQbBPpy4L5C1OfdSGOtGWGqHmn1IwpkaRZ0WU0n4X9jrrL/OPkmPfnTXKyQiNMUSekdcdy6aR33/VFY1dOrulUfSMGS6YCQq/QQUiv3n57oqxocIAl7dl4E0evqOdKCx3XXHNNXttlMPaDpwyweVk0oggRIF9QC8rIPBfDW8WINgO2lR3PhHdOQVwhJ/VIf3LHbCfzsR4SKDJu0Yk8mWZuLJw5c6bhXg4ywjSxScc+B5v6yarywnyunXfe2Tz6n/8ob5OHDiLw3Xr+V5IjAfdJBx82E32aXCOsthtc8FJ83pKaxUATG1oCqF1WZnDCGYPqVhGBZcuWyXLnfvsNK7h7vVv3bjIbvnv03QZHpBoYkk+9G/ulDE6pqRpZLAhsscUWMtAsXbrEUH8vOthQurf4JyeB3mabbVahSZ56xYvS7mlvrCTByL30IS995nX257NlQOTmnU4dOxmahSrkOKnGCYrYhLhloSwaX8QIONN1o8x+w/YrSK84JkyZ8p4ZPXq00CscepHaYo6fajUoFZqijKQ6RY8ePQ0OLMFKVf4G548++gjtKpEVa0qHCzmpB5N0V89nedmkHvSdXr17Gb8xMZqpvLxcgjhoRfogbmlwGqtZf/31o9kK+klva0GNTlfWoxB5ZpdvkM6Fo/NfifdMM7N4BlkSonLqsLR4WKRG6EATE+/YuXtiwG3UqJGP0usqIIDT3GQnMQ+rKOROOP4E9EUupS8UVY9kPi91Dhbok8kaLjIEdthhB9Mq0EHmBpeoc2airHx3W2+9dTSpin4SvnzHwWLiO+/IoIWjw2PXww87XPrfoO0HSfy//vWv/AoQQ/WOyZMny+EpOpFLhajoIx977DFs3JoVbh5Ma5CT+llDSeF9992XlkXi2BP9IT8FM2lCUSHAMwzoXn75pbzn9rRrl112yUtLRlCfni5J/xjnTeXRUlVF7vLLLxdVjM4dOxvq7FfVkf5tCitjhSZ+Va0nW/kC3Wcwu24EEa448Ps4tNhFB00PykgoOu5EOBUw2SySSQZ60qRJ5j9YyqDUIepo/oVpNFek7vchcMmll5iemG1T77SQ42EUpWXcWGbNlVdemSe1cZsdOMOzuqmzEIhFFF+GlZ2jYWud7sknn4w9uRsISsxpp50WI/AffPCBueSSS2QHeaxAJOBtr3LVY2UcmeGoKkehst76hh6eUgih4o/HUckimauIXlF9h32Y7irQq+T4Ed14LqcYFj8s2oIAAR6s1Lx5c1EFozUf72h3mZuUmzVrZk444QQfbUiLqBJEniJKl/bbbz9XD+qgWpl3rp53pJ6KhE6cuFE/vzXUSv7z6H+MN33n6/G8TfSeTKMNc6bdXIUTgH1dNeUqvDH44CiP7FlkETaH7DQQQT6yzD496ouwz8gT1AYpYOYcFPSJgYVOpMWJhHbMmDEWhsZt/Qb1LZbnMtfe/3WDrr32Wq5e2D333LPCW2OZ08IqAvuavA+YD7QYhMIyWDaXeL6rF154IYxXT/EiAMJuodOH01NLLA4zkobgVEp5zzidy2JDTqxxXbp0kTTozMfiowEwNtLfOnfewGLSFU2q0H/66adL3XvtvVeF+SDFtjgswbK/qsseAtBnln5QZXrlxlBLehXtb1F6hc2G2QOqhrfo5ZdftrCeYWG1y2KCZLHp1Pbr189itcHiFMIYOtG+QH/UQfos9UBVLawHFsBsrdJa9v77749mDf0QElioOVpY8rCkk9CJDtOiHmzAlr7cuVMn5W2iwFTgX2EdXZff303iIxXAyw0UmXOwCWthc1EGXcwgLGaPFssvFrtcM9fW/3WDunbtig9Y5m3CGMMCh50wYULeY5AYrd2yZS5vMCg1a97MYmZuYa/SQg9MiAHrox/LX3n1aETxIYATuSzMhNn6+AZxqp8w00OHDrVYGs9rDAcZvn9ekw4mmWwnDBROLiCTfovNN/ass85KZk0NkwFi3WTACzmob0ieU045pVAWjS9iBLp23TjXf0CDSK/Gjx+f1yLSK5we58aMYMLPftccY0dIr5rm6BUkgxaWE/Lq0YjiRgASYLt+h/VlPIIqhAiAsJqd1ygyyV4whBNY89JZDzYD2qZN17DY+1Ownuuuu87C4oblvcrLyy02sArTnVdhEIHVOvA29V2fRj8lb7Pbbrspb1MIsIri47wwrKRGIljOB+XKn4AVD+J5KWE+EIrMOaoH0CwV9YG4eUh1GzP3irVB1RwBnp7FPQc0cxjdUBh9bC6F8whw2l4W2+HRxP+Bnxt2Xn31VbP55pubVBvS/4Nn0FsoAopA9UKApuCoOkZrUt5mc/IJqdNMvgJCpWRSGK6sHppNZB0QFMgm5qro1vO5uGdDeZsQ5oo95HC9/kbULwvjPsFVEUsuVCsygXNGlfiXVQa6UNs1XhFQBBQBRUARUAQUAUUg2wh4hphi4qjljWirc4bqmJsuzlQzRurxlTFCnM3mJkLfPL0qAoqAIqAIKAKKgCKgCNQ8BEJW2Hs8jxyBQgzVSTwzBRkT+URp1e04RJ4gEQpfmbTCEcFGvYqAIqAIKAKKgCKgCCgCNREBiJ89/+w8Ee5YvPhBBnrDFCkQhoKjvr1tjqA2XJSBrokdStusCCgCioAioAgoAopAxhHALna0MG7QVFhj/ggv7Bhi/pJFDtlmbikWl2PAnRA6zKEMdICQXhQBRUARUAQUAUVAEVAEMoNAjtklOywhMMbCGssPYrwdDUkM0piT3HIQF8KRKyhRKoEOkVGPIqAIKAKKgCKgCCgCikC2EBDON8I4o3WeOfa7C10WFy05EYH/ks1nD0I+ThnobPUSbY0ioAgoAoqAIqAIKAKKADjggC8WLDzjy0CooRGk+DTJ7wNIE81nhBkPy8+S22tDKwMtcOiPIqAIKAKKgCKgCCgCikB2EPA6zeCAAybYi5Q9E+zaGmW0fUaPAphmxzfDFB7SIk4Z6AgY6lUEFAFFQBFQBBQBRUARyAICnjHOMcGOGSYjHGehhTWWn4BbjjTfsc2uDKNlWyGCykBHQFKvIqAIKAKKgCKgCCgCikAWEHCsr5c6ByE0DMwzAmSVJS7wO+Y62W5vhSPHWIsPP6XnwSWzZzW8ePFiOVr4qaeeMq+//roc35vVtv6eds2ePdsQo0cffdR8/vnnplGjRqZ58+bm66+/Ns8884zp0qVLWD2PQh44cKC5++67zdChQwsee8oCCxcuNBMnTpS6X3jhBTNv3jzTuHFj06RJk7A+9WQHAR5j++9//9vwSO82bdqYsrKyVW7chAkTzBtvvFHhsbms/LvvvjPPPfecefzxx81PP/1k1llnnQr75GuvvWbGjBlj3n77bfPLL7+Y9dZbb5WfUQv+OQh4evWf//zHfPHFFzF69eyzz5qNNtoo9mDXX3+92W+//eQo5J49e8bSooFFixaF9OrFF1808+fPV3oVBSijfvIJjzzyiPAIa6yxhox9q9pU0r7bbrvNlJeXS38rVM/y5cvNlClTDPvwe++9Z+rVq2datmxZKLvEc/ycOXOm0DzSPf9XWlpqGjRoUGHZmpMYSJmhekFZNI7eBtfsGOHY3kGJIivt0nL45OLEhx9/jLfk4VHeWXdz5syxRxxxhC2rXWZxbr095ZRT7NNPP531Zq9S+y644AJbt25d9hWLgcc2a9aMRl8sGCDbtUsXe8ABB8TqBaMteZn/lVdeiaX5ABgZe9ppp9nSslILZtluvfXWdrvttrNrt2yJsiV20003tdOnT/fZ9VrkCMyYMcN269bN1qpVyw4aNMi2WGstu/7666/SO8ZEyw4cuI30sZ133rlCZG6++WaLwcMO6N/f9u3bV8qw32KynFcOA5bdZcgQ6X+gmZKXfXHXXXe1S5YsycuvEdUTgSi9+stf/mIx0ec2H9u6dWuLib498MAD8x68d+/e8r63GTgwL40RYKAcvUJfwgQf9Gqg0KuWLVpIuc0228x++umnqWU1srgRuPDCCy2YT4uJtO3Xr5+873PPPXelG4XJlmU5N34aC8FRwTq++uori4mcXXPNtezee+8tZTieHnvssfbnn38uWG6rrbYK6JanX+46evTogmU0IR+BFUHUCnhW8J+P8Fl92F99PK4QY2fbvfrqq7YFCB+kX/ayyy4DOCkoZBuCKrfuxhtvlMGHH/PUqVOlHBmNl19+2bZo6QaPJAPND/ykE0+0w4cPt8uWLcu716RJk2z79u3lQ+ckJkkQrr32WlunTh0ZqP75z3/mldeI4kIAKxK2bdt2tnbt2vadd96Rh//4448lDImKhZSkyg066KCDbI8ePWwd1EUmd/DgwQXLjhw5UvrYWWedFebxkzv2ryTDc9FFFwldYJ/861//KowXd4iQ+brzzjvDOtRTfREgvSKj0atXCr0SZrckb8LP1nBStu++Qy1WH/IaR3pVXl4u/S2NXrGfsW83atTYKr3Kg6+oI6644gr5/ocNG2Z//fVXacvBBx8sceeff36V20a617FjR9uhQ4eQwS3EQJPRZr61117bYiVF7kGB01ZbO+b48MMPT73vuHHj0EdlRxvPCcF9nL9V61YWK2mpZWpyZDrX52P9NY5QjlckWx1xCPhwphloLIWINJWSsLFjx0YQUG8aAljulg/+ySefzEv+4IMPMENeM1Wik5c5iPjhhx9CIkJCVMjdcccdct8SEIQ0aWGhchpf/RA46aST5F0effTRsYc7+eSTJf6MM86IxVcU8ARs//33l7KFGGgsZcrKBqU9S5cujVU5RKTMxu62225h/OTJk20HSMRnzZoVxmGp1TZt2lTu0x8SbHXVH4F1111X3lcavZo2bZrQq+SEv6JWQWWjSvTq9ttvl/tyXFF6VRGixZPGVer69evLqhn93s2dO9c2bNhQ/qo6+Sfd4t8nn3wi/YSTvEIM9Nlnny2TtUsvvdTfUq7Mz/7Fv3fffTeWxgBXcPfcc0/L54v+LViwIC+vRkQ4Xs/5ApSINxKKxyaxC1PFsyK7Emguw1LlgDOzESNGJHHQcAIB6A6GHzslzmmOTNHKDEjMS/zLsBTKZf1CjrP9du3ayf2pNuJn/4Xya3z1RAA67iKd44Dx2GOPxR7yzTfflPfL5dGqDkS+gjPPPFPKFlLhuOGGGySdahtJB91VkSDxmaCTLclcMp05c2Yyqz3uuOOkni233DIvTSOqFwI5elViX3rppdSH4xL4ytMrI334s88+S62TkVF61aVLV5X4FUSqeBI4sSeN6N69e95D77jjjpJ2+umn56VVFMHJPMc/rmr51bhk/rWgtsH7Pv/888kky4k80/baa69YGvaDSLynZ7FEDcQQED43FuMZ5yAlJUN+VDImF86sFQ50djPtg2mme/duBrpI6IfqKkIAai6ycYF5Tjn1FINZbV52SPHy4hjBjRLctAUVjjD9o48+Mvfddy/C1uyz776yiSJMTHiwJGpOPfVUiYWk20CXNZFDg8WAADda/fbbb/Ko0GuPPTJ0og3f89IlSw0khrG0ygJQwZAstWqVpmb98MMPJZ4bb5Ju4403FsVAxnNTIx03FkKtSPzRH0iaJIil+2i0+qshAqRX2KshK9ekHWn0CqsPWOUG+5LiINWTzVo+ifTq3ntJr4yBHqqBzr5PyrtG6dW0D6aaUaNG5eXRiOJCAHui5IH79OmT9+DQmZe4hx56OC+toghHt5wdYvBweVm56e/7ed9LvPTlRA7s15ItbdxcGHXQ+0e/L5F+yr4/fvz4aLL6UxBw6LtfUXYhsgymkAe3JcYlsyouEcQcp0SByyQDzZ31N910E9RTjIEOkeFuanYyxkMy7duu1wgC/IAx45WYKZOnGBKN+++/P5LDmG233dZAmh/GYSncHHPMMQZLqWb33XcXqxo+kXh7mgE9Vh9d8BolXLSQoq74EMB+A3lokpe11lor1gAyt2R6OJxgNSKWVlmATBDrhOwgNeu3334r8Z9/8XleOu9JSy8s7xntvEyI4M57MvacJEL3Oi2LxlUjBEivBgwYIKPclCnvGdKP++67L/aEWOaOCU9olQXqF6YXLG+Qvt1yyy1h/igTslL0CmMMLcSoK14EaB0Ke36kAaQXSYfVUaEfX4C+eAFBMk9auNDkzeclA+0drcckHXSjhcebOXOWWAhi+ltvvWXGPjeWxNBARcRgDxHG7QHmqKOOEhqWrKOmh0n36dw1COFC3jmIpM85iYQ3WLN0jHZ+Nqduznw2m3agaTrLu//CHBt0d4U5JMHlwH7XXXf5ZL1GEODgQukcOxZN1kH3VHAjo0zHGXWnTp3CEthsJYRnCZgPuijB8IMKuywJUGWubdu2YZap0xwxCyPUUxQIfPPNN/KcjcCwUkqXdN5cIc2OraxLJXhBJV5aOAsDDdQzYlVT8oOlVCGYHCjTHBlwLNMaSiEvvvji32VuL61+jftjEPD0ihIjvneoaxhYJjCF6BWZD6gSmQ/xnpPDoqdXfFJYYKj0gWmW0bup77/vvXotQgS+/PJLPDVHKiO8gngiP6RbpD/QbDYrS7tcrZHKIt7y8nIDHWeJifY/n8UL+6BPLau8jKc52bvuvEsEWezrLM/+z29h8803F1rny+s1QMBL8vASZRxBdOp7CSJFwEw//nx+Msuh35eGYCeTEmjaKmbrKfXadLPNDDYFCFEdMKC/dDBKpaGjGaCrF48ABw4uw3fbpJuPMhMgSaa05rDDDhM7k2ECPNgFLzNg37H4oXtHVQz2QW4RrgoDTSm2txP8ycefhDN92qOG7qvY0IRuqgyA/h56rV4I0CY43zknrGmuXj0sucPNmjVLriv94ztaoqBfOaF06Morr4ylUspD1SI+V1o/pMSZzBD7OR372IMPPih+/aneCJBeQf/ZbAL1IO9eGzeuIL3iChon/bRbHxkapeiHoFfeRZljH5e8tmrVytDeLt30Tz8N6RXMcRpYdZFvgBO76667LllUw9UMAWy8A31wxCWNdoXqFcjCcxFWxnH8K+SwadH41Y7ROEfBr6T5/BRisXSDBvXDFT0KsA499FDD4ztgNlZs3rcI7EVTio79Ir64XgME3DvAywOYhd8GMgfjSzQP/RIdrIJKIMjH6jPHQHOwJMPMZmPTm4H5GUNih80BYJofN2s0ayYgUkdaXT4CPHQAO4ANTP6Zho0aSn8hY3z36LvlEAuvR+pLwnKB83I2FsymGUFCJP0MMzc/k/Zl0q4cjHx5EhYy05ztYyOQ2XDDDUVCOBGHXVBSmKbvmFanxv1vEaDUmbN3PxFK3n0J9J+pu+d1mpPpFYajVC2Rkbqu22K5nm7kdSNl2Z6Hrtx6663hwSvsi+Xl5ZIn+nPVVVcZmCMzQ3bZRaJhOUYkmTw0Q131RwC2n0N6RVUd9j+hV2BIqEOapFdsUUizIs1bM6JyVFV6hc3RUoOnVwwceeSRImiA1SFRHYT1GTN69GjJpz/VEwGOPZ4nSls54wqWZ75WmnZ56WeBpl9zzTUy7i3BPTjB48E/2FAoTPLNo26W52rfvn2B0k6tkjrSffv1kzy33HqLganYgvlrXkKgwSxi5ZBHDmFwr8e//TBaPD6Wqhyh/JnjkNftQGzmGGhKwbzCflKfCWauzJZbbCHgfPrpZ3KyVBwyDREBEhHOZKd/Mt0ccsghpqQWeg06EWfIOGgiJonOMUu+uzkMOXh5VxWJIyWF2N0uRbCzXdRBqKNICTSJDE9oOvOss2RQIpFRV/0QEPUfECoZcFIeTxgTUKzkd5mSNT8q3r3y0sfg1EwcmmFqlZQaHIZgcAiCueeee9ykDN23fr36hjqxSUeJDk+le+KJJ+TEMKYvX75CTtxM5tVw9UTA0yvqhB5y8KGhKpmnVxwTos4xSRwJc46MuHdVWabP0asSYdSpvkYVEUq3H3roIaFZlI7T6YqGR7Z6XmGDOXywtMkT90dw/CMJSu7tCAtW5Il3tVhOqpVy7wVXYClB3mmnncw+++wb02emgKAix7IPYdWMpw/+9usyAxOOFWWvYWkB+LFLbjDBZwvn1h8CHtu9aMkS5EMetwvHQSd2B6U3ZFCFg8df1seSB2eMabNFmLoSKQVRqgqhrEm9jeobUccPk0d0vzbuNacbjcTZn882Dz+c243s9Z5llhaZbbsByXW7quDMVYOgj2NA6iKPgRMjDa03eMfd8czEiZC66ocATn/DQ1kzf0G69JZLpXRcEVrdjtLHf/3rX9AV/EGOxOW9HnjgAbMgkCTvO3TfSvsNpYeiDoLODFOOq/sRtb7VjAAORInVyAnc3XffJZvF11l3HaSVmM+xikWGNuqcgCU3iDINpxaG9Keq9EpqQF/xR4VzMnbOOeeEtyLtYlyaxDvMpJ4/HQHSLY5jHH88jYo+lI9jnpWlXX5Mi9aX9FNFkXrYMK1pcOATnmG+MOocU0tKaslKerJMMsznIvNN+isMfzJDTQ3LR+q+df46n3sruVhhK/D+XYx0BGQJmWYpGKShDpaWNERlTgJNNYCNu2wsSFEikXRbQALNjkkX3bjmYmr27wH7HxBK76NIcNJBvfLatesIdlErGV7aH87egoKcWdeuXSZdMsmYR+v2fkpvXNc0ovPMeE6Goo4SpQaQJHqd12ia+v98BLiJhe7nJT/nbeaj7iAJOwnPNttss1IPK32MBA2DSWWOy+lkXLjxB/ahza/Qi2ZcVVW2vGUHkaZXdjNN/1MR4CZnT3+iDyL06ulnoErkluapzhN1ftIfjXP0qo5EcQm9Mvc21MnEYSzZJVD/4QYvrxfNND4bJdVUO1NXfRGgoA2n7+IBSwx12JNOrPeA/vTu3UfoSjK9orBnu9L6abJc+/btDS1vcMWEaj8se+CBB1RoUjFaB2kW+R/XlmhKDfaT28V7JUPIXwkyCs7xgUGMvCiy0O6Nhb/0SMFcyfBdIqryEUluVVw/PXvxYzBm8pTJeQ/uG0/meZWWY/JqzE7EPNikpKm/NEcd8p49e0j3itrb9YORmIuPFCQh8EzLGzBLVxETTb11t/nLymC0xx57RGrKeWma8LLLL181FYBcNer7gxAgo8BVCxKhpATXmYkqEb16t4mr6g8huvEgZIXM2KXVRInObbffJknXXnOtSBjT8iXjpG+DMOoglESm+oUpGayIXvXq3UseOkqvYq3IjYnCuJx2+mmS/OZbb1ZIr7hZFcc+S14yz4Xs49OuNCdz//d//xe7rQaqHwLcJE8mixvzkm7aNGwwBf0ZMmRwMqlKYSdJjnS2Skqxb1ENboMNOos53kqyh8m0bU77+40aNQrjarrH83vkgh1THEEk8kq8ANBLnUPmOsjjyrpfz/NICDfInIPOrRzti7ZbGEiPte8f//gH221hQSIWrwFrIT2x2BVsYY4sDw5sTLBtWrcW9R/o9IXpPOKbePIPS59hPD0s06FjB0nj6W6//PJLLN0HsGFR8mAZ3kaPUfXpvEIX2u4waJAckRqNV3/1QgCbdqWPQK849mBYXpR3nDwVFIy1hek4y2sh9/e//530Td5/oTzReB7LDQZYyhx//PHRpNAPKU/o9x4MWnaDDTaQb2D58uU+Wq/VFAHSK54cB2sFeU9I2tOubds8esWM++yzj/RFWDOIleP779ixY0Cv+gr9imUIAlF6xRMR0xz71yYbbxw7Lj4tn8ZVDwQwGbNYQZB3//HHH4cPhdULiWverJmdN29eGI9JlIXpOHvHHXcUPDmXeQK+zbKeqjjYMpf7tWrVOjw5NVqOx3o/8sgjlnVHHazLWEjSLUw4RqPVXwABmCQskMJon+avQVYf9Ffk4zJTJh121ktH7Ny5s+XHQcfO13SNpnaHHXYo2OkzCUYVG8UBiYwwpMcWJwsKbvxQx44dawcPHixpZISwyz2s8dFHH5V4lmO+pMOhGXIkKRmgLcBEM+wdVDIsDMBL+S5dNrLYTeyTYlcyVxwoeQSzuuqNAFYT7I477gTLQSX2ueeek4eFDqows3023dRCjSPWAGw2lfe/8cZdY/HRgGd4+C1Xdsz7+++/bzfZpJvF5laLEy2j1YT+s88+G/cssdDTt6QTZMBgecbCrqqFzqplHeqqPwKOXpWk0ise+06alKRXpF2QCsv7TzuynfQJG1DB+JRYqPvZ6JHepFfQkxemqGuXLgXpFQUFUFPKO86++iNas58Qq2ZyjDusYcjkCZZ4LNSBLFbALA4Vi4GDTe3Sv0hHyNCmOWzmC/IYC5WMtCxhHPsMNj+LEAuHAllYmgrToh5Yt5L+twFoIU4ktGPGjJE+CTW1Su8RrafG+cGy5LgW+CMB582LCAqksdq5vJlloNlBrr76atugYQNbr349IYZr4tx5nJyXN3urcZ2pQIOx9GNPOOEEC7vPwgCVlpVaSoU5iy4rq21PO+00i9O8wtKwd2qbNm0izBEHqzXWWMOeccYZYbr3kKm65JJLbJs2kAghX+tWrWz78vbih56zhaknS+lPmuNqwmabb2axuSJMppQ6OQMPE9XzpyMAU3AWJ1PaOnXr2HVbrWthxcUOGzYsnMhGH5CMBidXvCYdzNBZMs1OiiOLahabZexZZ50VywodRRlEmJdMFQ7UqJAJprSmtLRWOLjx/rAMYmEy0VJ6ra44EIDVAXviiSfaTcFwcMLGd08aRhrDCdTw4cNj9IoTdGwWlP6G/WCSjxM47JWJNTikV23bSJ5WrUGv2peLn/TqpJNOsrDWECvjA6RL0M22OKzLRwltS1vVCzOop9ogALUbC/vdGNeaWphxtVD1tGSWkw6qHtIf2I/GjRsXSyYzjP0gtlFj9EX2M/zVhXS4e/ceFjrWsbywE24HYWW1YcOGcl+oKRZc+WBBjqNQSZJ7s583b97M7r7bbhWu4MVuWOMCAbMb8ryhJ45ELDoWiOULU+Chv4SpeBGZdTRLQ/1LEFfRR8uZXctsk1e5Ydw8s/3220t5btijThVPb+MBFNylDgZ5lev2BbmpZtKkSWKyjnrVFW3k5I5kmiOjKT3eH8vqhqfdYcZvuInH6yL5uvVavRCgTWW+a6hFiG502tNR1496rNwYys1+q+JowYW2y7kJB0y0HLpTWT08pGAGjhQHw2NoMSa5YbWy8pr+5yMQpVekC+xrixYtkoNxNt5449Vi/YL0iicbgimSQy8qOmSFfWl/nIY4F/3xuOOOE3vU3DhLazBgfAw3N6orDgRoP5zvk/0ozZoXW4GVKhmDoiZbV7Z1WKWTjX+01sKxUPZ7VFIJzb3S9jOYbrEAo+NgxYCRwYWQRGbMvNKlxbkU9+vTczmjpXL+zDPQUVDUXzwIcOJDouKOWY0/N6Tc5nJsJlSnCCgCikB1QQDqaOYOHKnsB19e6XgiIVRBXEB/FQFF4H+PgP8owzsHEXKJJMLLJSq3QOXYbZ/qr6zC+5WBDgFVjyKgCCgCioAioAgoAopAVhCgVSha1xCm13O+q9y4SAXwZtKM3SpjowUVAUVAEVAEFAFFQBFQBDKBQGiajq3xOhz0kxcOnHiT2sw+3SUip2PFfTlKqpWB9gjqVRFQBBQBRUARUAQUAUUgOwh4RpgtivplX7prpvDVwc7isOGe2XaJiPaseMhKKwMdgqUeRUARUAQUAUVAEVAEFIFMICD8MhjgULjsmWJpnQtQruxcYPAppeWSw2dDMcdKW2WgU7DSKEVAEVAEFAFFQBFQBBSBIkYg5Je9xzPBkTYJMyzxzBRkTOQTYXUosQ4SocOhKhwRINWrCCgCioAioAgoAoqAIpARBCB+9vyz80S4Y/HiBxnoDVOkQBgSyxzM5GKC2nBRBjojfUSboQgoAoqAIqAIKAKKgCKQQwCnLCGQU9RgijDC/BFe2DHE/CWLHLLN3CUoLseAOyF0mEMZ6AAhvSgCioAioAgoAoqAIqAIZAaBHLNLdlhCYIyFNZYfxHgFaUn0GwURILccxIVw5ApKlEqgQ2TUowgoAoqAIqAIKAKKgCKQLQSE840wzmidZ45FQo2wyxJIoBnAH/5LNp89CPm4zB6kMnv2bPPjjz/GjnvmqeX+2EteeYSvDwMfdasJAWI/fvx48/HHH5uOHTvKEbYdOnQwX331lcTvs88+q+lOWk11RuC9994zPG6Zx+EOGDBglY/q5rG6PPJ2VeqZNWuWHMX84Ycfmp122kmOYy6EGY8Vv+qqq+TY+D333LNQNo3PGAKkVzxO/tNPP5VTA/v16ydXHg8+btw4o/QqYy+8kubwFNzHHntM+Idtt91WxrBKiqQm//TTT+aJJ54wP/zwg9luu+0qrIfHc7/88suGdIquc+fOZtCgQaasrCy1bkbOmzfPfP311xCgwhpErVpyZfw666xj1lxzTXrVJRAg4xvwycIKez/ZZCpqhOFoRuakOgf+U1jt+O0gA8DPnAPjbJs0acIWBn+iueL8ogdeYktrlVrmU7d6Ebjgggtsvbp1BeuNNtrI4kOGv8S2bt3adu3a1R5wwAGr94ZaW7VDYMaMGbZ79+4WRN1iELAtW65tMYGy06dPX6lnZT3dunWztUpdPS1atLA4Ftl+8sknldbzwAMPWAxCtlGjRnavvfa2I0eOtHPmzKmw3LHHHit9da+99qownyZmBwHSq7p16wm96tKli23enPTK2FatW4Febaz0KjuvukotufDCC22DBg1su/Xa2X79+kN9tsSee+65VSobzXTRRRdJPe3bt7f9+w8QWlionnfeecdusMEGtk6dOnbIkF3srrvuastql9lOnTpbphVyAwduI32V46vjddx19OjRhYrUwPgVdoW0Gr/Ok7uGEUlYfMZkPMM+zV05a8mcu+2224IOlWCg3SZKziUsJGKZa/ef3aAbb7xRcO/Vu5edOnWqPM6yZcssZtaWzA9mcHb//ff/sx9T7/8HIvD999/L4FO7du2Q+JPhZXjttde23377bZXuznratm0r5fwgwnrqoJ6WLVva7777LrUeSJHtIYccIv2wR48e9qOPPkrNl4x88sknQ5qhDHQSnWyGPb3q2bOnff/996WRy5cvz9ErjBM64c/mu09r1ZVXXik0YNiwYRYSYcly8MEHC79w/vnnpxVJjYvW88svv4T1cPw777zzYmUWLlwodK5uvbr2iy++CNMobCDzTsET8yQdVkbkuYRxDvgamfi1ahU+e7KMhqMIOAbYs8NMEX80IpI9mdvnzSQDzYGzf//+9tVXX5WBlh8D/9iZKZliR7vpppsi8Kh3dSDQGh8vsSUzknQffPABpDvNdUBKApOx8Iknnih94Oijj4617OSTT5b4M844IxZfKFBxPSW2UD377bef3AdLr/K9F6o/Gk9mnMw9Bzj2X2Wgo+hk17/uuuvK+37qqafyGqn0Kg+STEdwdapBwwYiKY6uVM2dO1ckyZRKF5q0R4GRepCXq2/JeurXr28bNmwYq+f+++9HHyyxBx54YLQa8VPIx7THH388Lw0qIXbPvfa0fD7/9+WXX9r58+fn5a3ZEQFHHL8IJCuicYE/HavCiZnbRAiJk+gNgSiK3uVaa61lIP2SPyyRiG5TrVqlBoMkxkp1qwsBEAszFzrOdCASedVS33zffffNi9eI7CCwaNEiM2rUKGnQjjvuGGsYpDpUITOYuBoMRLG0ZCCsBwWotxx1Q4cORdCm1nPPPfcYDEiiA/jvf//b8Huvijv88MNNi5YtzIknnFiV7JonAwiQXn31taNXYI7yWkR6NXQY+5q6moDA9ddfb5YuXmKgMmYg9Q2b3KpVKwNhnKFeNCTLYXwhD+thXu7XSNbDfSCLFy+O1TNz5kxUZc3cL+fmVblGszUkrbS0NJb2+uuvmxdeeMGMOHeE4fP5P0wITbNmzWJ5NRBIRUS7hdMRzpmdi+0d5OAk8pMgMbwwvyS6VAQjhu6yZ8Zuww03NG+//baBDnQIgff8/PPPxjHW/Q0kTj5ar6sBAahomLoBwzL81FMNZsV5te6yyy55cRqRHQS4YfC3334TcrPpppvGGsaBqbR2mQwg/AYrchwcWA8pVu/evWNZoVstE+QlGIiw0hGmffbZZ+avf/2rhLE0L0x0mFiB54477jBjnxtr7v33vaZevXoV5NSkLCEANSBTvy7fd4k55ZRTUunVkMFDuEKbpWZrWwog8PTTT4PclOTRG2bv06ePlHoAk/PKHOshu5WkfywX1vPAA2E1ffv2Ff7s5ZdeNnfddVcYD7UNM/618WaNNdaQzYRhAjzQ25d7cHPrqRhruWFfXWEE+D7C7YGea45k91+4hVIMmeP4J4/SQQbhwREM60IdmZNAR3DJ8z7zzDOGO2NVEpoHze+OqFu3rkj8+WVPnvKeEKL77rsvVi93Io8YMSIWp4HsIEBLBnz/HIg4oYo6MqctW7SUKCd1iabG/bR8wHroyOhEndSDON6DFja8O/roY+TbXnudtc2QIUPEAsyzzz5rZsyY4bPkXWl1Aaol5rJLLzObbLKJpAe3zcurEdlCgKsT/SBZZG+ltRgyN2n0Cjqr2Wq4tiYPATKr2LMjNCdJt5i5Xbt2kjYHQiGZ2OfV4CIWLFhgpk6bmkr/wnrg4eqHr2fzzTc37dqifrijjjraXHfddYYWOaB7L9Y77rzzTlk9lwz4eeutt8zYsWPlHp9Mn26uvfZajLv9zZFHHinCCZ9Pr3EEPJOcFutk1HjFIP5kjj2PHU6ewTlLeT84IODrq1EM9COPPGK4HKLqG/FutLpCt99+u1l3nXVRnRXzOiQCXLaaPHmy3IKDVqdOnVbX7bSeaoYATSpxlt64caMY0feP6VeFKmOgWQ8pFPNT/SrpmsrqkjW+Hq52vPTSi5Jt+bLlYgKKK1FU/6D5xK233lpMKEbrWbFihTnooIPMFltsYU466SRJIsH0hDGaV/3ZRID0iia/OFmjiU2lV9l8z5W1SugNM+H7TzP/JnQLhIE0Axv9Clbn6R+JF/b75OXz9A92IcJ6OCaOGTNGaN3y5ctkQk+ahU2toGkvmaQ5TaqkUlJ93nkjzFYYW8V8He7ElbTNNtvM0BSnuiQCELd4wu6vyEIhjHO8+gR/JUOdS/c+SUXA1QfzgUENmb9gA6Es+ZKhS0q1Mt/4/1ED11tvPdHN4nI9HTvda1iG6oNleOqZVqb7KoX0p2gRwAYWIUNpgxAbxVUKus8//1yuhX4oyWHnab5m/iDEMnUS9YhEhutuKMPBhwMMbfjCGg8mzGVm3KuvilSaA6B3MDNlPpn+ifnnP/8ZEkoORnQ5wulz6zWLCJBevfjii6bbJo5esY1cRaE0+rDDDlN6lcWXntIm2lP2Lo12ebrFPNFVL1/GXz39Y5iMbtKF9YBUReuBFRixN+5VyCihhhlFAzOwySqEvh166KGykvvKK6+IfXy/sjftg2nmzDPPzCtTkyMcO0yON0ABVxcXsM8ugMRchjAqBC4X43IhLJ6SmsNAczmXB6u4TUghMupZzQjwo584caK5/PLLTSNIItldl4NxIVPDjRU8FENdNhHwRv/TpMZsMfcgcImsULpHRRhZ0KjaZfnSZ+ZZuvRncrnhIQM8CEMcyvA75+EHnCRzWfMf/zhHCOakSZMMLPBINu6RgL1Xc/ttt8sGHFcYPTVQfvNXH6/X7CJAesX+cNlllxnYDJeGrlix3Nx9990GduuVXmX31Yct8xNnRqTRppxUt6TCjcme/rGetA3Mnv4l00lveHALTCgamO4kaTNvvfmW6FFXJPFmPaR1U6ZMkcPKSOhuueUWQ2GhujgCgAbO/TrpMUBmUBhhSQx/vEqHy