MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C5FB7D.12A5B2A0" This document is a Web archive file. If you are seeing this message, this means your browser or editor doesn't support Web archive files. For more information on the Web archive format, go to http://officeupdate.microsoft.com/office/webarchive.htm ------=_NextPart_01C5FB7D.12A5B2A0 Content-Location: file:///C:/782AA133/Phase4b_proposal_w_summary_refs.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Processes controlling plankton abundance on Georges Bank:

Proc= esses controlling abundance of dominant copepod species on Georges Bank:

Local dynamics and large-scale forcing

 

PIs:  Cabell Davis (WHOI), Robert Beardsley (WHOI), Changsheng Chen (UMassD),

Rubao Ji (WHOI), Edward Durbin (URI), David Townsend (UMaine),

Jeffrey Runge (UNH), Charles Flagg (SUNY), Richa= rd Limeburner (WHOI)

 

Proj= ect Summary

A fundamental goal of Biological Oceanography is to understand how underlying biological-physical interactions determine abundance of marine organisms.  For animal populations, it is well= known that factors controlling survival during early life stages (i.e., recruitme= nt) are strong determinants of adult population size, but understanding these processes has been difficult due to model and data limitations.   Recent advances in numerical modeling, together with new 3D data sets, provide a unique opportunity to s= tudy in detail biological-physical processes controlling zooplankton population size.  We propose to use an ex= isting state-of-the-art biological/physical numerical model (FVCOM) together with = the recently-processed large 3D data set from the Georges Bank GLOBEC program to conduct idealized and realistic numerical experiments that explore the deta= iled mechanisms controlling seasonal evolution of spatial patterns in dominant zooplankton species on G= eorges Bank.  We will examine a series of hypoth= eses that address how dominant copepod species populations are maintained on the bank, including local dynamics and large-scale forcing.  Specifically we will determine whe= ther the observed characteristic sea= sonal-spatial pattern of each species (long-term and inter-annual) is predictable from the interaction between its characteris= tic life-history traits and physical transport.  The extent to which the copepod populations are controlled by food-availability (bottom-up) or predation (top-down) processes will be examined, including the influence of Warm Slope Water versus Labrador Slope Water (NAO-dependent) on nutrient influx through the Northeast Channel and subsequent upwelling and biological enhancement on the bank.  Self-sustainability= of each species population on the bank itself and in the Gulf of Maine will be studied by controlling immigration from specific source regions.  Large-scale forcing including NAO and catastrophic global warming (e= .g. complete polar ice melt) will be examined explicitly by forcing the model at the boundaries, using scenarios based on basin-scale data and from concurre= nt basin-scale modeling efforts.  Intellectual Merits:  The proposed modeling study will pr= ovide new insights into the role of local and large-scale processes controlling zooplankton abundance in the ocean.  The dominant copepod species to be studied include small species that are the dominant prey for larval cod and haddock in this region, thus provi= ding critical information for concurrent larval fish modeling studies.  This detailed, process-oriented, regional-scale modeling with boundary forcing will lay the groundwork for integration with models of the entire ocean basin.  The resulting model will be a lega= cy of the GLOBEC Georges Bank program by providing a powerful new tool for understanding how local and large-scale forcing interact to control plankton production in the sea.  Broader Impacts:  Results of t= he proposed work will be broadly disseminated to the general oceanographic community, the fishing industry, K-12 institutions, and to the population at large, through web-based servers using existing infrastructure at the proposers’ institutions.  Web-based users will be able to ac= cess model results and run the model using chosen parameter settings to obtain predictions of currents, hydrography, and plankton abundance patterns given selected climate forcing scenarios.  Collaboration with the WHOI/UMASS COSEE program will foster communication with K12 students and the public both nationally and internationally.

 


1.      Back= ground

The GLOBEC approach — Und= erstanding complex marine ecosystems requires use of simplifying assumptions, which historically has involved trophodynamic analysis of energy or mass flow by = measurement and modeling (Lindeman, 1942; Teal, 1962; Odum, 1957; Steele, 1974).  In regions of high diversity such = as the oligotrophic ocean this approach remains the only feasible method of analys= is (e.g., Sarmiento et al., 1993).  As an alternative in low diversity regions, it is possible to model the population dynamics of a few dominant species to understand processes controlling their abundance and to obtain information about system level functioning (e.g., <= /span>Davis, 1987a). =   The trophodynamic concept has been used to relate primary and second= ary production to fish production (e.g., Clarke, 1946; Cushing, 1975; Sissenwin= e et al., 1984; Cohen and Grosslein, 1987; Nixon, 1988), but this method is of limited utility in predicting abundance of particular fish species.  It is well known that adult fish populations are dominated by a few strong year classes that are set by recruitment from early life stages (Hjort, 1914; Grosslein and Hennemuth, 1= 973).  The GLOBEC program recognizes recruitment as the dominant factor controlling population abundance in mari= ne animal species (GLOBEC, 1991a).  The = regional GLOBEC programs focus on target species and their dominant prey, with empha= sis on individual organisms, population dynamics, and interactions with the physical environment, especially as it relates to global climate change (GL= OBEC, 1991b, 1992, 1996, 1997, 2000).

Georges Bank GLOBEC: dominant zooplankton species — Georges Bank was chosen as the first GLOBEC study site due to its sensitivi= ty to climate change, definable populations, importance as a fishing ground, a= nd significant historical database (GLOBEC, 1992).  The goal of this program is to understand the biological and physical processes controlling abundance of c= od and haddock larvae and their dominant prey species.  In the program implementation plan= we emphasized the copepods Calanus finmarchicus and Pseudocalanus spp. as target species, since these are dominant prey items for larval cod and haddock.  Subsequent studies h= ave found that small copepods (Pseudoca= lanus spp., Oit= hona similis, C= entropages spp., = Temora longicornis) are dominant prey ite= ms for cod and haddock larvae on Georges and Western Banks (Lough and Mountain, 19= 96; Lough et al, 1996; McLaren and Avendano. 1995; = McLaren et al., 1997).  This contrasts= sharply with the situation in the eastern Atlantic (North Sea and Norwegian S= ea) where cod larvae feed almost solely on Calanus finmarchicus (Sundby, 1999), and decadal shifts in C. finmarchicus abundance affect larval cod survival (Beaugrand et al., 2003).  This difference in larval fish prey preference appears due to prey availability since the larval fish diets ref= lect ambient copepod species composition, and the shallow banks have high concentrations of small copepod species (Davis, 1987; Sherman et al., 1987;= Meise, and O’Reilly, 1996., McLaren et al. 2001; Reiss et al, 2003).  In the shallow <= span style=3D'font-size:11.0pt'>Baltic Sea, cod larvae also feed on small copepod species (Hinrichsen et al, 2002).<= span style=3D'mso-spacerun:yes'>  In general, small copepods are an important component of marine ecosystems (e.g., Davis, 1987b; Turner, 2004)= . The present proposal focuses on understanding the biological-physical processes controlling the abundance of dominant copepod species in the Georges Bank/<= /span> Gulf= of Maine region, including Calanus finmarchicus and the small= er species, Pseudocalanus spp. (moulton= i and newmani),  Oithona similis, T= emora longicornis, Centropages spp. (typicus and hamatus).

1.1.=    The <= /span>Georges Bank Physical Environment =

Local dynamics — Geo= rges Bank (GB), the Gulf of Maine (GOM), and Scotian Shelf (SS) are part of a si= ngle regional coastal current system, driven in large part by upstream mass and buoyancy forcing (Fig. 1). The bank itself is a quasi-flow-through system, = with water from offshore and upstream sources arriving= on the bank, being modified locally by surface forcing and tidal mixing before moving off-bank to the Mid-Atlantic Bight or re-circulated northward along = the Great South Channel. <= /span>

The strongest currents o= ver the bank are of tidal origin, and turbulent mixing associated with the tidal bottom boundary layer is most intense over the shallow cap of the bank, effectively eliminating local vertical temperature and salinity stratificat= ion throughout the year.  As seaso= nal stratification increases on the flanks of the bank, the tidal mixing front forms with associated secondary flow. The clockwise around-bank residual fl= ow increases with seasonal stratification, becoming partially closed from June through

Figure 1. Circulation:= 1 flow across GSC into the north flank jet, 2<= /b> tidal-pumping of deep water onto GB, 3 wind-driven near-surface flow, 4<= /b>  small-scale cross-frontal proces= ses, 5<= /b> SS cross-over

Figure 2. Schematic of the western North Atlantic shelf-break current system in summer,

 = (Fratantoni and Pickart,= 2005)

September until fall sto= rms and surface cooling destroy the local stratification.  Surface heating drives the develop= ment of the seasonal thermocline.  = Salinity on the bank is controlled by advective and mixing processes along the north= ern and southern flanks.  On the southern flank salinity is influenced by on-bank intrusions of saline shelf= -break frontal water and very saline warm-core ring water (Fig. 1).  Along the northern flank salinity = is controlled by advection from the western Gulf across the northern Great Sou= th Channel (Fig. 1, 1), tidally-driven near-bottom residual flow (the “ti= dal pump”, Fig. 1, 2), wind-driven near-surface flow (Fig. 1, 3), small-scale cross-frontal processes (Fig. 1, <= span style=3D'color:red'>4), and intermittent cross-over of low salin= ity SS surface water (Fig. 1, 5).  The tidal pump in particular provides a strong mechanism for bringing deep water from Georges Basin up onto th= e bank (Chen and Beardsley, 1998; Chen et al., 2003).

Figure 3. Schematic showing the strong westward penetration of LSW and northward position of the Gulf Stream following low winter North Atlantic Oscillati= on (NAO) index (left) and weak penetration of LSW and more southward positio= n of Gulf Stream following high winter NAO index.  (Drinkwater et al, 2003)

Large-scale forcing — Water enters the GOM via two primary paths:  (1) the flow of relati= vely fresh water above 100m from the SS and (2) warmer, more saline Slope Water (SW) at depths greater than 100m through the Northeast Channel (NEC). The primary source of SS water is the West Greenland/Labrador Current system, with additional input from the St. Lawrence system (Fig. 2). As the Labrador Cur= rent flows around the Grand Banks, the large shoaling in shelf-break depth from ~300m in the north to ~100m to the southwest helps force the deeper Labrador Current water to flow along the upper slope, thus forming Labrador Slope Wa= ter (LSW), which flows west into the Laurentian Cha= nnel and along the Scotian upper slope. The westward extent of LSW depends on its source strength, thought to depend on basin-scale forcing (NAO) (Fig 3), and degree of mixing with ambient Warm Slope Water (WSW) of <= span lang=3DEN-GB style=3D'font-size:11.0pt;mso-ansi-language:EN-GB'>Gulf Strea= m origin. Si= nce WSW is warmer, more saline, and nutrient rich than LSW, the relative mix of the= se two end members entering the NEC, and its transport relative to the inflow = of SS water, strongly influences circulation, water property distributions, and n= utrient content in the GOM/GB system.

Fig. 4.  GB salinity anomaly (Mountain, 2005)

Fig. 5.  Percent LSW in bottom water (150= -

200 m) in 1998.  (Drinkwater et al, 2003)<= span lang=3DDE style=3D'font-size:11.0pt;mso-ansi-language:DE'>

Data from the 1995-1999 = GB GLOBEC field study provide an excellent example of the flow-through nature = of the GB/GOM system and its linkage to larger basin-scale forcing. The salini= ty on GB exhibited two significant freshening events between early 1996 to ear= ly 1997 and between late 1997 through 1998, with a net drop of ~1 psu (Fig. 4). These two events also were observed in surface (0-30m) GOM waters, suggesting significant increases in freshwater influx from the SS (Smith et al., 2001).  In the NEC, WSW was replaced by coo= ler, fresher LSW in January 1998 as the leading edge of LSW flow extended west d= ue to an increase in the Labrador Current associated with a low NAO. As LSW entered the GOM during early 1998, it mixed with resident GOM water (Fig 5).  By early 1999, WSW was ag= ain flowing into the GOM through the NEC.  Since the tidal pump mechanism can carry deep water up on the northe= rn flank of GB, advection of LSW in Georges Basin onto the bank can occur on relative short time scales (>=3D1 month), suggesting that part of the freshening = on GB observed during 1998 was due  = to the influx of LSW into the GOM.  Clearly, variations in the primary upstream sources (the SS Water, t= he mix of WSW versus LSW) linked to basin-scale forcing strongly control the w= ater properties (including heat, salt and nutrients) through the GOM and onto GB= .

Fig. 5a.  Scenario of nutrient input onto GB from the NEC (Townsend et al., 2004).

1.2.=    Conne= ction between NAO and plankton productivity on GB

NAO-dependent intrusions of LSW and WSW through the NEC greatly influence the nutrient (N= , Si) input into the GOM.  = It is believed that the tidal pumping mechanism along the northern edge of the ba= nk can quickly transport nutrients from Georges Basin up onto the NE peak of GB, impacting the productivity of the bank very ra= pidly (Fig. 5a).  The ratio of N and= Si in the inflow water can influence the duration of = the diatom bloom.  In general, the= NEC inflow can affect the total salt and nutrient budget of the GB/GOM, determining the thermohaline circulation and influencing upwelling along the western GOM and subsequent nutrient transport to western GB.  The potential impact of this inflo= w will be modeled in the proposed study.

1.3.   Characteristics of GB zooplankton

GB zooplankton is dominated by Calanus finmarchicus, Pseudocalanus spp., Oithona similis, Centropages spp., and Temora longicornis, and Paracalanus parvus (Bigelow, 1926; Davis, 1984, 1987b; Sherman et al, 1987; Durbin = et al., 2003; Durbin and Casas, submitted<= /span>).  Each species exhibits a characteristic life cycle and seasonal/spatial pattern in the GB/GOM region.  Calanus finmarchicus and Pseudocalanus<= /i> spp. are cold-water species that avoid the warm surfa= ce layer (>10-12oC) during summer and fall and produce large spr= ing populations.  Centropages spp, Temora, and Paracalanus are warm water spec= ies and are most abundant during late summer and fall.  Oithona is plentiful throughout the GB/GOM region year round.

Fig. 6. Calanus finmarchicus abundance (log10(#= /10m2) in the GB/GOM, mean 1977-1987, (MARMAP data redrawn from Meise and OReilly, 1998).

Calanus finmarchicus This species spends the warmer months in a state of diapause as stage CV in cool= er waters (5-7 oC) at depth in the GOM (Fig. 6). During late Decemb= er, it emerges from diapause (mechanism unknown), swims to the surface and molt= s to adult.  Subsequent egg product= ion depends on availability of phytoplankton (Durbin et al., 2003), with the first generation born in late December-early January (Durbin et al., 1997).  Generation time is ~2 months at th= e cold winter/spring temperatures (~5 oC), so G1 adults appear in March, and there is time for a total of 3 generations by the end of its growing se= ason in July.  Overwintering females produce eggs = for a prolonged period, smearing out cohorts (Durbin and Casas, submitted).   This annual cycle in the GB/GOM appears stable, having persisted for many decades (Bigelow, 1926; Clarke et al, 1946; Meise-Munns et al., 1991), but the extent to which th= is population is self-sustaining is unknown.

Fig. 7. Calanus finmarchicus abundance i= n the N Atlantic from CPR data (Spears 2005) and nets/OPC (Hea= th et al. 2004).  Note high densit= ies in the Labrador and Norwegian Seas.

Calan= us  finmarchicus is an open ocean species, occurring throughout = the northern North Atlantic<= /span> from the eastern US to the Barents Sea, with centers of population abundance in the Norwegian and = Labrador seas (Fig. 7).  Immig= ration into the GB/GOM population from upstream sources may contribute to the appa= rent stability of the population.  = C. finmarchicus enters the GOM fro= m the SS and possibly from the SW through the NEC.&= nbsp; C. finmarchicus in the SW originate from the Labra= dor Sea and to an unknown = extent from spill-over of the productive shelf populations.  Scotian Shelf C. finmarchicus originate from Labrador Sea via the SW (Head et al., 1999) and to some degr= ee from the productive Gulf of S= t. Lawrence population (Zakardjian et al. 2003).  It is unlikely tha= t immigration directly determines the large spring abundance peak in C. finmarchicus in the GB/GOM, since the water mass turnover ti= me is long relative to the generation time, but a seeding type of immigration during the “off-season” could be important in determining the s= ize of the startup population of CVs in December (<= span style=3D'font-size:11.0pt;mso-bidi-font-size:12.0pt'>Saumweber and Durbin, submitted= ).  = Since the diapausing SW population resides at a depth of 500m (below the NEC sill depth), and high concentrations are not observed in the upper water column until April (Miller et al., 1991), well-after initiation of the GB/GOM population growth, it is unlikely that a SW population entering through the= NEC contributes significantly to the GB/GOM C. finmarchicus population.

It may well be that the resident diapausing GOM population is sufficient to produce the large spring GOM/GB population.  At the end of the growing season, downward migrating diapausing CVs cannot reach their normal open ocean dept= hs of 500-2000m, and they become trapped in the GOM basins.  A similar effect has been observed= on the SS basins (Sameoto and Herman, 1990) and fo= r C. pacificus in the Santa B= arbara basin (Osgood and Checkley= , 1997).  Lagrangian modeling st= udies have found retention of diapausing CVs in the GOM to be high, especially if= the animals stay below 150 m (Johnson et al., submit= ted).  Thus it appears possible that the = GB/GOM population could be self-sustaining, but further 3D modeling work is needed, using a concentration-based approach to quantify population dynamics and transport continuously throughout this region during the year.  This self-sustainability is in sha= rp contrast with the situation in the North Sea, whi= ch has no deep basins and is dependent on annual input from offshore waters (e.g. Heath et al., 1999).

Fig. 8. GLOBEC monthly mean Calanus abundance

       &nbs= p;   on GB, showing abundance “hole”

Fig. 9.  Pseudocalanus abundance in the GB/GOM. MARMAP bi-monthly means 1977-1987 (from McGillicuddy et al., 1998).

Although C. finmarchicus may be able to sustain itself in the GB/GOM system, it does not maintain itself on GB, sin= ce the bulk of the population disappears from the bank during the off-season (= Fig. 6) and even during the growing season its abundance appears to be driven by= GOM concentrations, with a well-defined “hole” in abundance in the center of the bank (Fig. 8, Durbin and Casas, submitted).  This hole results= from a combination of advection around the bank of the large GOM population and possibly high predation over the crest.&nb= sp; A huge literature exists for C. finmarchicus egg production, development and growth as a function of fo= od and temperature including several studies done as part of the GLOBEC GB pro= cess work (Campbell and Head, 2000; Campbell et al., 2001a,b; Runge et al. submi= tted).  Such data can be incorporated into= the population model for this species and used together with the large field da= ta base to conduct targeted forward modeling to examine biological/physical processes controlling observed patterns.