81siUw0IBi4GiOBfuThh0V9I7kk4oHQ6+pDgEQIZsagh/qJgU1eWWZil6NUEEbiVbKz+qCuVjX5jbnchZ7muP+AShJpUp5ofllWR8SSJenLkUuWLCa3G+pZs1/R1a5TWzbdSCD42XnnncXH/vfmm2+KnuCBUC3iznqulHDzIfWkefWSKJ4cxjDMQkWrUn9GESCzQ8kd7IwLvfKj6rfffif0CjbJM9pybRYRoBUL79JoFy1nOJbJpkqWfVlP/5iXZZLO0z+mRyXU55xzDlQyzhOhE8wnmp13HixFZ8yYKRsIK2OIaX3jYfA39RvUF91q0edO3ryGht178190EMJFmGOf6LEJOWaXwat9JLOF+iAYg2oEA80O+AR27A8cODAcdD1mel19CHA5NOr4YVOSw01ha1PXEI7SQuqiq8seApSe0HEpM81xsw6dz5eWJ5o+f35uaTWaV1Q8EOHNRMkmH4Tr1nEqItG8tNpBM2Wkjex7ZKKnY/Pgyy+/Ikfr8qh5qn107NjJcMMO3fMvPC9p3IyoLrsI0NpL1Hl6RasGbhJnpc889NBD0WzqzxgCfNclJY4VSqNdpDekHyW1Siq07kN65HWSC9VD6EqgKsa+RseNzJdcconp0aOnWIPhKgiP//bmOmmWl6polTnWNzhgvNOY98rKZzodjK44XAJfUqbs0gNOWQTM9Ds+Oigb3R8TZMRSQY1goJ977jnzI6RKan3D9YU/6heHWITL4NF70FQPLaDUhhkzugkTJkST1Z8RBGi6iaSFS57clBV1XIoUyTEiOZGtyHEzDF2hehbDXivdNttsI1cyyXSU8CTNJ3I1hDqtfC4y7jQL1atXL9OzZw/89Qz/eiHsd+A3btRY4rmEry67CHDTYJq6zpZbbhnQq9rSb2h3V112EaBuMr9/Oq48JR2ZWLpePXvlrXBF85LW4BA3iaqoHtKdpk2bSr4HH3xQrv379wurIhPOvRm00EG6RV3nqjiqrZXBSALrV5dDAEc6IgDWGRf6CrqAu47mCUqiIJUP4ZjHc+Hw1ggGmssbpWVlZo899iAE6v4gBDhTF1NmKfWTyekJAsSOiBOZUnJoVLEjQHWJdQLJCo5vjzWHu8opCGjUuHGlDDQPYREJDShWWj1cQqN+vWfEOWhRqkPnLb5Eb04miTSPAwuZZxwNbt59993Y3zsIc3MO3aBBgySNB7Ooyy4CVNmpiF6xX7HfKL3Kbh/wLTsMm9zpkvSGcaRd5J6qco4BN5/SFa6nJFYPVTbo/GqaBPBDpp57ONj/li1b5qMrvJL29YawwOvyV5i5xiT6zYLC/kZ5X0HACaeJcr7zsVTlCOXPrMbrdiA28wy0qG9gSYTSqqjeUT5cGrM6EDjxxJPMt99+m1cV34PolKLHkkFRlz0EaCISR3hLw5KHpfBwE7rThg8XlQoJ4IcDyMUXX+zssAaR3Ixz7LHHSii1HhC04afm6iGzfeIJJ0j+iy66OCZVpNoIN9m0adNWzJQFt6jk4ohtJZk0udgRwGumHXCvQx9tDm3xfvmV04Hffvvto0nqzyACPCmVpuemw7YydeG9o93lie9MNM3WaGZOCGgM02jHmabjqPbFzX/ecRW2YD3YXN8MK2Annpg78dStjpWYtFUOGj2gix7Kws3QVIH0dqT9ffkcTLv55pt9lF4FgYCWxy6eNRZ5HnL50woDyJgsWYJ8KBvInyUDWXLHUCMB0plMO5xWJu1FZ890O6tD48BASdfr0LGDffzxxy30wCw+dAszY3bw4MGSBtu8FubEqsPj6jP8AQhgMLGQIFvoC8p75y2wTIl3X2IxWFioWcTu2rVLF+kXUJeIxUPqYndiPSW1LFSwJE3qAe1KqwfqHhYWFaQuHBcu+dn3Dj74YIvNNRYqRLH60wLYSCblYSc+LVnjMoZAaVkp1R0tdOCFXmGyZdnvSK+wmiJpSq8y9tIraA5UJSw2lFpYtrCwmCHjV9++/SxUKuz9998fKwkmVmgFeSmscMfSIH222NBst9nG1YOVDgs1xtR6oK8s/Y8sGw7yCesBE287rL++xd4Mi03NYfxaLdaSftmpU2eLEwktbEjbI444wjaoX9+OHj06zKeeAAFhNRy/wd8o55GL9WhFU31cUCiNZ0H2zDPQHEDZmbGTOoKIev8IBBo2bGgxS7d9evcB41MiBKNx48YygSFzffrpp+cxUH/Ec2idfy4CixYtsrvvvrvFMqTFDndbq7SWxaYYSwYl6bAyJAMRr0mXq6eOhZQZ/anUQlJkoSqUzCphbMiRgQrSAosDe2RgwoEqFhsHU/MnI8866yx5lr333juZpOEMIkB6BWmgxXHxQq9K0b8YR2YGqyD2tNNOU3qVwfdeUZPuvfdeW15ebqGjbLH52LZp08aSWU46bIx3DDT6Cv1JR2Z4fTDA2HNhGzZqaKGiYR999NFkNgljxVboZS0IC6BiZqE6JHWThsJmfqwMNhxaqBQ5ISju3axZM7vbbrtZWN6I5dNAEoEU5jgaFfhxyI0UDH+jeYIqowLAEsaJXDqjP6/iEAUux+ky3B//gp9//vkQZ6pxUM+US+i0ktClS5cKN2D88U+nd/hfI0BzcFxW3GCDDcJd58lnoNkoWj2gWblCuqZcymRfqqieaL08qIWbeNjn9NCkKDLqjyKg9CqKhvqjCPC8AuoecyNxmk1n5qVuNA/PJyK1AABAAElEQVRdqmizMeuhugXPQChUj78vN0FPmzZNVNB4kio3PKc5qkNSLY26zrRjrgc/paHk4sjeenzI6AaaHHkF8tISES4Yj5RQ1hnoPKQ0QhFQBBQBRUARUAQUAUWgRiJAHeaoXnMcBM8o+2uQ6oP+WhM2EcaB0ZAioAgoAoqAIqAIKAKKQI1BAEwv+d7QibFnF3LxkVSfJtfQ/kZOfB1a4aghdqBD0NSjCCgCioAioAgoAoqAIlADEMgxxk59w4XFNHTQeon3TDPjPIMsCXE5dVBauHH6M2/GLsBIL4qAIqAIKAKKgCKgCCgCNQYBZ6KOys8h84u2O3/uGleODsoIRj4nA1T7CByYbPqVgfaA6FURUAQUAUVAEVAEFAFFIDMICNMLPjhkftEyzyI7YXOESYaXIZ8e9UXY55CVzrwVjsz0Am2IIqAIKAKKgCKgCCgCikCVEfAbBoUxdtxxlcvmZ4xUAK9KoPMR0hhFQBFQBBQBRUARUAQUgSJHwGsxiwQ6KoYmLxw48SYtOvt0l4icjhUXETVDqEsZaI+gXhUBRUARUAQUAUVAEVAEsoOAZ4TZoqjfbxZEtGOuc4ob0njPbLtEyeWjAlZaGWgBSn8UAUVAEVAEFAFFQBFQBDKDgPDL4HpD4bLngKWFLpAzVEct5yiHnYNBYn0SijmptlUGOgeR+hQBRUARUAQUAUVAEVAEsoBAyC97j2eCI40TZljimSnImMgnwupQYh0kQocj05sIeYT3Sy+9ZD766CM5HpNHAQ8aNMiUlZVF4FPv70Xg559/NjNmzBCM/cnw/vjMBg0ayJGkzZo1+7230fJFhgCPsX3uuefkGNsBAwYUPKq7smbxyNyxY8dWqZ5x48bJsd+lpaWme/fuhvetyH3//ffmtddeM5988onk33LLLU3jxo0rKqJpRY4A6dWnn34qR/ySTkVpFo+T5xHKSq+K/CX/jsdfvHixefzxx80PP/xgtt12W9OpU6dVqi1az3bbbWc6duxYYT3z5883X331VSwP+2arVq1M8+bNY/E+8OOPP5rRo0eboUOHmpYtW/povUYRoPg5avhZpMwRRtlxx6Hs2fPaTt/Dhcgy0+evYfU8yjuL7t1337UbbvgXC2bZ7rLLLnbXXXe1tWvXtvgYLNPUrT4EZs6caQ855BDbtGlT9i/21sTVWBAB+/e//91iUrP6bqw1VUsEMJmyYF5taWmZxcBhQdjt+uuvb6dPn75Sz+vrqVWrltTTokUL26FDh9R6li1bZocMGZLodyXy7S9dujT1vqNGjbJltcts//79bd++faVsm9at7RtvvJGaXyOzgcDs2bNz9Iprtv4PtAuDpPSD1gG9+u2337LRaG1FlRC48MILLYQ+tv1669l+/fpZ0p5zzz23SmWjmS666CLbsGEj265dO6EvmKhVWs/WW28d9j/fDzmegkGOVi1+MNt2xIgRFpM96a8TJ07My6MRDoEVcllh3ZWBwJ+LcBmT+cL00MOiUt4X4Ow7c27BggW2bdu2tn69evbzzz8P28cBnB2yTZu2duHChWG8elYPApDqCL4U6uyzzz521qxZdsKECfaUU04JCUPPnj0tBzB12UQAEl359jhZfeedd6SRkO7aOgiTkf7222+r1PDvvvsutR7WS0aa6VHHAYvxRx55pD3uuOMsJIhhn7vzzjujWcU/cuRI6atnnXVWmPbf//5X4urWrZfKpIcZ1ZMJBPx4wDGB9Ip0ydMrJwgwtlevXkLHMtFgbUSFCFx55ZXy/Q8bNsz+8ssvkvfggw/GBKvEXnDBBRWWjSZeccUVYT1eYCT1oJ+dd9550ayhHytnUsb1Oy+AcoIn/yw+M5llSLNFmOD7qTLQHp3k1TPOjglO8L/IjJgVLi3CYbt4SUvWFw9nkoF+4IEHpDMedNBB8dYixFkeOx2WaPLSNOL3IbACHZEzduJ70kknxSo788wzHYEAc73TTjvF0jSQHQROPPFEec9HHXVUrFEnn3yyxLMfVMX5eo4++uhYdk7G2L/OOOOMMH7y5Mm2vLw8xuhg+RVMdHPJSwlz1M2bN882adLENgeTnZRODx48WMrstttu0SLqzyACpFdQ9cH7LilMr5Cm9CqDLz/RpC+++MI2hOSZkuI5c+aEqfRTIs205KQ9zBTxMH/Dhg2lnrlz54Yp9LOeRo0bpdYDVRG75557yr2Z1/+RViUd+y3/KJhQBjqJTjLsGehkPMIB35xMSUb7sLtGf63NpBm7GdDHpcIKPgr0r7jz+o3UkVS3ehGgPmGdOnWkUjDSscqHDx/uwvjkqc8KxiWWroHiR2DRokUGahHSEDCisQZRR4/uxhtvNBiIYmnJAHUPfT1gXmLJ++67L8Il5qabbjKQZksadf9efvlls95664V5+Z0PHcq8xkC9I4yn57777hP9xo26dDH16tWLpZ166qkSpg7k1KlTY2kayBYCpFdY0UCjKGSkhmPOhfQKac8pvcoBk1HfDTfcYBYvWWK6detuWrduHbaSfkzAJQ0S6jC+kOf666831H3u3qO76C77fNRjhkqI+enHn0yyntdff928+OKLBtJpuTfz+r803Wf2Vf61adPGV5/Xf8OEGu9x9jI8DJxxeMclypzL2eKQ6EhGanjxP+NtUEjiEI5zObnaitrHjUBs8CuvvGLuvvvusC1Q2zATXp8gG0S4mVDdH4NArF8Gt8DyuiNMSMTk2XzzzTd/zM211j8NgRdeeMFAZ1QITZ8+fWLPwQ193Ly7eMli89RTT8XSkoHnn3/e/LbsN0SXmLR6atculUHq6aeflqIcbKLMs6/PT5YhDfdRcv3www9Rc26yF03s2rWrC6KfTpkyJZqk/gwi4PjmfIrl6JVjUJbbFUqvMvjuo03ytKRPn97RaPE7GlRisLKdl5aMYD3sTX16x+kf82266abChSXrueCCC6UaCgc4gR8/fryEK/upW7dukCW//1ZWtuake8Y4xwSTN6TzTLAP5VBEhlxAcvowFihc9uA3kww0NgQZ6EBLE6ETaa677jpDixwHHnigWbRwkYFOZCB5iGGhgdWEgCifhoYXXaWUAs5fMF8mNo0bNQzfz2q6pVZTDRCgBQw6vv+11lor9kSU9K699try/qEbH0tLBqQeoVPWkJGJOtbTokVLiZo5c2Y0KeanFOjJJ580UMWQ7z6aSMsbJKtpK1SUZjdq1Eiek9Z71GUdAY6U6A0p9GrevO+l8Y0aNIxJ+7KOSE1rH/ZMmanT3GpTkt4QC2wExK81UKsQAUEhfGhFg6tWafSPZWSSD7r2ZaSet99+GyuyzwrDRnpz7bXXisSbfAtpWEUuXDUBU5fsvxWVq1lpXgKN79wzxXLlABNnoYMhR+KTGEka+oCvhDuPGcwkA01J15gxYwysQpgVy5cb6F8a7N437733npi122OPPZL4aHh1IuB6W6xGLm0tXeLUNgYPGWJUhSYGTyYC3warCo0bNU6doHqJsKhYVdDir7/+WlLJyLol9njmJk2aCh2bMROqWimOKiI77rijmK+8+OKL88xWlpeXY8nTGDLgX375ZawGDkQ0c0bHgVVdthFwjAcGWSeKDhtLeuX6QYkZsssueX0ozKieokdAVkMD3mjNNdfMaw/2S0jc8hXLDYwS5KX7CK9SRsYqrR6ZmCPzMvAkfvJOFQ2ukp834jyz1VZbGa/6eMcdd4jEegnUSip1KeNtpWVqTIYAnPgFrQfzjDjy0pIU+CUiDxthl6WMTxIeHD+ZZKDZSOyeNq+++qqpW586jiUGyv2iQtAFeo/q/ngEuExO+7owCWawccxg05f0Tdriph6suuwh8P38edKotMGDCX7JEdYOKmw8JTl0LVrGpc++UN26dYTqfT4rvx5KnKm3OH78BGQvMX379TUPPvigLypX6iKSaC5bvsxcddVVsTRKp5cHOtPt27ePpWkgqwhYmWxF6dXpp58uo+sGG3RWepXV1x60Cxv15F1zdT65csYsnm6RaFREu6SeoM403eXcfosS41fhaBsaJmANTNKJyint5q8d2HP+4MMPzP+39x3wdtTG+rr3ugDuBtzotukG3CAQwPReHyX0ECC/B8kfeJQE0hNKAiHJ76UAoYTeQk1ChwChhN4T03tP6MU23fp/32hHq92z59xrx3m555yRfc9qRyPt6lvtaHY0krBKUFaiHeYOgWBl9pnrBTY+icXoNzP0YHn+mSod00OE/MIRFW11CmF6yyrQtCzQCj3789lusUXDpIC777lbvur06y8AZL/zGgE2NyrQ3/72tx2W73FXXH6542Swn0FZ4eYa9RSseX0fVt7/LQKdHUGcYMm6ygvrxFGdaFrJBKKOTvTpqt7wiOWwjfWpuA4V4rPOOsttuSUnMXpx2dp9t92cKuW8JtaLdhtusCHWV3Bw7/q1wzqv8qF38sknO35gq4g1BZpotXboYJtFY3r00Ufdd77zXfflL3/ZXQ55tfnmm7uf/+znMmpp8qq124BYffHS085Ytcmayi3KnEayS63H9fi0HF4pKuUlaLlxy4OYe0E3VAoiTqbGMnYlLjudEwT4PNSRQ4YeS5lV3nOCIJXjRMeWnHwODKKDo7BYFmgtq0B/97vfdUcccaQ79thj3SMQjrIqAIDg8DEnEFqjlDYx73/QwCiIsCSPTIbgDm+PQpmmPypntjcSQPP+ZqzE/0sERo8eLcrIzMxVp3xt9emrsvKkvKNGjZJy6g1fshy2sSp/Re4atssuu0h7O+WUU6RYDpnqJCG9zmWXXeZ2hWLN1orNE2SG/Nlnn+26sHoMBe58GLliZ2ahtRGYjWF5dpDbb789RsxudVgbWj7+VV7VU3RaG5X2qh0nIUvAi18lc0RuSb9WbaFWtFT+UTbVLSdjbvRRxnIuuugi2bmVc4e6Ww1ILal6H3asRUCV5GJKoKonNHGkcqx4Rr9yaM7CyY6BASdaXksq0BSCxxxzjJuEpWSwbqxszctlqXQprcefeNydeuqpAQz7nacIBPVDm9c8LdoK6+UIcFklfqW/nblylG+Xq+AwpMtElXl4LsszoZx6PsjvvcdyfLflcCIO3TUYuCJPGuiPfe655zpuhcu5EbwWZ8e/BfcRtt6dvrRT3e1z03Is3twIiO8zlaOi2am5K2V3P0cIUIGWdoA2kI5UaSEihyAUyBOVbU1MjkzrklE471J3DmVRedbR2bgc8rMsXQpUDQ9aTvlIeWWhEQL4pFGQ9Ah2fuiEwKMm6DE8b01XTknFSSjPt6YFml9vDNOmTQv1xy+HhTm0K0vJAAWuG2th3iOAZcbnfaFWYlMgsPrqq4sY4lDla6+9VrhnzkHQjqA7y+4aa6xBU4Cb9eGsmkl+dL+aMSPMTu+uHN4ANk4SMSnWocIdhRNsbuBWXnllx4lC9M3nMnzzzz+/+OxXsBupxRCQ4VgTWS32VOesOpyojB1yJdMzzzxTk/mJJ54QGnl0QmENEwgcXZ04aZIkVU2U1lV9pk6Z2rAcLZurFtEtRO9N6cUjBKW13yIkyVmAhhpvRoxwZepzxC5niKRYTk4JXDiXSEdrKtD0Z2MNy50mh+P2228/gaW8uULEyiLzBIHyrPZ5UqgV0qsRoJ+7vnNliy993xm4QgeV2kZhk002caNHwR0Ecqpczt///ndk7XADYUHmrPXuAifuUPxNyjq2evxcjYM+0AxcSmqFFVaox2r0VkJA+81WqpPVZY4R2HvvvSVPlWFNZRcnKHcXtJybb76lhpWuGPxg4xyMnoT777/ffQFrR+vqHZV5omm1MtWIGQLsA/RLI0CGF5/EivdfXTpCHrKVmLhOYRZa0oVj6lQuhu7dXXfdpfWMR+5yxuqLJTpSLTIvEOAwKJd+Ir5qbZwX5VoZzYEAR3mw9bY8f/qQpuGEbOWVQ79xqKPVV8Mjjzwi7lY8auBEnvCh21Gz6Yqs4AIJ+A3402PLXM1SOfTKtki/ZirP2267beQtR+ivuBWWKuNOigcccIDUocxj562HgMor1qzKZ7X1amw1qofArrvuKi5bdP/kvB0Nd999t7v33vvc8GHD3P77769k2d2US82dfvrphbWhOf+CK3A8+eQTNeVwzeehw4YWynnggQcc52OUDXrcq+LBBx9yJ2Y7u8YLJxHJI1peh/sc8zws1CKgqm44Zmc4ZLAVM0SNOTDot0mWK+fVBI62Q4i0XIDy5rHuM+Hw5513Xqwf944fO3asx0QjD0U60i0ybxC46qqrBHPijmEnD//SeVOwldI0CECQe6zB7DEC4bFlu9w3lpGTdoEdvfyMGTMKdcHOf5I2YcJKBTo6BymHbQlLO9WUk7at73znO1IGrMYebloe60j7++67z8OFyy+Ddx1W60LZ6QmsQn6llVbyffr09SeeeGKaZPEWRwA7YibyakpN22zx6lv1SgjA+uzhzuE33HBDj49vD39oj12NfWdnl7/gggsK3BdffHFsO4ynQcuBi5mHO5uUg1U1UE5nTTmYUC3lLL30Mv7II4/0WDnMY+dUDzcyf+aZZ6bF1sRhdJC8VPe6463J3E4EbH0sAYcs1rD2KU+Mo4wYT3K3pALN+mFRcw+rk+9Ao2XHTYUOcwCEhsXQEwgs+q8iAN8uDytffJmp9GBsxGPoye+7737/avGWv8kQgCVX3jO4TPnRY8ZIx7Hzzjt7TKKpqcn6668v7WYDHMuBH7n/hXdYyhk9WpRyloPJiAVWWGvkGmx3mXHBY4UODyt2pVIEFy+PCYbyId3Vp8vD+tRQyS5czE6aHoFUXmG4JMotTCyFvNq36etnFZh7BM4//3wxsmETNo8RLr/Yoov6Sy+9tKZA7DEh7YYyh/FyiOUMHSrlYGJ0ZTk/+clPPNzMotwaNmyY33rrrT0/7OsFrCDmMd/Es72GvtZ5+F/7VVZZxcOCXi9b29KD4lul/pYgqcNSIPMkIWBd6dae9QWLl6zxOXv2bLfccsu5oUOHos1ZMAQMgX83AnSX4hAl3ztZmq7igpxwyA0sOOE332igyKjlcBMe9bEucjjH3Qu5OQGXp+T1ZNvwMlN2zgmN9957r1tyySUdl71r6GNYpwwjGwKGQOsiQL/nTz75RCYY11t6lfMxONcHo2h1gWA5dLUgT71yeJ2HsPYzXdI498LmD9WFcy4S+I2RmVXyQyyH2i8GSws8mphRxRzIjVhkwrEkagpora5AKxh2NAQMAUPAEDAEDAFDwBBoZwRUAc4xIIUBOrYozHIoKM2khBB4g0JtCrSiYkdDwBAwBAwBQ8AQMAQMgdZAQHTloDAXlGTULqeK2hwpNRWXjPjBaEMhgNSSq3AUKmknhoAhYAgYAoaAIWAIGALthYDovPwJi9GlKrB4bgSbc2Z15oQI0ZbzX54yU6I8R69n0E2Bbq/mZLU1BAwBQ8AQMAQMAUOg5RGIyi604KAaJ1VOtGld2ln9nKNynfGkarX6qJNmCnSCp0UNAUPAEDAEDAFDwBAwBJofAVV2WZNEX46WZq1hmibmaCHkKnc4zbgyMlVyU6AVQTsaAoaAIWAIGAKGgCFgCLQWAlB6c3UYVVOTM6NS0yRV0+SoTh1gUi07mKeFYAq0gGc/hoAhYAgYAoaAIWAIGAKtg0CuGAf9N5wnLs1BL1almRVXBVkyqFNHQCTLLVo346ZAB1zs1xAwBAwBQ8AQMAQMAUOgZRDIfJ+hDEflF3UL8fwYrctS79RfWjmZECYiBpYQ7/oRghBa8Iebpzz44IPukksucVzQHNtjOuxQ1oI1/c9V6bHHHnPXXnutu/zyy91f//pXx00quNnFAgss4LDjo7vxxhvd8ssv3/AGX3vtNffLX/7S7bXXXrLRzcSJExvyW2JzIMCNBs455xyHbbfdIoss4rBN7lzd+MMPP+zOPffcOSrn9ttvd3fddZdbccUVe3RN8t95550NN0XoUUHG1KsRwC6UBXn1yiuvRHn1wgsvuJtuummO5BV2jnPYAa5X19lurhqBmTNnOuwy6Pjuc4O14cOHVzN2Q2U51DF6Wk7Kz/bT6Lqff/656DC8T+ow3GxqxIgRde/o1VdfdVdddZW74oorHNs2dits+83jxJAMPbhodaZiDOuyHEJcQEWUxuigQjNnHgsrPwfoY5wbqbRiwM5ksr30ggsu6HfYcQfPLTKJxde+9jXPrTAt/GsIoKPxa6+9NlueHz16jGw/usMOO3goLLKt6DbbbOPXWGMNv9NOOzW80K9//WvZ6pTl8CPxpJNOashvib0fgeeee062lcUEDr/RRhv5hUcsLNvjzuk2s88++6zHx5Rs073Jxhtje+4RUs7TTz9dFwR8sPn1s+3BN99887p8mkD+9dZbT9rxFltsoWQ7thgCRXk12lM+qbzCh51sPf/FL36xR/IKO1eKrKLMMnnVnA3l6KOP9jDy+CWWWMKvtdZaImN+8IMfzHFljjrqKJQzwC+xZCiHMu+HP/xh3XIC/wJ+ySWXlOuSv951qcNMmTLFU4f50o47QocZLnLq61//eqUOc/LJJ8e+lG2Tf9zi+8gjj6x7P+2QMDvbe1t24E624Z67uicFIOrmrpDenevtt9+WjnbUyJEeVgW5WVjB/DrrrCNK9D777NO7K9DL7+6nP/2pCJz+8/X3fGk//fTTwh3fcMMNHlskSyez8cabFNLKJ/yYmTVrlh8yZIi88NYhlRFqrvM33njDL7roop5Kyf333y83/+STT/o+ffp4WE4803sSyLfYYov5fijnvvvui+WwXJbz+uuv1xSzxx57yEczr8XOY8stt6zhSQnK37dvP+E3BTpFp3XiKq+oTFBeYevkQuX4EUV5xTazMT7UGgWVV4MHD5a+xORVI7R6Z9pxxx0nfdPOO+8c28Kee+4pz/+II47o8U2zHLaZXXbZJZbz5S9/uW45wg8jXu11O3z5utRhxo0bB6PBwlGHmTFjRtBhYDfde++9C/f5l7/8Rfrkrq4uP23aNDFc9BU5KDZWf/zxxxf47QQIFHVhnCcEAqSncuRPpopndB5aUoH+7ne/K8Lt2GOPJQwx3HvvvdLIOjs7Y6ccEy3SIwROP/10ERC05mOoqG6eZ599VhSdVVddtS5PmrDCCitAqHWYRScFpQnjBx54oLSPfffbt3D3Bx10kLyThx9+eIFe70TKQRvbd9+KctBpVZUDly0pbtddd5VrdadAY3g050eZpkDXexrNS1d5xdGtbuUVRjh6Kq840mbyqvnaBdwaxPLc0dHp4W4YK0D6AFiSBwwY0KOPfOWnLvHSSy8VyqFle8DAAf7NN9+MdF5rgQELeCq46XXhciH3U76u6jDHHHNMLIMR1WG6+nRFAwXpa09bW5Tr1LBwxx13eI6WUMlfCFbstg2Zwiv1T+NRQ86RKSTn5GIMTGrVbkkFmkMebDTXX399seI4myZuBx1+u+22q0kzQmMEnn/++fhCcvizu3DqqafKV3R3fEyHH6E8M7Po9ASt3snz7rvvisWY794f//jHwk3CH1mU2oHooFIhX2DKTtJy/vCHPxRY4Kcs7YQdTr1yqFzzHnqqEM8pf+GG7KTXIkBXIlEg8CG2I4bAuwu/+93v5lhe0aJtoXkQOOywwyAbOsQ1rHzXm2yyicgN8nQXQjlORrzKvJtuumlNOSJj0A4nwSWtHKquS4W3ng6jrpOqw7z//vseftSe7b0caETM3Hg9++92C6oQZ7aVyuqrMhxMzpqjyCrUmqTZvuVW4cDQr3vrrbfQ9pw43Esk+VlxwgSceceJSRbmDAEotw7DSJIJvuTdZt5tt90chtMr+TiRAsNO7rrrrpPnhS95vOd02rfQrAjAdcd98umncvuw5BWqsfLKK7s+XX3cDDz3K6+8spBWPsnL6XCrrbZaIXnSpEnSpth+6pWDofpCnu5OAj9aX0fLicPuqt7S6VBug7yCKoKRjG7rSnkFC2ElH9zMRF79+c9/jvKqktGIvRqBq6++GvfnXVk+8aZV1vz+97/vtg6hHOdWXa0o55hx6tSpkj8thxP76JU8tSQXyRjupcNdeOFFko86zJuiw3RU6jATRIdxUYeh/Lrlllsc/Kolf/qzwQYbyHXZvzaarJjmaaV41Cg0ws+SUhC9Q+hkyhhLfPlkQ2bOEjEGVa3dlC7QTKewSgkEdHLC0ErNrY8fP15ocDFw8Gdz/fv3r+ExQi0C+B5zZ511liTA+ucw8aKWqUThqie33XZbgfrZZ5+5/fbbT8qaDGXoFcwaxhe0++jDD9EsS622kNNOejsCt956q9wiRVB5tRu2hREjR7jXXnnVwVLSsCp5Od4ttNBCBV6+r5yF/uqrrzm+w3VDJgfrpicJ3K0KxiFQrP0lsDR1VOTV2WfhuXY4DKc7WO26rQ9XOOBKQmmAv7T7f//v/4m84upAXNmAq8p8+OFHsa9N+S3eexF455133CPTp8sNluUKiYsvvrikcSUpzOupu2oQy5k+/RF5/gsvtLDkSX8wd0PSXn4llEOj03ReFzKpagUNXpfy5+WXX5LrUoFmIK1Kh4FvtKQ++9yzju2TMlGVasmY/Lz33ntyxpViuCJHWwboLpTxEuRAOZ+dSxQ/SFfpLyklPuqT2kvwqGW1nMmFjaujs0v6QvgAhYomv7RcMVDAUhBa6BkCmBHsXvvHa8I8Hhj31MqXKlJckmezzTZzZ5xxBr62L3R333OPLHWHiTvu088/69mNGFevRYBthGHQ4CGVnc/gQYNFSGEoUfjq/bAciqiBEPhV7WzI4MFI9a5eOSIsRSZmgq7ehRI6BSRlgoXWQICGlNde/QdaiXfsE6raUVVNy/IKfvTutNNOcxdccIG7B/KKCg1WhHGffYaRFjQXazNVKPZOGuWKvuFVCjTcfUTucPlbLsFaLwQ5x4fvKq26mBAvabM/945LI/7zn/8MRdXhx4RUWYKK/SOvu9RSS7nOTKGr0mE4GsILwBFXjE/17pN0tlmGrbbaSo7t+ONFeS6a56Qd8Ee6iNBP8JdqtKQRKHYKEugFE4JYonOO1ttIhVaESZPCOsJnnH563ngzALhOImGCQ3+NdStjsUMFAvwq13azYMkqWMFeSTrzzDMdh+fhj+jgvyU8HFr67W9/iyeiTbQyqxGbAAHMHJe7HD58WOXd6mgPO5VG4e2335GmVtXJMV/fzEWjUScn5fdQIZ4bhbvR/Vvafx4BtjG1KWFOzFzdEOUVXTYor7bffnspg/Lq+BNOiBYtU6DnCtr/SCaVT+z/q9oER8mC8tRR9+OcN64uooxXuUWonGP7o4wiv/ZuVfzUWbRvZbvlfUzE6CwDJsHW6DDcN4GBI8H1ZCTTOcJ+yimnyDrn3/zmN0lqwxDVYXkGcgbFWJ6H/ICi/YQkqiaCE2rLGS0Cl2cUUstZoFmr//3f/5XKzcIwG9ahlYXzKQi5UcdJJ5+ENO+WXGJJ4bGfniHw0UcYskRg++GLOaeBHQ3Wx5QCsHxYITutPsstt1xo4NqYCxx20gwIqP9oPWvfh3DT4UPubkOVrq4glur5z4e22NFtORyW60lQJUiPPcljPL0bAcootRv9S/IKDRZLkxUqO3LkSGy2soLQqFBbaA4ERD6JSPCVsiNYdlkX39C1M8ilIFtUWU4R0L6S7Y/pvK62xSp+vS5LVNlIHYYf9nQV2nDDDd0111wjH3P77L23GJwoSLGGdXrZmjiWrpMPgRPwwUfrenuH8LzkN0Rz5Vj7iYwuOjM7Kv7hfzjXYzhTWku+/fR3Y4MbPXqU425odBugFUFcNrKac2jOQs8RwDqpaEz8pu4AptPneOiSw+30H2RrXGqppWouzK9wPproq1TDYYTejsCoUaPkFtVNqny/MgEVD7mR1YR5uJMlgyjcEiv+zJwZhjAblgPBx6HYOQnW9uYErd7Nu8wyy+AGg7BnHzCnH0dRXqGMKnnVvz8mqrJztQ/+3t0Qkrvjh0/WJJwqrUlyRsNDRWgkW4KcQ9sCa5WsEzknxXixdEd+lFvFrzS2VnUhwlrOjhMVx4wZLX7b2BTK7filL7n3xe2UhXvXSIfhjpvcZPp73/ue+6//+i/wt2tQi3Kof5AIWTw86gyY3HUje3QRMBnJCo8b73vIpKNbLalAs+ZYSgYTjcKEJexc5uj4Lw78qD9n2/dkVnZE0CKOQmCQfMXSd/w9+bKdE1i45bcE4G9WmzlBrnl4sYGK3Ow7mStH+c5lQgueP7f1bhQkHXxvvRVcQsq87733jpD0euV0OafAU8tCJYMRWxkBKks6aer99z+YY3lFBUQ0JPzWlVfRR7KVkWydulGudMroVofL3Tny+imNckONAXlqHuMHvsgWPH/Nk6c60TWoqJNnzJgxIu+0DdXlRwHkUeMBy6MOQ6PTM5gsjV1cHeUqFWxsXihlczJ+VeAkRCrXWB7PYRfCKpY2oqlijAeSKcH6EaVKcAAjVbSVUWGi0phxBSdoTWg9H+hYsyyy5JJLyiQS+iGdhVnZBG+PPXZ3Y8eOLbPaeTcIbL311tKOaHTB7nDdcIdkfsRwSEuGvdgIkbfKB1YtOXrsUeHG1KsQWH311eV+Zn30oVM/Pb1BTr6aOQsTePH8ZWklTag4Sjng+/DDWZXlzJgRJgJjy+6K3HOpOGcCsrJAIzYlApRXGnoqr9huKa/CUDoaIQKt0VWBHbDJqypkeieNrmUTV5mIPsy7Z555puYmn3jiCdC8w/bZbujQoTXpSqAbxuTJk7spx0k5nCDItsTlN9l50phXDo8//rik8boyAbHEsNRSSzmuHiY6DPzy2f/uvvvulSMjdFfabvvtRL8577zzgqJfKq+9TlUxBvgq4+XId7uoQsvbLj/KmCMlZHZeWSHikoPTlrVA51UPMWzn6mZh6JeuCPQNsjDnCNCHOfi5drhDv3FojXJTLpEvPP232AHRx1naH5guueSSMmt40dFuORPZQnMiQFcpsaBAsHCN7zRwGJ3Pn7546667bppUE6flRS0xleVAiA0cVL8cVWp6aoEO1iTcng3H1zyLZibk8sq7Qw89VEYkG9WH8oofd1FeCXOHu/TSS2uzQVbRAG3yqhaa3kzZZ599pBu65eaba27zb3/7m9B6smIFttKW51+WTyygqhzy88I3V1xXlrhDWiOXDJZLHYZubUsvvYyjX3M58MNvm222cZ98/InDRlY1ftxcHnRu5gOUr9Nc5wCWoXgAAcozaFSVJSmLZ/oxcyRBPdjJHYLEJDN6jVYP+BIjRn6RMWM8OvJWr+6/tX7wqRIsiefUKVM8/Lcqr4dhJL/mmmv6X/ziF5LObZZ1t0FYo/3dd98d82FtaD9u/Dj2R/7HP/5xpFuk+RA44ogjpH3svPPOhZuHD588X/jlFejoPOSZ85gGKQcybpdddknJHkq6lF8uJ2X6zne+A54Ozx2+ehKEH9fqKX9PyjSe3oHA97//fWkLlFew8NWVV9x2uSyvJk6aKG2N8grLgcUKibwaF+TV0UcfHekW6f0IwJVTdu2j/gTLb7xh7pTK/oc7+sHNItKxHrTnjrrcpZJxDSxnQfCyXcFyrWQvO66CBgt2oRzurtqIf9jwYQX+WGAWOf/88+VacAmp1GHgd+3X32B9DwOhx8ofnrsTYs6XlAlruz/uuOP8qJEjPdaNLhfd8ufcQDDuNthoS8KKrb3D7oQBIt2NMJYFMq0uLRvwteUp4Ppg/3ns9uO5f72Ffx0Bbrfdr29feaExlOWx45LHWpceX8D+9ttv98ccc4zHDGF/8MEHeyrOGvAF7OHnJfm4FTP8szw/bjBhQmhUerCovMdqKR7L5mk2OzYRAlQuNsNWtrDqeuwyKXfO9sGOhu8gBX0aJkxYiZ/3HhsBpGTPcnRL3Ouvv76mnHofbmT8ErZt5vUwkazQ6RUukJxwW/rAv2xbdjAJFC0ZxTKZnkow25nKK24Dz/6B8uonP/mJyKtDDjmkRl6xHWMQ2FNe8aPu3HPP9euss44oW2wzJq+ar8nAauzhzuE33GAD6bMw8iAfT52dXR7rfRcqdPHFF8vz57NmPA033XSTlINRi0I5XejjyuUwH68Ldw5PfrY9KuprrrmWh192JT/zkO+oo46S9osdDit1GCrLur0375MfAjzqn57vv//+LNJCCQHVUKiqUDlOVJbAGRlKGXHakgr0r371K4/l6/zAgYP8Ukst5THcIQ28tvpGmVsEsJ6zX2+99Tx8vLhOOV5W8a6XTmqVVSaKUl1V9rXXXusxwznnx4t++OGHe2z1DEHS5WmpxBbNHkOjVdmN1gQIYLKg33bbbf18883v4YohgpwWaVptyoFtiIKenUo5xHL69/ejx4wWpbxeOcyLrZv90sssnbStDk+LDdtXVSA/fAvl+tLZQFniKNW3vvWtKnajNTECqbwKikUmr9D2sMOgx8ZOlbWjvFqY8kpkHJSTjk5/2GGH+ZVWMnlVCViTEGnRxTwo6b/4cYTdAz1cdWruHltkB4UUz5/xcmA548aN9UOGDPULLLCAX3SxRSvL0Xx6XeXHxEZ/2WWXaXI8qg7DexsLHebEE0+sq8MceMABucxL+2LtkzNlOh31jRdqk4jqwMXqKlWPpdSoSac2Z/CAXXN0MAsESksFWKzEp5ZLGXFbTZ0B21KV7CWV4VJhnHxBH9dhw4bJxAbdLr3eLXKb1IcfflhmMOOrWhajx9e5rGtpkzvrodZ8dG7R/sADD7hll102+jSXa0GfPm6fzK3huYFAVehJOVX5jGYIlBFQeUW/U04U4yRzWaKzzJicU1499NBDsroCRlFEzlFeMS8MNAmnRZsNAforY7RLtsKut349+zbOk6i3XTbrzHLYTmAIims5N8KCZXIb7pVWWqlyl0zqMJxvxL7UdJhGSPYkDSouP4PwX+zyPBajyRnV4YyBTKUQUyWC7+pWVKBLdbZTQ8AQMAQMAUPAEDAEDIE2QiAqvEmdAy1LqWCoJZUp+XnbrMKR4GdRQ8AQMAQMAUPAEDAEDIE2QIAqbzA/Z86mtDLnenABgeCtpdw8lizStGZnwSzQioQdDQFDwBAwBAwBQ8AQMARaGoFK3VmJQdsO9c915QSPjBHez2aBTmCxqCFgCBgChoAhYAgYAoZAiyCg0/yg96puXKkXZ0QxMDOOP+XnotExrhZp+MWbBbpF2ohVwxAwBAwBQ8AQMAQMAUMgR4CKb3DLqFSby4z5eRYL+ZMTRrOizAKd4WIHQ8AQMAQMAUPAEDAEDIFWQSDzYM78lnMrcqhfME6XqVlaBgEXvIz2Z7FMK7+twtEqrcTqYQgYAoaAIWAIGAKGgCHQEAEqwEVrtKrEQs1OPDRnOGnUlBSSQ5q5cNTAYwRDwBAwBAwBQ8AQMAQMgaZGQHRl+Yk+zKoS59Qipaa+ojHjBz7PhQCSuXAUELETQ8AQMAQMAUPAEDAEDIGmR0B0Xv4EV45UBZa9SNXCLEoyPaUlkv/ylJkS5TnuPQi6KdBN30KsAoaAIWAIGAKGgCFgCBgCKQJR2YUWHFTjJDXRpnVpZ3XZiMp1xpOq1dyVkoG0rh8h8KSVA7cCPuWUU9ySSy7pBg4c2LCqs2bNchdffLG7/fbb3ZAhQ9yCCy7YkL+dE1944QV35ZVXuksuucS9/PLLgu3w4cPda6+95q699lq34oorCjzPP/+8O+6449xee+3lxo0bJ1s7tzNurVZ3bst+3nnnuQ8++MAtssgiPdrKtgoDbod77rnn9rgc8p9zzjmO7/eiiy7q+vTpU1VsJY1tktsx/+EPf3CDBg1yo0aNquRTIvlvuummHvNrPjv2HgQor6644gp36aWXupdeeinKq3/84x/ummuuifKKWzv/8Y9/dAceeKA76aST3D777NN7KmF3Ms8QmDlzpvRd7Ou5rTv7rrkJM2bMkDbV03LIzz6zp/zpPbFfpazlFuALLLBAmuQoo1555RX3+uuvuzfeeMO9+eab7p///KfE9XyhhRaSbckLGVv4RJVdVjHRl6H8Fv2b0zRRjUVJVvNzlpdaNhkzsqjk3Mq7VcPbb7/tf/jDH/phw4ax6v7ee+9tWNWjjjrKo1H6JZZYwq+11loe4Psf/OAHDfO0ayKx6t+/P5pSh19hhRU8hA+blYcC5SdMWMnvtttuAs33vvc9P//88wv+eHM9BEe7QtZy9X722Wf9Kqus4js7O/1GG23kF154YT927Fj/1FNPzVFdWc7EiaVyxtUvh/yTJk6U62688cZzdN3f//73fplllvEDBw7y2223nf/Vr37l8fFX934vuOCCjH+g8P/yl79syF+3IEv4jyJw5JFH+v7zzcdeU+TVggsuJPIKH16QVxP8rrvtKvfHtkD534E2TXkGI8B/9L7t4v8eBI4++mjp62FUk76+s3Pu+vqyztDZjc6QX3ep7LqdPdYxnn76acitgdKGp0+fXgAGxgsPQ4D0s1ydOFPz4pH6T2dXl4fyXsjXNiezvcf/GGYnJyFaQ8gyzC7kCwXkvFgfujXDfffd58eNHycdOoVmdwo0LKTS2HbaaWf/ySefCCh77rmn0I444ojWBGkua3X88ccLLpMmTfL6In/++ef+5ptvFmWGL68q0B9//LHnh0y/vn2Rp8PDuj+XV7VsvQkBWDQ8lY9+/fr6+++/X26NinNfPOeRI0d6pvckwEriF198ccmn5Tz55JNyPmLkCM/0NPB8scUW87A2xw/inlz3ww8/9Po+s90+8cQTabE1cYxE5fyTu+evKcAIvQYByivK/8mTpxTkFUYgRF4xTeUVb5ry/9BDDxVFhcq1hdZCgH09DIx+551r+3oMyPe4sj/96U+lnF132aVHOoPqGOXrsv11p2NgVMSvvvrq0u+SH6Nvhfs8+eSTJa2gOKOO1H1U/5k2bVohT3ucZMpu1HljpFj9ArlwUuCLKYgw3rIK9Gx8YvCPnTEVNzaiehZoWh1oeaYlLbVGYThE6AMGDOixQlBAu0VPRo8eLS8rhkNravjYY4+JNXr33XcvpI0cNVLymAJdgKVpT/7nf/5Hnue+++5bqMPBBx8s9MMPP7xAr3eCYXLwd/hyOQcddBCUng5/2GGHFbIGfuf322+/Al3vp951d0Enx85lgw028B999FEhb9UJ+Xl98vMj0ELzIiDyCvK/Sl49+uijntboVIFmTX/729/K8zcLdPM+96o7Z//OEVH29XDjiSxz2tcrf1lnePXVV6V8WopTI0KqY9Red4DvTseggt2vfz+RYZRjarjSCnBEbu211/a33nqrhwuH//TTT0Wp58cgR92o//BDsh2DKr16JAYa12MZl5yex/JceQktq0ArILQ8scHxq41W6arATpo8E9EIy2GTTTaRtHJHXuZrl3O+/MSKLyR8QiurTeWm3CHRWmkW6Eq4mo747rvv+r6wPLMd/OlPfyrc/5133in0gT346GQ5/fr1l3cTPqeV5bBjgR+fpMl1ZSTD+Xr8vC47kDScddZZco3Ro8d4+LumSZVx5YdfdI/4KwsxYq9AQOUV5T8tzlXhaxXy6ne/+520Y1OgqxBrXhr7cbaFf7WvP+zwoDNwNKscqDPwGunHfNAxOiqvu2k3Osbdd98tI3KYxyVtknL373//e7wsjVarrrqqx1yQSEsjtHh34YNB5Wia1jbxVA+WSmcEOSSJiIaznKYxPTK7xlt+FY5+/fpBb0OLY6sL284gVgxXX321ENAIiwk4W2211YR20YUX1qS1IwF+rg5f8LTpu0MOOUQmLZRx2Hrrrcskhy91GQjQhPfee88Rdwy/K8mOTYLAjTfe6D775FO526lTpxbuGh2TTCKcgQk6l19+eSGtfHLDDTe4Tz75WN5Nfc+Uh+X06dPXcaLPVVddJWTyw7Ii8fK7Gvj7OF5X+cn4zDPPuP0P2F+u8Zvf/NrBvUTy1/sR/v0DPyw23fLXK8fovQMByqv55p9Pnv/BhxxcKa+23GqrmolVIq/QcaSTkB544AGZeMqJ5haaEwH2OdQFyvKGtVGZAottt5W75qqgM5TlHzOybF7j/PPPj+WIjoFOU68RExCZmukdF1ZcFwZAt8cee7gv7bijw6humi3Gl1tuOXfPPffIZOhIzCIYbXNXXnWlW3vaNDdixIhyclucy9J0mQ4oD0ZqDQKDHLJ4dh7OcprGwpFPNsuGaMsr0CIAQ52l4uWfd955x02f/oiQKWzLgbP7GV7ErG3tvMs87XSOiYMOEyylHT708EOOAgQTrQoQrL/++g6TNws0+XjBc4BbjTvggAPcCGC9xRZbOEzocuuuu67MHC5ksJNei8Att9wS5BAkSvmdmW+++RxnejNw1YNGAcONWXJHzKP8LGfEiIVFvj333HNC7p4/dBBUgjXsu+9+7oP3P5DOY8stt3TwfZYVYp599lllKRzhSuI+mJHzP/744w35C5ntpNchQHm19lpry3099GCQV6liw4QNN9zQYbJ44d6DsUVcHN1DDz3kMNnMTZk6xVG2weXDnXnmmQV+O+n9CEhf/8h0uVGVUeldYy6GyJuXX3kZH/afpEmFOMv5+3SUUyH/yKg6w2uvvio6Q9AxwI/+rywvyc/rMryElazKOgZc4hyV4ONPOEF4wg+Gf+sYAxMmiXJ1mRkfzHA7QgFv14DPYKm6/IZogALPQ4NEy5hqekgEa1i7I3R+OENZLa9AK0Apbkrjkcu8aFrVknVcyo6Bit+LL74o8Xb/wfCmg18hrNAdjktA7brrrm7aOtOkoyE27LSWXnrpAkyYnSwCB76tslTZuuutHwQHyLfecqvbfPPNeywUCgXbyf85Anxn+NIMHji4csk6eWeQropvvRtk22E5gwYNrCxn8JDBIqu0HOFHYYMHD3IyslQqOLyrHe55LOfEAH9ELD13o8Rnf/65W2bZZRytNZttthmWUxwvH25aJpm4BBSXquNFMSlW+JdffvmMf5zwc4lGC82FwKmnnupGc5lCtDU+b7iXubXXnuYefPBBqQjbUlleieEF/JhDIwo2lzhbd511ZanEjz760O21917djrA0F0qtf7fyrmdKUdWSdYMHB3kz+/PZssxhPURU/rH/q6szoO18BhlCnYHXxam0vyrFnddlgF9AQcfgSBr72rPPPluW2ROmwBlGdHNC3RiXy+vq6nI77LBDXZ6WT1BFmBVN47JYSah9eD74MEnBECII+vAQUVKmSreJAo1aF4BJQHrrrbeQFlKrXgZ1AWGW7ixqSbEtHeUXM4fTV15l5VjP2269zU2ZMsXtvffesu5kTNAIFWiE5aHAYDked91110rntP122wv+WIHBXWhuMopWrz7yneErM3zB6nVT+QHFdFV861UGq7MIX9V7xzzz9Z9Psr7w4gtyFH7Eqjo/MvBdpQjU95TWF7HUoOmNxwfd6aedLh/MmLGOTqUzfrjx45jhuuuuyz7iOtzS48e7M04/Qzq/wN/laHnnqInySyb76fUIYFk6dyM+jFZZeZWsA+xwf/3rbW7VqavWl1esVdZpnADrn7pv/PnPf3bwy5c0+Lj2+rrbDeYIUH6EXqh2xItcIreEvSPKkDx3HlP5R72hSiFW+ccclEW0QGdNqVJ26XVZnsourtv81a9+1X3jG99w66yzTn7xLNYTCzTdP7ju+brrrdvG7hsADA89GpdDA8hQDCeq//GlLqnQEXd5fvoQkS2o0r5NFGiteIQjjwRfN553VFq1OHwSWn91el5Se8Ww9rPDqiYOS/mEDgX4UbE444wzHJZ+ctzkIg2idOA5fO3rX49f7RQc3KggfIF3wL/w5jSLxXspArRoMGDJuso7pOBm0I6hkgnE7sqZNSuU068v5jH0gJ/X5auu1uk4YgQifRCxooZ0JP/93//tsD45eL1YIdUFKfKjjGuwYQGH6+kzTf7vf//7vIUCvxDspykQ4EgC5dUxxx6LDVSgACN8PvvzuvIqVKpDXMx22mmncIpfuptxFI2B7j02IiFQNMUP5U1QBXyl7JK+PquJypCqiqncYlqVDFT5x3TKwKhj4OL1+amS5ToGlecxY8Y4rDPNYuYqXH/99bIp1Y47tLP7RgadKs6hARTwFGVY6GTKGEt8YqyOFussESMQbePCUUAsOWEjZeCXR9XkECw8nkFa/bWZFNV2UQoDzC6WiYB77fUV19EZGt8b2AmJEwm5E5IGHRJNJ+UwjV/w2IRD8H/6aZtQqHj15mPYta/DzZw1s/I2Z+Kd4UtTZZ1JM+juf1XvHflmzUQ5COo32B2/3o9atLkjl3ZK2ExJytIfugxlotJhlruQyc/Qt2+f0pCpExcjScSP8uu5HZsDAcorWo3ploE1wZ24leHW+dwpr8SymFSlnjUKqxqAC60H/zmaZqE5EKD80Heek5PLIac17utV/rGwKtlFnUEuhHTKIpVbpKXKtV6f12Vb4z/KTLoccQI2Nv8RizTna3BeRzq3g25qbHtYYlOLqTlyR+U+XX0cNoyqSWsrAszP+txDJNGOJYofMDAaUyRDPBN/ZzIFSlYaDqZAQ4Gm4keH8FTh0wbG1SIURvr9WnDivpHiQFxOP/10RzcOxtlcORR10UUXpWzSOquGnugSQvy5FbSF3o9AmCTj3Ttvv1N5s+9h0h5fGm7r3ShIOXjub78DV46K8M677wpVP3J1cs47dP2oCO++E/iVT9oVbqTKmjR58mQ3P7fCxfV12JT5cFrJz1U+dOvcF7uZHFlxa0b6DyLAVWPSQBl1JiYB3nob5NUYyHS2AbgJlVdfoNwvf/CznDDpC6n4T195C82BgMiRzJWQbhXlwA8ovv985o36epYjxeD5lz+6WCaW25S20dnRJcoz5aC0ozr84uKBC+t16fPM++CkZ/rmjxs3zo2HS9lKK6/E4iVtK6wcwzS6nVUFToK88sqr3DrrrhMNEFV87UDjbjd8IIA/Bonzh0nhR37Dh0zGRqVEQq6AByN0XlLbKNAKRYZIPNAqMWXyFGnwVT6bWGORLVuWn9EJhTFzm0Y4abBKEV5zzTVlqLxv3zDEf8cdd0SEFP+qfPLljzaJNTUjv0V6LwJf+MIX5OZoTeFEvTRg3V0sPRc+hOgC0ShIOXjuH8JVozwUTncKtQhpOdiJS4qbheuW+cN1g1VJ+bHNuPDTIsQJgmnATobis0+pGhSi0P4oGmfOnOWw8UHKLkOvumTVItnKPAUGO+m1CDSUV1iOrG8fuCLhwd91112xDiqn9BgTEEk/9FdaKSg1abrFeycC/JAOfUxHwZqrd8uRCb7/U6ZMdY36epbDD3CGqhEIuvYwTJk8SUaygo5Rn58rA/HClC+8Lt2NJqIv5DX4x7lF/Ft5pTDniPfI1atIK4+syYXxcy1c0N5/712Xuh9pWnsdiVYI1EHkDIqx6CPyA4o6SEtilkZOassZTctIMgqpPRRoAJV/Q0QoYmSvvfaSuMzAj9QQwYLlAjAnD1kICHAyxm2w3lQFWuoogBjUYse44h/9wUjMwhNPPCkxKuAWej8CXMUCm5LIjXJiXRr4vlAecaKVKrJpehpnOcG63BFWv0gSsdOWnGFHL7feeutJfNNNN3WLZC5X2BQj4XZO3lNQUn52PtLe8P7riguFTNmJfrix7Ybg44oyKT+VKRQlHVdKt3jvRuCtt99qKK8m04CCwKUTNVRZnjUtrF3f4Tg5Ud2FNM2OvRsB+hazNyrLD961ztvZaqstu60EJ8szlOUfaSq7toJbkIa9lP/Worxk+t/+Bh0DgRZnBmyYIpNWObGef9gATv74gUf5w3DppZcKDbsPBkLpl6O/fTB3pO3dNyIuATn5VRBVORYLNRgzupDlBAT8D+d6DGdKoyWxpQO3sgQ08geLaGVdMYQi20+TD1+DkYc7AJE2fNgwD6Ux0ts90tXVR3ZUqtrZCBMxPIbCqWnIFqKKFax8gmV5K2/uqITOyuOr28OfTNnt2MsRi8ddFgAAKDVJREFU4NayfMbc8joNUIrlOTM9DehU/NFHH12zBa2Ug3esXjk/+tGP0mJ84O+o4YdPs1y3zK9bfMN67TGRNZbFdx7WHmmrsKRHeiP+wcK/mE/5Y0aL9FoEMOlL5BWWE6u5xyiv0AahdMR0uKRJe6raiRBLgkkat0i20FwIpH09LM7x5qGcyjMdNmy4J48GbokNn2TPnSkZ15CWA4uzkr2WgxWKPNw7Ip38sBbLNVIdQ/mZll43Zkwi7B+DWbSjsBNhwiJRtumhw4Z6zC0qJ7X9ed4D5LsJBlBmx90F5TxlZEp2nnchgdDyCvSjjz6aNTrn4fdWtwFxm1cMzfgNNtjQswGy8a+55loeFiyPWfp187VjQp8+XSIIxo9fWrZy5ov/2WefefhjeSoy/GjjMVVYVIFmh4SvaoENvqd+woQV/YABA/3DDz/cjlA2bZ35vDfbDM8aHz+Y7S31wDKE0i5Ww7aycL8o1I3PnR+jGPIu0FnOpptuVlsOlPNVV13Nw/2ihn+zTTcVfiwpVrgudvmq4ee7vOKKE+TaWI5M+HlNTCLz2FHTY6m7QvlUjrHCjHwc9IS/kNlOeiUCffqEbefhSxrlFZUhkVdb8MOrA215s4K8Ou2004RO5RsrsMhHE+XZL37xC/QJHdJ+emVl7aa6RUD6+r7s6zeQvp7GMYx+ej7rcl+PdZRFFrCNMJ4GlgP3DCkHk/nEyCblQGeo+riS6/YvXnettdZEe6q9bnodjQcFGtOFIBtpeKoXsHSdyDsq/hZUMc6VYFWGo1ZcA1KmLdfQSdC0Fleg2XHS6jRo0CARhOy8+8/X38Mv0sNvqRIavjxjx44VyxTcD8Q6haGSSt52JmJ43h944IGeihIVqM6uTo+hc3lp4Vvqv/nNb9YoMnzhMZwkPFSwsbKCfJxQiGF2cTvD2bR1f//99/22224r7xUm3UhbwAoFHpNoauoEdw7piOCOUZOGibp+m2228RhC92k59Swy5Od151d+KDS8br1RIr7v2D1Tro/JOJ5/yy67rL/zzjtr7oWEyI92iok6fjwUr0b8lYUYsdcgwA90yit+YLEf6ANFSeUVFSCstevh11y4XypEv/nNb0J7RB4aV2glHIz+hPTUOFDIaCdNgQB2o5S+fujQoZ59/SKLLuIvu+yymnuHi4YYhNhuGC8HLYejWaozVJWj+c477zzPDznlX2yxxXxPdQx+3GPlGGnDjzzyiBZZc6RxgP1wagGvYWp7QlCAVR0mHBJPCQlGZW7l7SAPGoeFBAH6QnFLTa5n3N1atkm2tolyMwEuPcfAJaDop8WZx0vAJ5DrQ0Mo1cWCfPRXxQeO4ySvESPC9st1M1hCr0cAirT47HGXv7hkU+muIfwdt+KeNm2ag+W3lBpOtRwoqw1nwWvmOeXn0k+cKAxreI/a3Zzy633ZsXchUCWvuLoSlBdpC43kFRRlmSjGiV6cbEr5xklhFloDAfb1GJGSvp6TA6sC+yuGRhNGe1JOWjbL5EoZLLPedVP+OYnTL5tlax89J3lbj5fqbebInB+kmtR86f4sHBlbdf3rJ5oCXY2YUQ0BQ8AQMAQMAUPAEDAEmhgBqr9Uk8OGKTjTSYM1dapSlHOaxPDjMQiga3WYAl0DohEMAUPAEDAEDAFDwBAwBFodAVWRxRdDlq6DegzLdAyRAZSUjtP2WMYuImERQ8AQMAQMAUPAEDAEDIF2QYA6cG0IVMzJlCQqzbQsq/IcvZuhVAuHKs84CTlMga7F1CiGgCFgCBgChoAhYAgYAi2AAFwuVOPVI2pFR4wQeNQEPdLTI0/XmKTiJJTnzQKdIWgHQ8AQMAQMAUPAEDAEDIEWQSCow9R4swrhGGiZ+hz15ZwhkiIGOSVw4VwiHaZAR4wsYggYAoaAIWAIGAKGgCHQUggEFTj8Butxpkmr3pzUVl06VG3OLdUZExc2zIJNIlQk7GgIGAKGgCFgCBgChoAh0NIIUDnO1eCsqkpUzZnkGiYSM0bMOrRJhMTDgiFgCBgChoAhYAgYAoZAayGgW51A71XduFIvzohiYGYcf8qPLbvzuGrV8JE2C3RrNRWrjSFgCBgChoAhYAgYAoYAEAj24vDbEJA6LAUyTxgyZdss0AEO+zUEDAFDwBAwBAwBQ8AQaBkEdLJg0HhV/9XqBeN0mRpSlUqf6Wh/Fsu0pnjX9SMELaxVj9zy95RTTnFLLbWUGzBgQLfVJP+pp54qW1MPHDiwW/52ZXjhhRfclVde6S677DL34osvukGDBrlhw4a5f/zjH+6aa66RbXLbFZt2qje3pT3nnHPcjBkzZAvuud3qmNvhspwPPvjALbrooq5Pnz4NYVR+XnfMmDE93mKZ24ofe+yx7s0335StmRtd5Pbbb3d33nmnbPXbiM/Sej8ClFFXXHFFlFeU7cOHD3evvfaayave//jm+R3OnDnTXXrppe6vf/2r43buCy644FxdY9asWe7iiy92d9xxhxsyZEi35Sg/ZQv7S7bBnoZrr73WnXvuuSKPFlhggUI29scvv/yye+ONNyr/3nrrLbfQQgsly7MVsrfoSWYqLhyoAAdCWKkumzYIklBVP4bmzHWhw//AT5CCSp6lYbHolg1oMP6HP/yhHzpsKCDp8Pfee2/Dur7zzjse3xMZv+uWv2FhLZ545JFH+v79+7MV+eWXX94vOHy4YAzFx09YaYLfbffdWhwBq96zzz7rV1llFY/1Mv1GG23kF154YT9u3Dj/1FNPzRE4Wk6fri6/8cYbSzljx46tW07gn+g7OzvluugU/LgG/OWb2W+//Sgi/fbbb19Oiuc33nijX3+99aRNb7HFFpFukeZE4KijjgryCs99hRVX8FBaRHYtusgifsIEyKvdTF4155Odu7tme1hgwAJ+ySWW8GuttZbIMOoKcxpYzvzzzx/LoUz6wQ9+ULcYve4S2XU7ITsb8acFPf30037Q4EF00fUwWqRJHkYHDwOWyDX2yfIHnYe8Gue9ka+twmzWVn7kN8QCAjlVEUlTlZZln12RBhJ8o1sz3HfffX78+PHSoYcG5Dxp9QLTlh6/tF9qqaVCI0TD607hrldWq9OPP/54eSknTZoUX+TPP//c/+Uvf/FUZuhabx1Sa7cCfpzyYwnWZn///fdLZZ988kkPq7EfOWKkhxWkRwDACuwXW2wxKUffzyeeeELOR4wYUVOO8vfr3y++n1TY+/br68n/+uuvN7wuRkxCp4L3u54Cvfvuu3u2bdaNivbmm2/esExL7N0InHDCCfIcp0yZ4qdPny43q/KKH318xiavevcznJd3d9xxx8kz33nnnf0nn3wiRe+5557Sb9GA1tPw05/+VMrZZZddYjlf/vKXpZwjjjiippif/exnkla+LttfFX9awGeffebXWOOLUXZpO1aek08+We6FZbH/5TH+BQOrX2eddZS9DY/VCnAEIkuenSjbonhXZUuU6ZZVoGejkvxjp65fYY0U4pS/Jwp3BL4NI6NGjZKXE8OhNbV/9NFHRYm2DqkGmpYiHHjggdIG9t1330K9DjroIKEfdthhBXq9kwMOOKBuORhe8+Vy/pXrUrkeOXJk7IR22KHaAk3lioFtmJ3QlltuWe/2jd4ECIwZPVo++Kvk1SOPPOIxdG8KdBM8x3lxi3Bx8HB9kNErxjW88sorQoeLZ81Hu/KkR+YlL626zKuBcdLL5YTrBv70uoG+QA2/lqdHKtj9+vUTeUSZVLZA84N/7bXX9rfccounkYEfBvr3+9//Xto/DV/tFqjXachjSsmPNWklQjgtEnnWspMIuQ0j/+hLyVYXfhipDsq/+OKLZ7wdDuBXM7cxFS+8+DgTAgiJGiTgzuFg2auhG6F1EHjvvffcb3/7W6nQZpttVqjYTjvtJD5jsPqJj3EhsXTCck466aS65XCCB8uhTx/Du+++6046uZofVh3hIT8UZYmXf7761a+KD+D+BxwgSWECSZnLOXSKQlxkkUUyPpEgtYxG6fUIvPTSS+5V+DhT/lfJqxVWWMHtuOOOvb4edoPzBoFf/epXjj7IK6+8stP3myVzDgUUUEe/aFiKu73Yr3/9a+FlOcyrgfE111pT0n7+858r2ZF/1qyZbqWVVipcl/fQ3XVh+HNHH3WU+81vfiOyNRaaRR577DGZ/3HVVVe5adOmiQ8256Ho3x//+EfX2dHpdthhh3LWlj+nXqchj1EcFGV6mibCQgg5TzjNuDIyDfstq0AraPDTlWgRIE2tPbLRaYYU/FrO9qRgyNPNN/98MNI7d8ghhzh8cdcAsfXWW9fQSLjrrrvc448/Lmn4eHN33323u+eee+xDpRKt3ku84YYb3Geffio3uOqqqxZudOLEia5vV1/pQDhhq1FgOZ9m5UydOrXAynI4iZAdGieqMsAv2X3y8SfSiay22moFfvhiC/8s8LMjKYff/e537rrrr3cXXHCBg88ikruXCCo7ymXZefMgALceed4irw491L366qs1N7/VVlvVdKhkwpwY96c//SnycxLW1Vdf3e2HYcxgkV6HwLXXXSv3tNpqX6i5N5VlsNjWpJUJ12KSPENZDglt1SCbKGs0sN3Aoue+8IXq61LPq7oulX24lLkd8JG3xx57BOMeeFPdhEYr9qWcxF8OH330kchDKtYYfSsnt885lN5cHUa1OQ6ZhUBPUjVNjomqrVnEQ4aZ22Arb2loWnFFrMExNsx65qkGedshiUrF2mutLY3xoYcecquuOlWUkrTumFDmMCFDSLQyYuhIvrzhwyUziG+++WascLK4W3311UWg8KucipKF5kDg1ltvjcKIH1RpmG+++dyIkSOEhMl+aVJNnOUw8PWkopOGtJznnntOkiI/ZF15xjz52UFQDD7//PNpUQ6Tb9zBBx/sjvnJT6QdMhFzdwo8VSdRFlQlGq0pEKC8wiQxudeHHnzIwQ/anX/++YV7p7z60Q9/FGn80N9rr73coost6rbddluRTfCRdXBdc5hQ6kahnXGVJgvNhQA/iP7+t7+LvFloodoVNzCxDxXqkJUs4P5Qt3Is529YeYiBq1qUQyjHuZdefkkMBOR/ZPp00eDq8VPdoDGqfN1D8dH30ccfuRNPPDFehqKrp6PjXA3rgxkfuC996Usxf3tFcjkf1MBwnhimpT2kCnVwIQdKkkHW4YiQZbnlWTLe8hZoqTm+JPSjIiJhkblGgJ3H6NGjJf9rr/3D7brrrjIM9eCDDwqNVvyll15a4lR6SH/s8cdw7sWiw5d5k002dRx253D5o48+5uDjJfz20/sR4DKFDLR4xBGb5LZ16ceyIpuwSJTLhzEMHDS4spwhg4ZIuirQet2BuC78ASUt/RELDCTjM888E8nwZxbLDT/W4J8tdI5+sMPi0ULrI0B5NXL0KFTUi/sZfNtlqPuBBx6QyqfyigSOVmCSlvtw5oeSTqUZE1tlxG3JJZd0n8O1j6Nv6lokTPbT6xFQ+cG3vvwBzpsPFlwvyildf+oFLYfpVeWo/HOzvSzvSv6gf/hKfrUcU1al1+VIGtvu2WedLcvs6f2I4pa5mSmt3vGSSy5xXZ192titMsygpDIcpL1oxVlcaUAvkDMYszxylvYRdCVXlhBvDwUacPGrbU4sShEoBcyOEQF+YXP4ncPmGm7HWpocht9n770LHQuHR0877TT3BRky6xBrDiY6iGDgEBeVGjZX+nlZaA4E3n77bRE4VZ0Ha0BrMN8frrvbKNCnmQUttGD1OqhYaUOyqyIu1wWl3nVpbcTWqoXr/vjHP3aYSOzOOuus+P6rHNBjo3tkmina3SHUu9Mpr2684UZHtyAGts3bbrtNht/32WefgrxiOhXon2C0Qgdvv/jFL8pa4Fh1wWHFGXEVmjFzBj78HyW7hSZBgJZgBj7/KhmSumxxTeV6QeUf06ssyir/qHqxHPKHAa+OHl+XH2dsm9/85jcdVs+ouZWeyKSPP/5Y1j1fZ51pNSN8NQW2MIHPmxqzHLN6qoocngufVBYQ5Zmmp7FEfQZPKK09FGjUlaD0pNElOGrUjhUIcPINlV5uSDFw4CD5wuaw0ulnnCHD5NzkIg1cqJ5ShNZq+mxpoBLOZ5N+eWuaHXsnAvRNpuCpsj7zjul3x2fa3UYoYbKed3103kGputzwhEE7tq6usLFKlfWZfOTndZWffoFYd1U+1tKJPuQtSFMh1P/pqaJdvwRL+U8jQHnF+RaUVwO4ORb6BFr8Tj/9dNmUgpsBpUHkVdZIsOZ9/PjiphecaM72390HYlqexf/zCOjkYMqIKhmi8oZ3WpWuNVD5x/MqGafyj+ksp6urS+QSG02VzNTrUiXT63LCMycYUn7NbRD3DWxK1b7uGwE5+RDOdMDwIEgn2nrI4tl5OMtpGgtHtp4sN6LtoUCHOkvFe/SjiPWIuX2ZKAwOP/xw99RTT7qv7PmV2Mn885//dJxIyEk3GkR4VTyHMNzVIUqX8tqxdyOgvsazPpxVeaPcSZCh7NdcZqZPKQMnylQF+sXzVVQrz6jRYRJMPX95pVPJYRxrssK1aJqMlNAPmq4d/GO7pALEHUd5XjWxTO/HRIEi0fxHlVcckUjl1euvv+E4UsadKTXox13V8+dqHhRltPBZaB4ERN5kD1RlRXr3pEkyfqos1Mqr8o/MVbJL5R/LouxSOcdGU8Wv98I2RX66bVx++eWOH24cfVO5xWMIHY5ubTynsl4vcJdFGh222267eixtQVcvZn22sdIEPAsSLbv0aXpIBCdVcZSS0emW0x4KNKou4Cla3R0VuO742jSdqyGkgQLiDFieuSXqqFHBN/qFF19wF110UWTros8WHkLZmseOao6eTSzRIv8pBLDxiTzLd94KQ6Ll++DEUT7UdJmoMg/PucQk+dQ1o8zz7nvviqzSchZdBPwIOhRb5pfrokCWy4lgVJT+8pebHDZUcsvAJ3/80uMlTpciCsI///nPQsM6z+Wi4rmJgghF00bobpYGzt+gvKIbx+gxo9kEZag9lVeiQCOh6vlrWlqmxXs/AhyF4nJuDKlxR++ccoXPmwpXzYiVMuFIedTZhX4LGlSV7BLXNLSdDvRtbGvhuiRUyy6VZ12dXcJ/9tlny9W23GpLmUtE+cU/TrYPwbutt9naYeM3dz1WFqoK6r6x3nrruvJE7yr+lqalL3EapxUlC3g0eD6544aQhUi6JEpESZkq3SYKNGqdQyXQdPMTvlnKyl43mdommW4YVe4w9BW85pqrwzAVAKdCHUM27bWcj+cyxBIZLdLbEZClmPB8aYFOJ9TwvumKIxYVpK+33noNq8KJfXwxOYSpEwo1g5QzI6zMsv766wtZ+BGjFaeKf8aMGZB13pGfQ/CTJ0+WvylTp7jJWH1h8qTJbgpowaLt3WBMXiRtxRVX1MsWjvb+F+Bo2pPd99i9Ul6tueaa7uqrrnZdfbqkbnfccUexjmibVUFkWJ20Kn6j9Q4E6B4xedIk3EyHq1ohSJdY5UotQ4aECcxVd86RjEkTJ0m/VVUOJ5xSrlH+sBy5Lspk4EhYOeh1J02eJPx0caScmjJ5isMGKZBdQY5xzWkNyyy9jCN/PUv5dddd52hQMPcNIEb9T99X1YAFyHCS6x80qyijIh2OQtUkZAsaYhusAy3V14oXMWl4xixlZa9hhjZK5Nc7rTdVgRN1KDgYsONTZKnX6eQYF1p2zGeR3ofApptuGldhwfbthRtUX1K65nSnQLMcHd6sLqcD/vV5OeRXy1A1PzbLyPjZCXLCF//uu/c+h23CQxzne2OiK8NGG28ktHPOOadQBz3J26ZS7NiMCLz5xptOl0As3z/lFdsKu8QFFhhQSjaZVAKk6U/3knffY2SqKLdYsenTH5H60Z2nu6Ay5C8315aj83/ScrgsInWzqusGmdkhbo+87imnnOLuo9yCzOJKMfffF+QYR9U00D2Dso0fgVXh4osvFv9sc9/I0NFXGc+gHEQZFjqZMsYSnxiro8U6S8QIRBjPKJfYQufYQz7WJo1HYikSeAJAPeEvZW+b0//5n4McfZ3LgT5Zr2C3QrZDrq+qQaySoJXXr1Ql5eOPwoQx5bdj70WAE2f2228/eca6yYneLXfLogj6xje+UfiAwpbJsrJBunIBy/n6178uWcvlcO1wWgPScsiPrcMr+bkDIS/MdVPTDze9r7k56vs/G5PNLDQvAhxJ4DrgVTtUct1drr/LtrbRRhvGSupoBgllmcXJh2xsOvkrZrJIr0eASxhyjsRTTz0lLl56w2FTr7vdsGHD3AHZTqVM40ZPdPnin8oD0jkKO2z4MPfkE8VyqOTeh8n1TEvLIf/wBYe7p0vX5cRWTsYfPmxogZ/XmNvAPviKK6+Qkbh6Fuq5Lbsp88H8zD5JgkQS7Vii+AGd0ZhS4gvLEKp9OiuNBygwLR2wnqfi4s8888xu64qOXviJZ0/4uy2wBRn6dHUJRuPGjfPYqcvDD8xD0HgMG3msmYq0Dr/55pt7dDxSewgejwllkgfb5hYQOeaYY8K4CdomOrhCmp30XgT4TGER9lBO5LnzTi+88EJ5xquuuprHB1Ph5uEmIWkTJkwo0KGMhHI6i+Xw/cPOYDXlkH+z7Lrw/5OysIOXtKEq/sLFshNMfJV7wZbzVcmRxrZKEbnMMst4+BRGukWaCwF8eMlzVHkFH9VcXm0JeQXZgy3po7xi7bD1suTh82efoIHtesHhwyVt//33V7IdmwgBbOTl4YbhN9hgA3mv2X/Bkuvh2+6xtGqhJrD0xnaANZULabAmx3KgtEo/iE17PCbuecqkclD+DTfc0Ef+tdfy8KeuuW45L8/huib3QtkIq3UVi9CwA6zwYTnGujztlBC0kNk+HFnzLJ4TEjgSvpgeI8wq+TVDyyrQbKBrrL66xyLlsdHBF8lj2TQPPyStfzwK/xprZPxiq/dYDstjiM/jazXyWcR7WPj8gQceKAoOOxgs0+OxlJ3gzM4KVkMPC45AhS9sj2F6fsBJOvnh1+Xx1e3hMy0CiDT+YXje40vfIG4SBLCKhd9mm2081j31o0ePEWUam+N4TIqpqcEG668vzxhuHTVpLAc7vmXljEY5nX6nnXaqLIeZqQApP9sWO76dd96lLn/5gt/+9rdFadphhx3KSXJ+8skne0zaie0Vk0s8Jg75b33rW5X8RuzdCGDVDJFXWKdenikVnIGDBkqc8gpr7UZ5xZp85StfkbascmmhhRfyWK/eY8k7aQdKZ17MB/CwYvduAOzuahDAbpR+7NixHj7Knu0DE4/9ZZddVsOHPQsgK4I+wHg5nHfeeZ4fZkOGDJV+keVQ6a4XIv/QIZG/6rpV+THiEdtl+lFX5sXqQ55tE66W5aQ2PFeFOCjBJf0XeICSGfoSDTvQJa0xZNh3ILpXQy5YMAS6R4CrF6h7Bhd8p68WZx5zfVROyAprqHZfjnG0BgJcDo6+essuu2z0jS7XjMPd9JufNm2abLRSTuc5y6Ff33LLLVe3nDQf+bnLJSzEPeJP81q8fRBoJK8wItJwwlj7oNSeNaX/Md142A50/fgyEjqvI18Fo8zhHP2e6e5BHl3LuZYrpyg/JwZyUuK8DPT3h0HQbbzxxvOy2CYtK6yXAQNebeAndEVCmazn4Zj+cqzdFOhaYI1iCBgChoAhYAgYAoaAIdAyCKgyzAqlcZ5xWDLq04VEnHAMHf9pbg4LigWGlp9E2DJP3ipiCBgChoAhYAgYAoaAIdBDBHSROirBmcGZui+CTgnUs6g8R8aQIrmyxODNo/Q22kglr7LFDAFDwBAwBAwBQ8AQMARaGwG1KgcLstRVlOFgQc50aSFLXH5yVVqxCXz8DWm0Voue/e924egs7+6S3RHN4Ln3NW8KN5cd9KbDMSEiSnd+uXnx6w/ZlD/hVFJ1kUi16xv+1v70NcnenKoXKH2D7P0z+WPy1/ofygTrf4PwpE6VhSrxWUUju+kf/179I/dM5gPCUyge5ImpO4YkZemSUPNTP/Hf7sKh6+fxntiYQsiM55GAG0Rc38lIlghvPguIhrMQUf6YzFYZA+O4jpACPU+16wuOERCcIa54RrJEAuICa4Ad0RBRfoUcU4Q1iiPjhr+1PzaJ0C7y1mHvn7xVERCcIa7vUyRLRDgJor52MaL8kkaqvX8KBY4Ez+SPyR82ifBGxfeK7SInI2bvHyFSeRJxkkizyh8+YIbwrH1WOUz6C2SmZBWVQ7mukYv8gVFy4kedQshikwgjUBYxBAwBQ8AQMAQMAUPAEGgXBFRFFt2aija+OlW5FgwiA84ypVux+bdboPVCdjQEDAFDwBAwBAwBQ8AQMAT+LxGgDlwbAjUbjxClmR7TqjxHNxAo1cKpyjNOtDxToGtRNYohYAgYAoaAIWAIGAKGQNMjgFlzqvHqEXWSuXRSN2rGmqBHunioxqwTETMukEN53pkC3fSNwypgCBgChoAhYAgYAoaAIZAiENRharwZFcdAy9TnqC/nDJEUC8opgQvnEukwBTpiZBFDwBAwBAwBQ8AQMAQMgZZCIKjA4TdYjzNNWvXmpLbq0qFqc26pzpjCzFw5sUmECXAWNQQMAUPAEDAEDAFDwBBoXQSoHNfozkpUzZnVr2EiMWPErENz4SAeFgwBQ8AQMAQMAUPAEDAEWgsBXboOeq/qxpV6cUYUAzPj+FN+bloS46pVw0faLNCt1VSsNoaAIWAIGAKGgCFgCBgCQICKb3DLqFSbc4wCY36exQpk1aKzoswCXQOXEQwBQ8AQMAQMAUPAEDAEmhsBnSwYNF7Vf7VOwThdpoZUpdJnOtqfWUyypIdZoBVJOxoChoAhYAgYAoaAIWAItDACVI2L1uioLLPW2Ql3L8wXsMvhCMkhzRToHBeLGQKGgCFgCBgChoAhYAi0AgKiK8uP6sVRdc6pqkwHSk21SWbuuC50xgGSuXDUoGUEQ8AQMAQMAUPAEDAEDIGmRkB0Y/4EVw5VlVmnuJwdT0RJpqe0RPJfnjJTojznOxSaAk3oLBgChoAhYAgYAoaAIWAItBACUdmFFhxU46RyiTatSzury0ZUrjOeVK3WHQpJMwt0gqdFDQFDwBAwBAwBQ8AQMASaHwFVdlmTRF+OlmatYZoW3DWYkqvckq5adkamSm4KtCJoR0PAEDAEDAFDwBAwBAyB1kIASm+uDqNqqgwzKjVNUjVNjurUASbVsuMqHLaVt0BnP4aAIWAIGAKGgCFgCBgCrYRArhgH/TecJy7NQS9WpZlVVwVZMqhTR8Akyy1aN+NmgQ642K8hYAgYAoaAIWAIGAKGQMsgkPk+QxmOyi/qFuL5MVqXpd6pv7RyMiFbU5pRKNnUr02BJhgWDAFDwBAwBAwBQ8AQMARaCgExJEMPlmNWM1WRg7E5UZIR5Zmmp7FEfY6qtK0D3VJNxSpjCBgChoAhYAgYAoaAIUAE6MVMRwxRjIN2/C8AkxSAqFmg/wUoLashYAgYAoaAIWAIGAKGQO9EQL2YxQKdmqGpC2dBomFfbyXl/h0hEfSgiosmzjOUZQp0DpfFDAFDwBAwBAwBQ8AQMARaBYFEUVblV6qmkwVxEpTr3HEjpGcARM1bVfGoSpsCnUFkB0PAEDAEDAFDwBAwBAyBFkFAdGcowNG4LMqwVi6c5AvV0dUj1baVjwozgiYhW1ClbR3oHCGLGQKGgCFgCBgChoAhYAi0BAJRX9aIKsFJ7UQZFjqZMsYSnxiro8U6S4QPh7lwJEBa1BAwBAwBQ8AQMAQMAUOgRRCA+Vn15xBJtGOJ4gcMjMYUyRDPsn1X1D6dlYaDKdAt0kasGoaAIWAIGAKGgCFgCBgCOQJedk3JHTWYIqoxf0QXDgoxf6kiR7U5bq6SK+DlZe9MgSaaFgwBQ8AQMAQMAUPAEDAEWgiBqA6LrhwU52wyoOjNoKiDtCTqREGcUFvOaBGQROEmrVKBljwxR27WDvT0N2HK9XYh5np8Hku5M6YaEgl2/SIsikeKvNJyziIlRz2P5bxZrJglJpfJeh6O6W/MgohyBVp+1TyWcku8mCUml8l6Ho7pb8yCiHIFWn7VPJZyS7yYJSaXyXoejulvzIKIcgVaftU8lnJLvJglJpfJeh6O6W/MgohyBVp+1TyWcku8mCUml8l6Ho7pb8yCiHIFWn7VPJZyS7yYJSaXyXoejulvzIKIcgVaftU8lnJLvJglJpfJeh6O6W/MgohyBVp+1TyWcku8mCUml8l6Ho7pb8yCiHIFWn7VPJZyS7yYJSaXyXoejulvzIKIcgVaftU8lnJLvJglJpfJeh6O6W/MgohyBVp+1TyWcku8mCUml8l6Ho7pb8yCiHIFWn7VPJZyS7yYJSaXyXoejulvzIKIcgVaftU8lnJLvJglJpfJeh6O6W/MgohyBVp+1TyWcku8mCUml8l6Ho7pb8yCiHIFWn7VPJZyS7yYJSaXyXoejulvzIKIcgVaftU8lnJLvJglJpfJeh6O6W/MgohyBVp+1TyWcku8mCUml8l6Ho7pb8yCiHIFWn7VPJZyS7yYJSaXyXoejulvzIKIcgVa7VVzK3OwOmsW0HVf78CSlcQTpuUlp1fWqyUKdH5JKUc5pBic4D/pPjNrqzdIXrykxlMpA/zMlcdjsqREC3k4ixAIv11fUOGPYG34W/tDW7D3L0gTkz8qIPVIXBDPTnOZa/I3xyLCQ7Ga+TVKlGcKXeivFFakmPwN7UpamPX/0mBM/ugLosf2lD91diIkKKnYkTaT/WiaHgO5eFbkj/vA8OXLcM6lVNV16pcWRGChELlY/RwUjOxEwGHXN/wLTadeq6lHZ1PTND2Gtl48CzRNsfZn75/JH7whJn9N/pr8zbuQ2Jek/QXj9XuTPK3IUzxLyzP959/Z/3YSeA0Sl59apTbw8Tek8abkOWeZhYrkwBeIIa4WEHCErNkxlFXDLwRl1DvTckMeUu36wCgBTxDDeULK4oZ/aE34DRFrf9pYAEhNexGCAmXvnyIQcOJvwMbkD3BIGo82qYRk8kcaj8nf8MbgN0RM/urLYvI3FSEhLgJEG4pKXxU1vU/+igVabiu/t/yuY6xhYuQK1cwqH7NkkeJB8tB3m+4nkpSlJ4Ul0YaJ1XwxSxYpHuz6QMDwt/Zn75/JHxGNUV4m4jRGGyZGLpP/CU4xmkWKB8HM5K/JX5O/zS1/xQdaVF754VteDlESxC+E3FuszKsWLeTJFGNGWILPFqGGxh4zFXy37fpEKWKTR0gTcAx/ggI4rP1VtROCY+9fQAa/Jn8yaWLyl23C+p/wZlj/G3AQaRm61dC7mv7Bt4SwlAJppn8QFEEHP6n+kVugySBYkQPDTlnjYkbJyXNJF0rhp0COJzFS4K06UU67PtCRpVMMf2t/yZsSXxC2j4SeRTVZTuNJjNRmKFGU094/AGPvn8l/6/+s/0/lbBSQlA8l4YlTTZaUeBIjtRlKFOU0+Qtgmkz+ZhZoPkLcOxoHPbZUefHyREOlhEMbD05CDqQhonYvlpE3MGUWas4fTrPfUIrmt+sb/tb+7P0z+ZPJTJO/AQh0qtJTaJeCk9BzIBkR7T+EWXnyjkjIkT+UmP0Gqua3/sf6H+t/rP+Zk/5HLNBBmlCYUProMZMxpUNMlUg8S7iUxiNDVmbNDOzyldJ8UQqGIpJf5Qq3Gc8qOOz6ARTDX1qatb/4KqpuUXx79EyPySuVRGOqROJZBQfTGKz9WftDW7D3L74K9v4FyVCUHnqmx8BT/o2pEolnCZvSeGQw+WPyB23h3yR//j/eHJxUaudXVQAAAABJRU5ErkJggg==)
Table 2. shows the results of the characterization of the corrosion of cannonball iron culture underwater using XRF. Table 2 it can be seen the presence of corrosion contain the most abundant elements are chloride. Table 2 shows indicate that the leading causes of corrosion of cannonball culture underwater remnants (submerged seawater) are chloride ion.
Characterization of surface corrosion of iron cannonball material culture underwater using SEM
The results of the characterization of surface corrosion of cannonball heritage using SEM (Scanning Electron Microscope) shown in Fig. 7. The existence of corrosion that occurs in cannonball in the form of hollow-cavity and damages the iron material shown in Fig.8.
Passivation/deactivation of material corrosion of cannonball heritage