Pseudocalanus spp.— Like Calanus, the growth season for Pseudocalanus is winter/spring (Fi= g. 9, 10).  Its abundance is higher = in shallower areas (<100m) and is highest in the crest region of the bank in June.  Pseudocalanus do= es not overwinter in the GOM as does Calanus an= d is not normally present in the central Gulf during winter.  This genus is an egg carrier and consequently has lower egg production and egg mortality rates (Corkett and McLaren, 1978; Ohman= et al., 2002).  Pseudocalanus in the GB/GOM

Fig. 10. GLOBEC data for Pseudocalanus

= Fig. 11.  A) Temora, B) Centropages hamatus C) Centropages typicu= s, D) Oithona similis.  Mean monthly GLOBEC data for 1995-1999, A,B,D May; C January; log10= (#/m3+1)

region comprises two species: P. newmani and P. moultoni (Frost, 1989; McLaren= et al., 1989a; Bucklin et al., 1998, 2001; McGillicuddy and Bucklin, 2002).   P. moultoni appears to be a colder= water species and more abundant during winter/spring, while P. newmani is more plentiful during spring/summer (McLaren et a= l., 1989a,b). = P. moultoni is a coastal species a= nd P. newmani an offshore one (Frost, 1989).  Thus P. moultoni may be carried onto the bank from western GOM coast= al waters (e.g., Cape Cod Bay), while P. newmani may have a source from SS water, either crossing over the NEC, = or indirectly through the central GOM (McGillicuddy and Bucklin, 2002).  Inverse model= ing, representing the biology by a single source/sink term, revealed that the two species are likely to have different source locations on the bank but intermingle by June (McGillicuddy and Bucklin, = 2002). The use of a simple cost function instead of a population model, however, m= eant that the independent species-specific life history information could not be included in the model.  Substa= ntial information on development, growth and egg production as a function of food= and temperature is available for Pseudo= calanus (e.g. Corkett and McLaren, 1978; Vidal, 1980; D= avis, 1983, 1984a,b; McLaren et al., 1989b; Ban et al., 2000; Lee et al., 2003; Dzierzbicka-Glowacka, 2004).  Use of these laboratory and shipbo= ard derived rates together with field data on distributional patterns of the combined species (plus a subset of species-specific data, Bucklin et al., 2001) can = be used in numerical models to explore the biological/physical processes contr= olling seasonal development of the spatial distribution patterns.  Targeted forward modeling experime= nts are required to determine the potential source locations and interactions controlling subsequent spatial patterns of each population, given their distinctive temperature-food dependent growth and reproductive rates.<= /o:p>

Other Dominant Copepod Species &#= 8212; Each dominant copepod species on GB has its own characteristic temporal-spatial patterns and life histories (e.g., <= st1:City>Davis, 1987a).  Copepods that lay bottom resting eggs, including Centropages hamatus and Temora longicornis, have well defined populations on the crest of the bank (Fig. 11A, B) (Davis, 1987; Sherman et al., 1987).  It has been sugge= sted that these species use resting eggs as a strategy for “gluing” their populations to regions that are favorable for growth (Davis, 1987; Li= ndley and Hunt, 1989; Lindley, 1990; Marcus, 1996; Marcus and Lutz, 1998), but the necessary biological/physical dynamics have yet to be verified via modeling= . Centropages typicus abundance is highest during late summer and fall and decreases markedly dur= ing winter and spring.  It is most abundant in the warm surface layer above the thermocline and not restricted= to the crest of GB like C. hamatus.  Oithona similis is abundant year round and is not restricted to GB but has a pa= ttern similar to C. finmarchicus, wit= h a large off-bank population.   A substantial literature on life history information is available for these species, including egg production, development and growth rates as functions of food= and temperature (e.g., Davis and Alatalo, 1992; Klein Breteler and Gonzalez, 1986; Klein Breteler et al., 1982, 1996; Sabatini and Kiørboe, 1994; Maps et al. 2005).

Fig. 12.  Abundance trends in GB copepod, GLOBEC 1995-1999.

Abundance trends during the GLOBEC years — Abundance of the dominant copepod species, except Calanus, increased significantly during the five-year GLOBEC GB field program (Fig. 12.).  Whi= le this trend may reflect a change toward smaller species, indicative of a war= ming trend, no concomitant increase in temperature was observed.  These changes were negatively correlated with salinity (Durbin and Casas<= /span>, submitted.). High abundances in 1999 appear to be related to a phytoplankton bloom that took place during winter in the central GOM, leading to high reproductive rates and abundances (Durbin et al 2003).= The elevated abundances may have been advected onto GB.  It is possible that low surface sa= linity during winter increased stability of the water column and led to the bloom.= A negative correlation between salinity and chlorophyll on GB also was found = at this time (Durbin and Casas, submitted), the re= ason for which is unknown.  The pro= posed modeling work will examine the potential causes of the zooplankton increase and its relationship to large-scale forcing and= climate change.

1.4.=    Avail= able Data Sets

GLOBEC GB — The GLOBEC GB field program was conducted from 1995-1999 and includ= ed a combination of monthly broadscale and process-oriented cruises (GLOBEC, 199= 2; Wiebe et al, 2002).   Broadscale cruises provided 3D maps of the plankton species based on= net tows (1-m2 MOCNESS, Wiebe et al., 1985) at a set of 41 standard stations covering the bank and adjacent waters, and plankton pump sampling (Durbin et al 1997, 2000) at ~18 of the standard stations. CTD bottle casts= were made at all stations.  MOCNESS= (0.15 mm mesh nets) zooplankton samples were collected from 0-15, 15-40 m, and 40= -100 m or the bottom (if shallower than 100 m) and 100 m to the bottom or 450 m = (if >100 m).  Pump (0.035-mm ne= ts) samples were collected over the same depth ranges as the MOCNESS in the upp= er water column but the maximum depth it was deployed to was 70-100 m dependin= g on wind and tides, or to the bottom on shallower parts of the bank.  For complete description of collec= tion and processing methods see (Durbin et al. 1997; 2000).  Samples were sorted, and processed= data now are available for all life stages of Calanus finmarchicus and Pseudocalanus spp. (N1-N6, C1-Adult).  For other copepod species life stages were sorted as adult males and females, copepodids, and nauplii. These data are stored in an Oracle database together with all of the CTD and chlorophyll data (http://globec.gso.uri.edu).  The complete GLOBEC GB data set for broadscale zooplankton includes >3500 net samples (41 stations, 3 depths= , 30 cruises), plus >1500 pump samples (18 stations, 3 depths, 30 cruises).  In addition, vertically stratified= data from several other cruises have been collected in deeper regions of the GOM= .

Other Data Sets   Data from the bimonthly cruises of= the MARMAP program 1977-87 and its follow-on program, ECOMON (1992-present), include shelf-wide distributions of hydrography and zooplankton (0.333mm bongos).  The complete data se= t is available to us via an NMFS Oracle database (D. Mountain, pers. comm.)  Although the zooplankt= on data are from integrated hauls, these data cover a broader area than the GL= OBEC GB data, and, together with GLOBEC vertical data from deeper GOM, will allo= w us to approximate 3D spatial patterns of each species throughout the GOM region.  Further data from the= GOM CPR transect, transatlantic CPR, UNH Coastal Observing Center, the 1939-41 GB study, and Canadian AZMP (see H= ead letter), allows the 1995-1999 GLOBEC data to be viewed in a larger context.=

1.5.   Previous modeling

Several previous biological/physical models of the GB/GOM region have been developed.  <= st1:place>Davis (1984) showed that the interaction between arou= nd-bank advection/diffusion and temperature-dependent development of the copepod Pseudocalanus could explain observ= ed spatial patterns in population structure.&= nbsp; Subsequent studies have shown that this scenario is most likely for = P. moultoni, with an admixture of = P. newmani later in the season (McGillicuddy and Bucklin, 2002).  McGillicuddy<= /span> et al. (1998) had used the same inverse approach to locate source/sink areas for the Pseudocalanus population.   Klein (1987) modeled the 2D NPZD-advection-diffusion on the bank and found that phytoplankton production was removed from the bank via detritus rather than grazing.  Lewis et al., (1994,= 1991) used 3D modeling to show that strong wind forcing can cause a partial washo= ut of plankton from the bank, increasing the phytoplankton/zooplankton ratio (= NPZ model), and causing spatially-temporally sensitive larval populations (particle-based) to be lost from the bank, affecting recruitment.  The Calanus finmarchicus population in the GB/GOM has been modeled using the Dartmouth model to show that the deep basins and SS can c= ontribute to the bank population; these models used 2D transport of concentration-bas= ed (Lynch et al. 1998), individual-based (Miller et al., 1998), and particle trajectories (Hannah et al 1998).  The C. finmarchicus population thro= ughout the Gulf of  St. Lawrence/SS/G= OM region was modeled to examine local dynamics and exchange between regions within the model interior (Zakardjian et= al., 2003).  The latter model was a= 3D concentration-based 13-stage population model with temperature-dependent development and was run for a full-annual cycle.  The results indicated that horizon= tal transport was dominant on the SS, but that the population is self-sustainin= g in the Gulf of St. Lawrence.  = Food-dependence effects on population dynamics during the active season were not examined, however. 

1.6.   Combining existing models and data

Over the past decade, the GLOBEC GB program has acquired and processed an exceptional 5-year 3D data set of plankton and physical variables, while at= the same time developing a high-resolution state-of-the-art prognostic 3D biolo= gical/physical model of this region (FVCOM).  Data processing and model development recently have reached the point where they= can be effectively combined.  By t= he start of the proposed study, the FVCOM model will have been ported to a massively-parallel supercomputer. We now have the unique opportunity to use= the data and model together to study the detailed mechanisms controlling zoopla= nkton abundance patterns on GB, explicitly including boundary forcing determined = by basin-scale dynamics.