Passivation corrosion is the dismissal of corrosion on the object with a particular method. At the passivation in this study, the sample is soaked in a solution of sodium carbonate 5%. The pH maintained between 11-13 using sodium hydroxide. If the pH goes down, then it should be raised on the range with a solution of sodium hydroxide, then rinsed with water objects continued wash using distillate water. The purpose of dried and seen its development, if it still happens, then the corrosion process is repeated until corrosion stops. Soaking in this research was conducted for five months, and a mixed solution replaced about four days to a week. Before the process, the passivate not to do cleanup crust or rust. Layers of the coating would be a natural protector in the meantime. Next, do a manual cleanup using tools such as brushes, skavel, needles, chisel, hammer and other devices. The cleaning level is adjusted to the level of corrosion of the object if the object is still obviously in shape then be organized as clean as possible. If the form object is already less precise, then the cleanup should be careful so that the part of the purpose did not enter apart at the time of releasing the crust. Not all of the coat should be clean, preferred to maintain/find the form objects. If corrosion is already very advanced, shapes are not visible at all, and then the mechanical cleaning is only on the surface.
Alkali solutions such as sodium hydroxide and potassium hydroxide will remove rust from iron and steel, and when combined with sequestering agents to hold the dissolved iron in solution, they can be very effective, particularly at near-boiling temperatures. Under the Fe3O4 deposit, the following reactions can occur on the substrate:
Fe3O4 + 5H2O → 3Fe(OH)3(s) + H+ + e−
Fe3O4 + 4H2O + OH− + 2e− → 3Fe(OH)3−
Next, do the cleaning, the cleaning phase this is the core of the activities of conservation, so should be able to complete the conservation problems of the object until they can last for the long term. Materials were processed cleaning with soapy water, using washing fruit and extract kaffir lime water, rinsed with distilled water. At flushing and drying, at the end of all this stage done flushing to completely clean from chloride solution and used. After completion of the drying, proceed with rinsing. The drying process is carried out by warming in the blazing sun and using a blow dryer.
Stabilization/coating material of iron cannonball underwater heritage
The coating material used is a microcrystalline wax with variations in concentrations of 5, 10, 20, and 50% with turpentine oil solvents. The use of inhibition of the corrosion process of heritage objects made of iron done by several researchers, namely carboxylic monoacids and ethanol solution [26], acidic solutions from plants [27], coating with carboxylates after the conservation process is completed [28]. Microcrystalline wax used to coat or coating iron metal that has finished passivated so that it is not prone to corrosion again. The results of coating using microcrystalline wax can show in Fig.9. Fig.10. shown the iron cannonball has been conserved and ready to be sent to the museum.
Fig.11. shows some color differences in iron cannonball material coated with the microcrystalline solution. From the results of the image stabilization or coating of iron cannonball material using a 5, 10, 20, and 50% microcrystalline wax solution. The results showed that the most suitable solution was because it did not change the color of the sample, namely a microcrystalline wax solution with a concentration of 5%. Iron cannonball material after passive is still prone to further corrosion. Therefore it must be done the stabilization/coating as soon as possible. This stabilization stage is the last stage of the passivated process was complete after all. In this study, the author uses wax microcrystalline 5% with solvent turpentine oil to coating metal iron that has finished passivated, so it is not prone to corrosion returns.
Fig.11. shows a significant difference between the tangible cultural heritage of cultural iron cannonball underwater before conservation (a) and after conservation (b). Fig.11. shown it can conclude that the method of conservation on this research is very suitable to be used in the conservation of iron material underwater. However, this conservation research is research that is not ideal because the iron cannonball material used in the study was far too long in the Mainland has publicly after the adoption of the ocean floor that should iron this cultural heritage material directly conservation after the rapture of the deep sea. The results of the analysis and characterization of iron cannonball material objects linger underwater culture using XRF before and after conservation can be seen in Table 3.
Table 3. shows the after conservation element Cl and some metals have reacted with NaOH. Element Cl is the main element causing wet and dry corrosion. After immersion with 5% NaOH, the Cl element reacts with NaOH.
Cl- + NaOH → NaCl(aq) + OH-
The artifact is soaked for one week with 5% NaOH, rinsed and distilled water, then cleaned physically with a brush, if the corrosion has not stopped the process of soaking repeated until the corrosion stops. After the corrosion stops, the iron cannonball refined in shape. The reaction between NaOH and metal in the following example:
Zn + 2NaOH → Na2ZnO2 + H2
Al3+ + 3NaOH → Al(OH)3 + 3Na+
Al(OH)3 + NaOH → 2Na+[Al(OH)4]- or
Al + NaOH + H2O → NaAlO2 + H2
Table 3 Characterization of surface corrosion of iron cannonball material using XRF before and after conservation
No
|
Before conservation
|
After conservation
|
Dried active corrosion
|
Wet active corrosion
|
Test 1
|
Test 2
|
Test 3
|
Ele-ment
|
Amount (%)
|
Ele-ment
|
Amount (%)
|
Ele-ment
|
Amount (%)
|
Ele-ment
|
Amount (%)
|
Ele-ment
|
Amount (%)
|
1
|
Cl
|
66.603
|
Cl
|
64.963
|
Fe
|
98.90
|
Fe
|
98.72
|
Fe
|
99.35
|
2
|
Fe
|
32.105
|
Fe
|
24.730
|
Co
|
0.40
|
Cu
|
0.45
|
Mn
|
0.44
|
3
|
Ca
|
0.320
|
Mn
|
0.265
|
Mn
|
0.31
|
Zn
|
0.37
|
Cu
|
0.12
|
4
|
Mn
|
0.259
|
Al
|
0.095
|
Cu
|
0.20
|
Mn
|
0.29
|
V
|
0.06
|
5
|
Al
|
0.147
|
SiO2
|
0.195
|
Zn
|
0.17
|
Ti
|
0.17
|
Ni
|
0.04
|
6
|
SiO2
|
0.193
|
S
|
0.085
|
-
|
-
|
-
|
-
|
-
|
-
|
7
|
S
|
0.064
|
P
|
0.051
|
-
|
-
|
-
|
-
|
-
|
-
|
8
|
P
|
0.039
|
Cd
|
0.0092
|
-
|
-
|
-
|
-
|
-
|
-
|
9
|
Cd
|
0.011
|
Sb
|
0.0047
|
-
|
-
|
-
|
-
|
-
|
-
|
10
|
Sb
|
0.0066
|
Sn
|
0.0047
|
-
|
-
|
-
|
-
|
-
|
-
|
11
|
Sn
|
0.0041
|
-
|
-
|
-
|
-
|
-
|
-
|
-
|
-
|
The next step is cleaning with soapy water to remove any residual corrosion. Soap is an alkaline salt of fatty acids so that it will partially to be hydrolyzed by water. Therefore the soap solution in water alkaline.
CH3(CH2)16COONa + H2O → CH3(CH2)16COOH + OH- + Na+
The weak base solution from soapy water can help clean surface corrosion. Iron material cannonball washing with soapy water, and then washed with extract water kaffir lime (weak acid solution). Citric acid is a type of acid that is non-toxic, non-irritating, and environmentally friendly [29]. Citric acid is also easy to find in citrus-like organic substances including citrus (kaffir lime) and lemon (Citrus lemon). The citric acid content contained in kaffir lime is 45.8 g/L, while the citric acid content contained in lemon is 48.0 g/L [30]. Extract water kaffir lime citric acid and ascorbic acid which are weak acids so that it removes impurities on the surface of the ball cannon.
Characterization of iron material ball cannon using XRF before and after conservation (Table 3) showed a significant difference in the data. On the object of active corrosion wet and dry before conservation showed the presence of chloride that is the result of corrosion of the iron material, whereas on the object test results after conservation showed very significant differences, in which chloride is no longer detected. From this, it can conclude the process of corrosion on the object was lost and stopped.