We have assembled a team of PIs who are leading experts on the plankton and physical dynamics of this area.  Beardsley and Flagg are physical oceanographers with a long backgrou= nd in this region. Chen is a physical oceanographer and developer of the FVCOM model. Durbin is the scientist in charge of the broadscale data acquisition= and processing.  Runge is an exper= t in copepod biology specializing in Cal= anus fertility and population dynamics.  Townsend is the lead scientist studying nutrient-plankton production= in the GB/GOM region.  Davis is a zooplankton biologist who has done field, laboratory, and biological-physical modeling studies of copepod population dynamics in the GB/GOM region.  Davis and Beardsley helped formulate the theoretical underpinnings a= nd approach for the GLOBEC GB program (GLOBEC, 1992).

2.      Prop= osed Research

2.1.   Hypotheses

Working  Hypothesis – The seasonal evolution of characteristic mean spatial abunda= nce patterns of each dominant copepod species on GB is predictable from the interaction between its characteris= tic life-history traits and physical transport.  These life-history traits include = egg production, development, and growth rates (temperature/food dependent) as w= ell as other traits such as vertical migration and diapause.  Both the long-term, multi-year, me= an and year-to-year variations in seasonal-spatial patterns are predictable by the= se interactions.  Within this wor= king hypothesis, we will address three specific null hypotheses:

H10:  Th= e abundance of copepod species on the bank is controlled by food availability (bottom-up control).  Here we will examin= e the scenario that GB productivity, and thus food availability for the dominant copepod species, is controlled by nutrient input into the GOM through the N= EC, which is determined by the intrusions of Labrador Slope Water versus Warm Slope Water.  Alternative hypotheses include:  1) predatory control= of copepod seasonal cycles (top-down control), 2) a combination of food-limita= tion and predation (time-space dependent), and 3) purely physical control by dir= ect effects of temperature on vital rates or advection.  In 3), we will examine causes of t= he observed increase in warm-water copepod species during the GLOBEC years (1995-1999).=

H20:   Copepod populations on GB and/or the GOM region are not self-sustain= ing.  We will examine the need for immig= ration from different sources to maintain the copepod populations over multiple ye= ars.  Key source regions will be ex= amined including the SS and SW.  For self-sustainability on GB itself, we will examine potential sources from the coastal regions (e.g., Cape Cod = Bay, Penobscot Bay), the GOM, and from bottom resting eggs.

H30:   Catastrophic global warming (e.g., total polar ice melt), parameteri= zed as a lack of Labrador Sea water at the NEC, causes a regime shift on GB fro= m cold-water copepod species to warm-water ones.

2.2.   Objectives

The overall goal of the proposed study is to understand the underlying biological-physical mechanisms controlling the seasonal development of spat= ial patterns of dominant copepod species on GB.  Our specific objectives are: 1) to examine how local-dynamics and external forcing control the abundance of th= ese species on GB, 2) to determine the degree to which top-down versus bottom up proces= ses control the dominant copepod species on GB, and 3) to use existing state-of-the-art 3D physical/biological numerical models together with exis= ting high-quality 3D data sets from the GLOBEC GB field program (and other historical data sets), to conduct targeted numerical experiments that explo= re the likelihood of the hypotheses listed above. 

2.3.   Methods

2.3.1.      The Integrated Model System

The UMASSD-WHOI re= search team has developed an integrated model system for the GOM/GB region (Fig. 1= 3). The major components of this system include: (1) the modified fifth-generat= ion community mesoscale atmospheric model (MM5), (2) the unstructured grid Finite-Volume Coastal Ocean circulation Model (FVCOM), (3) a generalized lower trophic level food web model, and (4) multi-stage zooplankton models. The 4-D optimal interpolation (OI) and nudg= ing data assimilation methods are used with FVCOM to incorporate satellite-deri= ved sea-surface height (altimeter), insolation, SST= , and remote sensing reflectance (RSR) as well as in-situ oceanographic data (moo= red and shipboard hydrographic and current data) in model simulations conducted with realistic forcing and boundary conditions and observed ocean response = for specific periods of time. The integrated model system can be run with ideal= ized forcing and boundary conditions to investigate specific processes.  A brief description of the integra= ted model system is given below.

MM5R= 12; The current version of the meteorological model utilizes the fifth-generation mesoscale regional weather model (MM5) develo= ped by NCAR/Penn State (Dudhia et al., 2003; Grell et al., 1994) for community use. MM5 uses NCAR/= NCEP or ETA weather model fields as initial and boundary conditions with two-way nesting capability, and can provide continuous hindcasts and three-day forecasts. We have used MM5 to construct the surface weather hindcast and forecast system for fishery studies in the GOM/GB (Chen et al., 2004). This model (called GOM-MM5) is configured with a regional domain (covering the <= /span>Northeast U.S.) and a local domain (covering the SS, GOM, and = New England Shelf) with horizontal grid spacing of 30 and 10 km, respectively, = and 31 sigma levels in the vertical with finer resolution in the PBL. To improve the model-based surface wind field, wind stress and heat flux estimates over the ocean, GOM-MM5 uses the COARE 2.6 bulk algorithm (= Fairall et al, 2003) for the air-sea fluxes, satellite-based i= nsolation, cloud cover, and SST data (International Satellite Cloud Climatology Projec= t) for the radiative fluxes, and all coastal NDBC = and C-MAN surface weather data available in the local domain are incorporated through 4D data assimilation.

GOM-MM5 is presently in operational use, with 3-day forecasts of the surface conditions, (including wind stress, heat flux, P-E) over the GOM/GB region posted on the SMAST website (http= ://www.smast.umassd.edu/research_projects/GB/mm5/mm5_eta/) for research, education, and public use.  By this summer, we will complete the hindcast of the surface forcing fields with mesoscale (10-km) resolution co= vering the FVCOM domain for the 1995-1999 GLOBEC field period<= /span>. This is the first calibrated mesoscale meteorological database built in the GLOBEC GB Phase 4 program.

FVCOM FVCOM is a prognostic, unstructured grid, finite-volume, free-surface, 3D primiti= ve equation coastal ocean circulation model (Chen et al., 2003; Chen et al. 2004a). In common with other coastal models, FVCOM uses the modified Mellor= and Yamada level 2.5 (MY-2.5) and Smagorinsky turbu= lent closure schemes for vertical and horizontal mixing, respectively (Mellor and Yamada, 1982; Galperin et al., 1988; Smagorinsky, 1963), and a sigma coordinate to follow = bottom topography. The General Ocean Turbulent Model (GOTM) developed by Burchard’s research group in Germany (Burchard, 2002) ha= s been added to FVCOM to provide optional vertical turbulent closure schemes. Unli= ke existing coastal finite-difference and finite-element models, FVCOM is solv= ed numerically by flux calculation in the integral form of the governing equat= ions over an unstructured triangular grid. This approach combines the best featu= res of finite-element methods (grid flexibility) and finite-difference methods (numerical efficiency and code simplicity) and provides a better numerical representation of momentum, mass, salt, heat, and tracer conservation.  The ability of FVCOM to accurately= solve scalar conservation equations in addition to the geometrical flexibility provided by unstructured meshes (Fig. 14) and the simplicity of the coding structure makes FVCOM ideally suited for interdisciplinary applications (Ch= en et al., 2005b-c; Ji 2003; Ji et al., 2005). Examples can be viewed on Chen’s research group website at http://codfish.smast.umassd.edu).

FVCOM has been validated through direct comparison with analytical solutions for idealized cases (Chen et al., 2005b; Huang et al., 2005a-c) and other models for application in estuaries (Chen et al., 2005d-e; Huang et al., 2005d), inter-bays (Zhao et al., 2005) and the GOM/GB region (Chen et al, 2003b; Ch= en et al., 2005c).  These studies sh= ow that different physical processes controlling currents and stratification in the coastal ocean have inherent time and space scales that must be carefully considered when determining model grid resolution for accurate simulation. = This is particularly important with freshwater discharge, buoyancy-driven coastal plumes and currents, tidally-forced flows and upwelling, and fronts in the = GOM/GB region (Chen et al 2005a).  For example, model dye experiments made to simulate Houghton’s May/June 1= 999 dye dispersion observations on GB suggest that the horizontal resolution ne= eded to resolve the diffusive flux is 500 m (Chen et al., 2005c).  This resolution is also required to= have a convergence solution of the tidal-induced residual current and buoyancy-induced current at the shelfbreak on GB (Chen et al., 2005b).  These requirements will be used to refine the final FVCOM grid used in the propos= ed work. FVCOM has been used to hindca= st currents and hydrography in the GOM/GB region for 1995 and 1999 using GOM-MM5 surface forcing, 4D data assimilation of 5-day averaged satellite SST and available moored current data, and open boundary conditions (Chen et al., 2003b).  The model tidal currents compare v= ery well with available surface elevation and current data, with overall uncertainties for the dominant M2 component of less than 3 cm in amplitude, 5° in phase, and 3 cm/s in the tidal current major axis (Chen et al., 2005c).  The model subtidal currents and stratification also compare wel= l with existing in-situ measurements, capturing the seasonal cycle in vertical stratification and increased around-bank circulation during June-September.  These two hin= dcasts clearly illustrate significant short-term (daily to weekly) and long-term (seasonal and interannual) variability in the <= span class=3DSpellE>subtidal currents on GB.  For example, surface winds in Marc= h 1999 were stronger and more variable than in 1995, resulting in stronger monthly-mean offbank near-surface flow in 1999 = than in 1995 (Fig 15).  =

FVCOM Biological Module= Various ecosystem models have been implemented in FVCO= M, including NPZ, NPZD, NPZDB, and water quality models. To make FVCOM more flexible for ecosystem studies, we have built a generalized biological modu= le into FVCOM to allow users to select either a pre-built biological model (su= ch as NPZ, NPZD, etc) or construct their own biological model using the pre-defined pool of biological variables and parameterization functions, including zooplankton life-stage models.&n= bsp; This module acts like a platform that allows us to examine the relat= ive importance of different physical and biological processes under well-calibr= ated physical fields.

Upstream Boundary Conditions<= span style=3D'font-size:11.0pt'>—   For this study, we plan to mo= ve the “upstream” boundary of the GOM/GB FVCOM domain eastward to cut across the SS and upper slope through Banquereau Bank. This choice simplifies the cross-shelf bathymetry and separation of along-s= helf flow into inner-shelf and shelfbreak components= (Han et al, 1997), and was used in the Hannah et al (2001) model simulations of = the seasonal circulation on the western and central SS.  They used the Dartmouth circulation model (QUODDY4) to produce dynamically-consistent seasonal-mean solutions based on historical hydrographic, wind stress, and M2 tidal elevation data.  The model solutions show generally= good agreement with moored current data and capture the strong seasonality of the major currents, indicating that the seasonal-mean baro= tropic and baroclinic pressure gradients specified alo= ng the upstream boundary were realistic.  We plan to use the Hannah et al (2001) seasonal-mean boundary conditions, a statistical method to compute the along-shelf wind-driven time-dependent transport over the inner-shelf (Schwing= , 1992), recent hydrographic and moored data, and the new shelfbreak current system climatology (Fratantoni and Pickart, 2005a,b) to construct the best set of upstre= am boundary conditions for both process and long-term hindcast simulations.  In addition to the extensive hydrographic data set collected in GLOBEC GB, additional data have been collected in the GB/GOM by the ongoing NMFS ECOMON program and on the SS by= the Canadian Atlantic Zone Monitoring Program (AZMP) (see letter from Dr. Erica Head).  Starting in 1997, a comprehensive suite of hydrographic, nutrient, and biological data is being collected 3-4 times a year along transects through Browns Bank, off Halifax, through Banquereau Bank (the “Louisbourg= Line”), across Cabot Str= ait, and others further upstream.  = The overlap of AZMP with GLOBEC GB field effort begins in 1997, the collocation= of our upstream boundary with the AZMP Louisbourg= Line will allow us to compute a climatology of physic= al and biological properties (1997-2005) which will help determine realistic bound= ary conditions and their interannual variability.  In formulating boundary conditions= we will collaborate with Haidvogel (Rutgers) who is modeling basin-scale dynamics and with McGillicuddy et al. who have proposed a concurrent basin-scale adjoint modeling study of= Calanus.[1]

We will not include the potential influence of warm core rings (eg., Flierl and Wroblewski, 1985) and other eddy features originating in the Gulf Stream (Fig. 1= ), because the larger regional and basin-scale models do not yet produce these features accurately enough in this region for us to use them to construct t= he boundary conditions along the open ocean part of FVCOM.  The influence of rings may be minor (e.g., Churchill et al., 2003), h= owever, and we will be able to infer their potential importance by their omission.<= span style=3D'mso-spacerun:yes'>  As the larger-scale models mature = in this respect, follow-on studies of these processes can be developed.=

FVCOM Computational Aspects Wit= h GLOBEC GB Phase 4 support, FVCOM has been converted into a FORTRAN 95/2K paralleli= zed program to take advantage of multi-processor computing (Cowles et al., 2003).  This implementation us= es a SPMD (Single Program Multiple Data) approach with a message-passing model to perform the necessary inter-processor communication and synchronization. The physical domain is decomposed into sub-domains using the METIS graph partitioning libraries.  Each sub-domain is assigned to a processor for integration of the model equation= s. The exchange subroutines utilize non-blocking sends and receive from the MPI (Message Passing Interface) 2.0 library.  The efficiency of the code can be measured in terms of its speedup and/or scalability on a multiprocessor computer. Chen’s modeling lab will install a new high-performance 256-processor super-cluster computer this summer. With this computer, 1-yr model run with data assimilation and the existing GOM/GB FVCOM grid should = take less than 1-day clocktime. We plan to use this computer with attached mass storage for the proposed Phase 4B model experim= ents (1995-1999 hindcasts and process studies), model/data comparisons, model re= sult analysis and visualization, and archiving model output and results.

2.3.2= .      =       Biolo= gical Models

We will incorporate a copepod population model and a simple food web model (NP= Z) into the plug-in modules of FVCOM.  We will draw from our previous modeling work involving Calanus, Pseudocalanus<= /i>, and other copepod species (Davis, 1984a,c, 1987;= Lynch et al., 1998; McGillicuddy et al., 1998; Zakardjian et al., 2003), as well as our food= web modeling (Davis, 1987b; Flierl and Davis, 1993; Lewis et al., 1994; Davis a= nd Steele, 1994; Zeldis et al., 1995; Dadou et al. 1996; Ji, 2003, submitted a,b,c).

Population model = 212; Copepod dynamics will be modeled using a stage-structured population model containing 15 life stages (egg, N1-6, C1-3, C4M-F, C5M-F, Adult) plus additional diapause stages (e.g. eggs or CV) as needed.  A standard formulation for the stage-based model will be used (e.g., Zakardjian et al., 2003).   A potential problem with using only= 15 life stages is artificial diffusion of individuals through the life stages, and, to prevent this, age-within-stage models have been developed (<= st1:City>Davis 1984c).  If necessary we will use a 150-age-stage class model (e.g., <= st1:City>Davis 1984c) which will still run efficiently given t= he supercomputing power available.  Egg production, molting, and growth rate parameters as functions of temperature= and food will be taken from the vital rate measurements made during the GLOBEC process cruises and from the large body of available literature (see citati= ons in Background section). The model will be initialized and validated using observed patterns of copepod abundance according to the numerical experimen= ts described below.  The copepod population then will grow based on ambient temperature and food levels.  Mortality rates will be inferred by adjusting them to match model and field abundances (Hall, 1964; Davis, 1984a).  Mortality is stage-sp= ecific and typically higher for younger stages (e.g., = Davis, 1984a). = Mortality rates as a function of life-stage have been found for Calanus and Pseudocalan= us as part of the GLOBEC GB studies (Ohman et al., 2002).  We will use relative stage-dependent mortality curves, from this and other studies, when inferri= ng mortality rates.  We also will explore the possibility of conducting targeted inverse modeling to obtain t= he stage-dependent mortality rates (e.g. Li et al, in prep).  Vertical migration behavior observ= ed from the GLOBEC data sets during process and broadscale cruises will be inc= orporated into the model using a simple biological advection term.  The temperature fields are given b= y the physical model.  For the food-= fields we will use two approaches as described in the next section:  1) empirically-forced 3D static phytoplankton fields derived from 3D chlorophyll measurements and ocean col= or data, and 2) a dynamic 3D prey field based on a simple NPZ-type of food web model.  In the former case the copepods will be transported through static prey fields, and in the latter = case the copepods and prey field will be transported together.=

Lower trophic level food web model We will explore the possibility of generating temporally evolving 3D phytoplankton fields from a lower trophic level food= web model (e.g. NPZ or NPZD) to provide food for the copepod population model. =  We will use one-way coupling whereb= y the copepods depend on the food field but do not affect it (e.g. Carlotti, 1998; Batchelder et al., 2002).  In this case, the= Z will represent microzooplankton grazers used solely as a closure term.  We can generate realistic 3D phytoplankton fields using a simple NPZ model (Ji, 2003).  It may also be possible to allow t= he copepods to graze the P and Z (e.g., Carlotti, = 1996), but this approach may not be necessary or feasible in 3D.  The NPZ model will be adjusted so = that the resulting fields approximate the 3D chlorophyll and satellite data.  The concept of using an NPZ model = to generate spatially explicit prey fields has been used with an IBM of larval pollock in the Gulf of A= laska (Hermann et al., 2001), where the Z represented copepod prey.  Here we propose= to use the NPZ to generate the P fields for spatially explicit population mode= ls of dominant copepod species.  = The resulting copepod distributions will be used in a concurrent modeling study= of Werner et al. who are proposing to develop an IBM of larval cod (see Werner letter).

Plankton food web models are variously complex, ranging from simple NPZ to models wi= th multiple subcomponents. In the GOM/GB a simple NPZ (Klein, 1987; Lewis et a= l., 1994; Franks and Chen, 1996; Franks and Chen, 2001) and a nine-compartment model (Ji, 2003) have been used.  The NPZ model coupled with a 3-D nonlinear, primitive equation, finite-difference ocean circulation model (E= COM-si, Blumberg and Mellor, 1987) can successfully appro= ximate 3D phytoplankton fields observed on GB from summer cruises and satellite da= ta.  Robust features, such as the subsur= face maximum and mixing-front induced productivity were produced with this model (Franks and Chen, 2001). More recently, a nine-compartment model (Ji, 2003), coupled to ECOM_si and FVCOM, captured the basic= seasonal and spatial patterns of nutrients and phytoplankton on GB.  This model includes 3-N (nitrate, ammonia and silicate), 2-P (large and small), 2-Z (large and small), and tw= o detrital pools (N and Si)= . Silicate can limit the spring diatom bloom on GB (Townsend and Thomas, 2001; Townsend and Thomas, 2002, Ji, 2003).

In the proposed study, the simple NPZ model will be used due to its capability= and robustness, as well as the availability of observation data for the initial= and boundary conditions. We also will explore the use of separate pools in the model for Si and N and for P (diatom, non-diato= m).  The model will run continuously fo= r 3 years from January 1997 to December 1999, a period when we have both nutrie= nt and phytoplankton data from the GLOBEC GB program.  Initial horizontal distributions of nitrogen, phytoplankton and zooplankton during winter will be derived from climatological data (e.g. Petrie and Yeats, 2003), satellite imagery and MA= RMAP data, respectively.  An initial homogenous vertical distribution also will be specified (as observed in win= ter).  While the NPZ model is being = tested against the observed data, these same data will be used to generate spatial= ly and temporally interpolated 3D static prey fields for the copepod population model.  This empirical approac= h is complementary to the model-based approach.

Upstream dataBiological data for the SS and SW ­will be obtained from our Canadian colleagues, = who have been actively involved in the GB and Canadian GLOBEC programs as well = as in other studies of the SS and Labrador Sea including the AZMP= (see Head letter).  To the extent available we will use interpolated data from 1995-1999 in the SS and SW.  We also will use idealized boundary scenarios based on observed data from other years and larger scales (eg. CPR data). =

Biological transport = 212; We will use concentration-based (Eulerian) rather than individual-based (Lagrangian) transport for the copepod and food web models= . While we have used both types of models in the past, the use of concentration-bas= ed models allow us to compute fluxes and mass balances directly and more accurately.  This approach is necessary for quantifying such factors as sustainability of populations in particular areas.  The concentration-based approach lends itself easily to stage-structured popula= tion models.  This straightforward = method avoids the necessity of using super-individual particles or spawning and removing particles at each time step. 

2.3.3.Numer= ical experiments

We will conduct a series of targeted numerical experiments using prognostic fo= rward model runs (rather than inverse methods) to address each of the above hypotheses.  Data and model wi= ll be compared using a maximum-likelihood method (Stock, 2005; Stock et al., submitted). These process studies will help interpret the basic behavior and inter-annual variability shown in the 1995-99 hindcast.  Detailed tasks and time table for = this work are given in the required supplement on project management and data exchange.

Working hypothesisWe will initi= alize the model with the mean winter concentrations of each copepod species (in separate model runs).  The same model structure will be used for all species, changing only the parameter values (temperature/food/life-stage dependent egg production rate, developm= ent rate, growth rate, and normalized stage-dependent mortality) and behaviors,= and thus expediting the model runs.  The inputs of characteristic life history traits of each species together with = its initial abundance patterns should generate its observed characteristic seasonal/spatial patterns. The model will be run for a complete annual cycle and compared with the 5-year monthly mean abundance patterns.  To examine inter-annual variation = we will model each copepod species during the complete 5-year GLOBEC period 1995-19= 99, first year by year, then continuously over the 5 years.  The result will be a complete 5-ye= ar biological/physical hindcast.

Food versus PredationR= 12; We will examine the degree of food-dependence and mortality with regard to inter-annual variability for each species.  First we will confirm that the NPZ= model can be used to approximate the 3D distribution of phytoplankton for the multi-year monthly mean and year-to-year changes.  In parallel, we will use fixed 3D phytoplankton fields approximated from monthly averaged satellite and in si= tu data.  We will interpolate the phytoplankton fields between monthly values to avoid discontinuities.  We will use the NPZ model together= with scenarios of salinity and nutrient (N, Si) input through = the NEC, to determine the extent to which phytoplankton biomass/production on GB is determined by this forcing and the extent to which the copepod species are affected by it.  We will exami= ne possible effects of temperature and transport during 1995-1999 on the trend= s in mean abundances of each species.

Self-sustainabiltyWe will initi= alize the model with the observed distribution of each species and exclude input from other regions, to determine whether the local population is self-sustaining= .  In particular we will examine the importance of Calanus input fro= m SW and/or SS to the GOM/GB population, the input of Pseudocalanus from western GOM to the GB population, the key so= urce regions for Oithona similis, and whether Centro= pages typicus depends on immigration to sustain its population on GB.  We will further examine whether re= sting eggs can explain high abundance of Centropages hamatus and Temora longicornis on the crest of GB.  We will initialize the population = as resting eggs on the crest and determine whether the resulting plume of nauplii and subsequent copepodid= s matches the observed distributions.  We will examine the formation of the Calanus “hole” on GB by initializing with CVs in the GOM during December and determining the extent to which the hole forms as a result of gradient advection versus high crest mortality.

Catastrophic global warmingFinally we wi= ll use boundary forcing that represents a scenario of catastrophic warming (see FV= COM section).  We will run the mod= el for single and multiple years to determine the impact on the NPZ fields and on = each dominant copepod species.

2.3.4.Work = schedule— The schedule for the proposed modeling work tog= ether with a description of individual tasks, project management, dissemination, = and timeline are described in the required supplemental documents.

3.      Sign= ificance of Proposed Research– Intellectual Merit

The proposed work will provide new insights into the role of local dynamics and large-scale forcing in controlling population dynamics of marine copepods.<= span style=3D'mso-spacerun:yes'>  We believe that the physical/biolo= gical model resulting from the proposed work will be a legacy of the Georges Bank GLOBEC program by providing a valuable tool that subsequent researchers can= use to study the dynamics of this system in hindcast, nowcast, and forecast mod= es. The results of the targeted experiments will provide insights into the degree of bottom-up and top-down control and the degree of sustainability of copepod populations under different conditions of external forcing.  The work will provide a new understanding of the impact of basin-scale forcing, including catastrophic change, on local-scale plankton dynamics.&= nbsp; The resulting spatially explicit model of small and large copepod species will provide dynamic prey fields for concurrent and subsequent larv= al fish modeling studies, leading to a better understanding of recruitment in = fish populations.

4.      Broa= der Impacts

The New England Regional Center for Ocean Science Education Excellence (NER-COS= EE) at WHOI will work with us to facilitate development of the education and outreach component of this project. COSEE = is a national program, with regional centers, designed to facilitate K-12, colle= ge, and public education and outreach.  <= /span>The proposed work will provide a state-of-the art coupled biological/physical m= odel of an important marine area.  = We envision a broad user-base for this final product, which will be served via= the web to our scientific colleagues as well as to fishermen, K-12 educators, a= nd the general public.  The main web-page will be located at WHOI with links to the other institutions.  Chen’s group at UMD will cre= ate a website specifically for this work, expanding their existing FVCOM site, wh= ich now has user-friendly point-and-click modeling capacity.  Users will be able to examine 4D m= odel data from the hindcast for the GLOBEC years as well as from pre-run nowcasts and forecasts.  Users will be = able to change model parameters and create new model runs, with the level of sophistication depending on skill level. Further discussion of these broader impacts is given in the required supplementary section on this topic.


References

 

Ban, S.,= H. Lee, A. Shinada, and T. Toda. 2000. In situ egg production and hatching success of= the marine copepod Pseudocalanus newmani in Funka Bay and adjacent waters o= ff southwestern Hokkaido, Japan: associated to diatom bloom.  J. Plankton Res. 22, 907-922.

Batchelder, H.P., C.A. Edwards and T.M. Powell, 20= 02. Individual-based models of copepod populations in coastal upwelling regions: implications of physiologically and environmentally influenced diel vertical migration on demographic success and nearshor= e retention. Prog. Oceanogr., 53, 307-333.

Bi= gelow, H. B. 1926. Plankton of the offshore waters of the Gulf of Maine. Bull. US Bur. Fish., 40, 1–507.

Bucklin, A., A. M. Bentley and S. P. Franzen. 1998. Distribution and relative abundance of the copepods Pseudocalanus moultoni and P. new= mani on Georges Bank based on molecular identification of sibling sp= ecies. Mar. Biol., 132, 97–106.

Bu= cklin, A., M. Guarnieri, D. J. Mc= Gillicuddy and R. S. Hill. 2001. Spring-summer evolution of Ps= eudocalanusspp. abundance of Georges Bank b= ased onmolecular discrimination of P. moultoni and P. newmani. Deep-Sea Res. II., <= i>48, 589–608.

Burchard, H., 2002. Applied turbulence modeling in marine waters.= Springer:Berlin-Heidelberg-New= York-Bar= celona-Hong Kong-London-Milan Paris-Tokyo, = 215pp.

Ca= mpbell R W, Head E J H  2000  Egg produc= tion rates of Calanus finmarchicus i= n the western North Atlantic: effect of gonad maturity, female size, chlorop= hyll concentration, and temperature. Can= J Fish Aquat Sci 57:518–529

Campbell<= span class=3DGramE>, R.G., M.W. Wagner, G.J. Teega= rden, C.A. Boudreau and E.G. Durbin. 2001b Growth and development rates of the copep= od Calanus finmarchicus reared in the laboratory. Mar. Ecol. Prog. Ser., 221, 161–183.

Campbell, R.G., Runge, J. A., Durbin, E.G., 2001a. Evidence for food limitation of Calanus finmarchicus = production rates on the southern bank of = Georges Bank during April 1997. Deep-Sea Research II 48, 531-549.

Carlotti, F. and G. Radach, = 1996. Seasonal dynamics of phytop= lankton and Calanus finmarchicus in = the North Sea as revealed by a coupled one dimensional model. Limnol= . Oceanogr.,= 41, 522-539.

Carlotti, F. and K.U. Wolf, 1998. A Lagrangian ensemble model of Calanus finmarchicus coupled with a 1-D ecosystem model.= Fish. Oceanogr., 7, 191= -204.

Chen, C, G. Cowles and R. C. Beardsley, 2004a.  An unstructured grid, finite-volume coastal ocean model: FVCOM User Manual.  SMAST/UMASSD Technical Report-04-0= 601, pp183.

Chen, C. and R. C. Beardsley. 1998. Tidal mixing over finite-amplitude banks:= a model study with application to Georges Bank. Journal of Marine Research, 56 (6), 1163-1203.

Chen, C., H. Liu, and R. Beardsley, 2003a. An unstructured grid, finite-volume, three-dimensional, primitive equations ocean model: Application to coastal ocean and estuaries. Journal of Atm= ospheric and Ocean Technology, 20 (= 1), 159–186.

Ch= en, C., H. Liu, R. C. Beardsley, G. Cowles, J. Pringle, R. Schlitz, and B. Rothschild, 2003b. Application of FVCOM to the Gulf of Maine/Georges Bank: Simulated and assimilated modeling studies of stratification and subtidal circulation. EOS Trans, AGU= , 84(52), Ocean Science Meeting Suppl., Abstract OS51G-08.

Ch= en, C., J. Qi, H. Liu, C. Li, H. Lin, R. Walker and= K. Gates, 2005d. Tidal Flushing Dynamics in the Satilla River, Georgia: A Comparison between FVCOM and ECOM-si= . Journal of Geophysical Research= , to be submitted.

Chen, C., Q. Xu, R. = C. Beardsley, and P. J. S. Franks., 2003. Modeling Studies of the Cross-Frontal Water Exchange on Georges Bank: A 3D Lagrangian Experiment, Journal of Geophys= ical Research, 108(C5), 3142, 10.1029/2000JC000390 .<= o:p>

Chen, C., R. C. Beardsley, H. Huang, H. Liu, and= Q. Xu, 2005b. A finite-volume numerical approach for coastal = ocean studies: Comparisons with the finite-difference models. Journal of Geophysical Research, in revision.=

Ch= en, C., R. C. Beardsley, Q. Xu, G. Cowles, and R. Limeburner, 2005c. Tidal Dynamics in the <= span style=3D'font-size:11.0pt'>Gulf of Maine and New England Shelf: An Application of FVCOM. Deep Sea= Researc= h II-GLOBEC/GB special issue, submitted.

Ch= en, C., R. Houghton, R. C. Beardsley, Q. Xu, and H.= Liu, 2003c. Preliminary results of model dye experiments on Georges Bank. EOS Transactions, AGU, 84(52), Ocean Science Meeting Suppl., Abstract OS32C-13. <= /p>

Chen, C., Wang, T, L. Wang, J. Blanton, C. Li, H. Hua= ng and H. Lin, 2005e. Tidal-induced fl= ushing process over the estuarine-tidal creek-salt marsh complex of the Okatee/Collection River in South Carolina<= span style=3D'font-size:11.0pt'>: An application of FVCOM. Journal of Geophysical Research. To be submitted.

Chen, C., Z. Wu, R. C. Beardsley, S. Shu, and C. Xu, 2005a. Using MM5 to hindcast the o= cean surface forcing fields over the Gulf of Maine and Georges Bank<= /st1:place> region. Journal= of Atmospheric and Oceanic Technol= ogy, 22(2): 131-145.

Churchill, J. H., J. P. Manning, and R. C. Beardsley, 2003.  S= lope water intrusions onto Georges Bank. Journal of Geophysical Research, (GLOBEC special section), 108(C11), 8012, doi:10.1029/2002JC001400.

Clarke, = G.L., 1946. Dynamics of production in a marine area. Ecol. Monogr. 16, 321–337.

Cohen, E. B., and M. D. Grosslein. 1987. Production o= n Georges Bank Compared with other shelf ecosystems. Pp. 383–391, In R.H. Backus and D.W. Bourne (eds.) Georges Bank. MIT Press. Cambridge, MA. 593 p= p.

Corkett C J, and I. A. McLaren. 1978. The biology of Pseudocalanus. Adv. Mar Biol., 15, 1-231.=

Cu= shing. D. H. and J. J. Walsh. 1976. The Ecology of the Seas. London: Blackwell. 467 pp.<= o:p>

Dadou, I. V. Garcon, V. Anderson, G. Flierl, and C. Davis. 1996. Impact of the north equatorial current meandering on a pelagic ecosystem:  A modeling approach.  J. Mar. Res.,<= span style=3D'mso-spacerun:yes'>  54, 311–342.

Da= vis, C. S. 1983. Laboratory rearing of marine calanoid copepods.  J. Exp. Mar.= Biol. Ecol., 71, 119-133.

Da= vis, C. S. 1984a. Predatory control of copepod seasonal cycl= es on Georges Bank<= /st1:place>.   Mar.  Bio= l., 82, 31-40.

Da= vis, C. S. 1984b. Food concentrations on Georges Bank: Non-limiting effect on growth and survival of laboratory reared Pseudocalanus sp.&nb= sp; and  Paracalanus parvus. &nb= sp; Mar.&nbs= p; Biol., 82, 42-46.

Da= vis, C. S. 1984c. Interaction of a copepod population with t= he mean circulation on Georges Bank.   J. Mar. Res., 42, 573-590.

Da= vis, C. S. 1987a. Components of the zooplankton production cycle in the temperate ocean.   J. Mar. Res.,  45, 947-983.

Da= vis, C. S. 1987b. Zooplankton Life Cycles.  pp. 256-267.  In: Geor= ges Bank.  = R. H. Backus (ed.), MIT Press.

Davis, C. S. and J. H. Steele. 1994. Modeling upper ocean biological-physical processes. URIP Workshop Report, WHOI TECH RPT 94-32, 65 pp.

Davis, C.S. and P. Alatalo.  1= 992. Effects of constant and intermittent food supply on life history parameters= in a marine copepod.   Limnol= .  Oceanogr.,  37, 1618–1639.

Drinkwater, K. F., D. B. Mountain, and A. Herman= .  2= 003. Variability in the Slope Water Properties off Eastern North America and their Effects on the Adjacent Shelves.  J. Geophys. Res. (submitted)

Dudhia, J., D. Gill, K. Manning, W. Wang, C. Bruyere, J. Wilson, and S. Kelly, 2003: PSU/NCAR mesoscale modeling system tutorial cla= ss notes and user’s guide, MM5 modeling system version 3, Mesoscale and = Microscale Meteorology Division, National Center for Atmospheric Research.

Du= rbin, E. G., J. A. Runge, R. G. Campbell, P. R. Garrahan, M. C. Cascas and S. Plourd= e. 1997. Late fall-early winter recruitment of Calanus finmarchicus on Georges Bank., Mar. Ecol. Prog. Ser., 151, 103-14.

Durbin, E.G., Garrahan, P.R., Casas, M.C. 2000. Abundance and distribution = of Calanus finmarchicus on Georges Bank during 1995 and 1996. ICES Journal of Marine Science 57, 1664-1685. <= o:p>

Durbin, E.G., M.C. Casas. Abundance, spatial distribution, and interannual variability of copepods on Georges Bank during the winter spring period. Deep-Sea Research (Submitted)

Durbin, E.G., R. Campbell, M. Casas, B. Niehoff, J. Runge, M. Wagner.<= span style=3D'font-size:11.0pt'> 2003. Interannual V= ariation in phytoplankton blooms and zooplankton productivity and abundance in the <= /span>Gulf of Maine during winter. Mar Ecol Progr Ser. 254:81-100

Dzierzbicka-Glowacka, = L.  2004. Growth and development of copepodite stages of  Pseudocalanus spp., J. Plankton Res., 26, 49-60.

Fairall, C. W., E. F. Bradley, D. P. Rogers, J. B. Edson= , and G. S. Young, 1996. Bulk parameterization of air-sea fluxes for tropic ocean global atmosphere coupled-ocean atmosphere response experiment. Journal of Geophysical Research, 101 (C2), 3747-3764.<= o:p>

Fairall, C. W., E. F. Bradley, J.E. Hare, A.A. Grachev, = and J. B. Edson, 2003. Bulk parameterization of air-sea fluxes:  updates and verificat= ion for the COARE algorithm. J. Climate, 16, 571-590.

Flierl, G. R. and C. S. Davis.  1= 993. Biological effects of Gu= lf Stream meandering.  J. Mar. Res.,<= span style=3D'mso-spacerun:yes'>  51, 529–560.

Flierl, = G.R. and Wroblewski, J.S. 1985.= The possible influence of warm core Gulf Stream rings upon shelf water larval fish distribution. Fish. = Bull., 83: 313-330=

Franks, P.J.S. and C. Chen, 1996.<= span style=3D'font-size:11.0pt'>  P= lankton production in tidal fronts: A model of Georges Bank in summer. Journal of Marine Research 54, 631-651.

Franks, P.J.S. and C. Chen, 2001.<= span style=3D'font-size:11.0pt'>  <= span class=3DGramE>A 3-D prognostic numerical model study of the <= st1:place>Georges Bank<= /st1:place> ecosystem. Part II: biological-physical model. Dee= p Sea= Rese= arch II 48, 457-482.

Fratan= toni, = P. S. and R. S. Pickart, 2005a. T= he western North Atlantic <= span class=3DSpellE>shelfbreak current system in summer. J. Phys. Oceanography, submitted.

Fratantoni, = P. S. and R. S. Pickart, 2005b. S= tructure and alongstream evolution of the shelfbreak jet in the western North Atlantic= .<= /span>  J. Phys. Ocean= ography, submitted.

Fr= ost B W. 1989. A taxonomy of the marine calanoic copepod genus = Pseudocalanus. Can J Zool 67: 525±551

Galperin, B., L. H. Kantha, = S. Hassid, and A. Rosati, 1988. A quasi-equilibrium turbule= nt energy model for geophysical flows. Journal of the Atmospheric Sciences, 4= 5, 55–62.

GLOBEC, 1991a. U. S. GLOBEC: Initial Science Plan, Report Number 1.

GLOBEC, 1991b. U. S. GLOBEC: N= orthwest Atlantic Program, GLOB= EC Canada/U.S. Meeting on N.W. Atlantic Fisheries and Climate, Report Number 2= .

GLOBEC, 1992. U. S. GLOBEC: N= orthwest Atlantic Implementation Plan, Report No. 6,

GLOBEC, 1996. U. S. GLOBEC: Northeast Pacific Implementation Plan, Report No. 17.

GLOBEC, 1997. U. S. GLOBEC: Workshop on Modeling the Southern Ocean Ecosystem, Report No. 18.

GLOBEC, 2000. GLOBEC in the G= ulf of Mexico: Large Rivers a= nd Marine Populations, Report No. 19.

Grell, G. A., J. Dudhia, and D. R. Stauffer, 1994: A description of the Fifth-Generation Penn State/NCAR Mesoscale Model (MM5). = NCAR Technical Note, NCAR/TN 398+STR, 117pp.

Grosslein, M. S., and R. C. Hennemut= h, 1973.  Spawning stock and other factors r= elated to recruitment of haddock on Georges Bank. Rapp. P.-v. Réun. Co= ns. Int. Explor. Mer, 163, 77–88.

Hall, D. J. 1964. An experimental approa= ch to the dynamics of a natural population of Daphnia gal= eata mendotae . Ecology 45 (1), 94-1= 12.

Han, G., C. E. Hannah,= J. W. Loder, and P. C. Smith, 1997.  Seasonal varia= tion of the three-dimensional mean circulation over the Scotian Shelf. J. Geophysical Research, 102(C1), 1011-1025.

Hannah, C. G., J. A. Shore, J. W. Loder, and C. E. Naimie, 2001.  Sea= sonal circulation on the western and central Scotian Shelf. J. Phys. Oceanography, 31(2), 591-615.

Ha= nnah, C.G., Naimie, C.E., Loder<= /span>, J.W., Werner, F.E. 1998 Upper-ocean transport mechanisms from the Gulf of Maine to Georges Bank, with implication= s for Calanus supply. Cont. Shelf Res., 7, 18873D-1911.

He= ad, E.J.H., Harris, L.R., Petrie, B., 1999. Distribution of Calanus spp. on and around the Nova Scotia Shelf in April: ev= idence for an offshore source of Calanus finmarchicus to the central and western regions. Canadian Journal of Aquatic Sciences 5= 6, 2463-2476.

He= ath, M.R., Backhaus, J.O., Richardson, K., McKenzie, E., Sl= agstad, D., Beare, D., Dunn, J., Fraser, J.G., Gallego, A., Hainbucher, = D., Hay, S., Jónasdóttir, S., Madden, H., = Mardaljevic, J., Schacht, A., 1999. Climate fluctuations and the spring invasion of the North Sea by Calanus finmarchicus<= /i>. Fisheries Oceanography 8 (= Suppl. 1), 163-176.

Hermann, A. J., S. Hinckley, B. A. Megrey and J. M. Napp. 2001 Applied and theoretical considerations for constructing spatially explicit individual-b= ased models of marine larval fish that include multiple trophic levels, ICES J. Mar. Sci. 58:1030-1041

Hinrichsen, H.H., C. Möllmann, R. Voss, F.W. Köster, and G. Kornilovs. 2002. Biophysical mode= ling of larval Baltic cod (Gadus morhua) growth and survival. Can. J. Fish. Aquat<= /span>. Sci., 59, 1858–1873.

Hjort, J . 1914. Fluctuations in the great fisheries of Europe viewed in the light of biological research. Rapp . P.-v . Reun . Cons. int. Explor. Mer, 20, 1-228.

Huang, H., C. Chen, G. Cowles, R. C. Beardsley, = and K. Hedstrom, 2005a. Sensitivity of the numerical solution to unstructured triangular grids: A validation experiment of FVCOM for the Rossby= equatorial soliton.  Dee= p Sea= Rese= arch II-GLOBEC/GB special issue, to be submitted.

Huang, H., C. Chen, J. O. Blanton, and F. A. And= rade, 2005d. Tidal current asymmet= ry and implication to variability of the dissolved oxygen over shallow tidal creek= s: an application of FVCOM to the Okatee River, So= uth Carolina. Journal of Geophysical Reseqarch= , to be submitted.

Huang, H., C. Chen, R. C. Beardsley, and K. Hedstrom, 2005c. Validation experiments of FVCOM for the wind-driven flow in an elongated rotating basin: A comparison with analytical solution. = Deep Sea Research II-GLOBEC/GB spe= cial issue, to be submitted.

Huang, H., C. Chen, R. C. Beardsley, and K. Hedstrom. 2005b. Capability and Accuracy of the unstructured grid model to simulate t= he coastal hydraulic jump: A validation experiment of FVCOM via horizontal advection schemes. Deep Sea= Rese= arch II-GLOBEC/GB special issue, to be submitted.

Ji, R., 2003. Biological and physical processes controlling the spring phytoplankton bloom dynamics= on Georges Bank. = Ph.D. Dissertation, University of Georgia= , = Athens<= /span>, Georgia= .<= span style=3D'font-size:11.0pt;color:black'>

Ji, R., C. Chen, P. J. S. Franks, D.W. Townsend,= E.G. Durbin, R. C. Beardsley, R.G. Lough, and R.W. Houghton, 2004.= Spring bloom and associated lower trophic level= food web dynamics on Georges = Bank: from observation to model. Submitted to Deep-S= ea Research II

Ji, R., C. Chen, P. J. S. Franks, D.W. Townsend,= E.G. Durbin, R. C. Beardsley, R.G. Lough, and R.W. Houghton, 2004.= Effects of topography and tidal mixing front on= the spring phytoplankton bloom on Georges Bank: 2-D model experi= ments. Submitted to Deep-Sea Research II.

Ji, R., C. Chen, P. J. S. Franks, D.W. Townsend,= E.G. Durbin, R. C. Beardsley, R.G. Lough, and R.W. Houghton, 2004.= The impact of Scotian Shelf Water “cross-over” on the plankton dynamics on Georges Bank: A 3-D experiment for the 1999 spring bloom. Submitted to Deep-Sea Research II

Johnson, C., J. Pringle, and C. Chen.  <= span class=3DGramE>Transport and retention of dormant copepods in the Gulf of Maine. (submitted to DSRII)= .

Klein Breteler WCM, = Fransz HG, Gonzalez SR (1982) Growth and development = of four calanoid copepod species under experimenta= l and natural conditions. <= span style=3D'font-size:11.0pt;mso-bidi-font-weight:bold'>Neth J Sea = Res 16: 195–207

Klein Breteler WCM, Gonzalez SR (1986) Culture and development of Temor= a longicornis (Copepoda<= /span>, Calanoida) at different conditions of temperature and= food. Syllogeus 58:71–84

Klein Breteler WCM, Gonzalez SR, Schogt N (1995) Development of Pseudocalanus elongatu= s (Copepoda, Calanoida) cultured at different temperature and food conditions. Mar Ecol Prog Ser 119:99–110

Kl= ein, P., 1987.  A simulation of some physical and biological interactions. Georges Bank (eds. by R.H.Backus= and D.W.Bourne), pp. 395-402.  MIT Press, Cambridge, = Massachusetts.

Lee= , H., S. Ban, T. Ikeda and T. Matsuishi.  2003. Effect of temperature on development, growth and reproduction in the marine copepod Pseudocalanus newmani at satiating food condition. J. Plankton = Res. 25, 261-271.

Lewis, C. V. W., C. Chen, and C. S. Davis. 2001. Variability in wind forcing and its effec= t on circulation and plankton transport over Georges Bank.  = Deep-Sea Research II, 48, 137–158.

Lewis, C. V., C. S. Davis, and G. Gawarkiewcz. 1994. Wind-forced biological-physical dynamics = on an isolated off-shore bank.  Deep-Sea Res.  41, 51–73.

Li, X., D. J. McGillicuddy<= /span>, E. G. Durbin, P. H. Wiebe.  Biological control of the vernal population increase of Calanus finmarchicus on Georges Bank. In prep for Deep Sea Resea= rch II.

Lindeman, R. L. 1942. The trophic-dynamic aspect of ecology. Ecology, 23, 399-418.

Li= ndley J A, and  = H G Hunt. 1989. The distribution of Labidocera wollastoni and Centropages hamatus in the North Atlantic Ocean and the North Sea in relation to the role of resting eggs in the sediment. In: Ryland JS, Tyler PA (eds) Reproduction, genetics and distributions of marine organisms. Olsen and Ols= en, Fredensborg, pp 407–413

Li= ndley JA 1990 Distribution of overwintering calanoid copepods eggs in sea bed sediments around so= uthern Brit= ain. Mar Biol 104:209&#= 8211;217

Lough, R. G., and D. G. Mountain.<= span style=3D'font-size:11.0pt'> 1996. Effect of small-scale turbulence on feedi= ng rates of larval cod and haddock in stratified water on Georges Bank.  = Deep Sea= Res. II, 43, 1745-1772.

Lo= ugh, R.G., E. M. Caldarone, L. J. Buckley, E. A. Broughton, M. E. Kiladis, and B. R. Burns, 1996. Vertical distribution of cod and haddock eggs and larvae feeding and condit= ion in stratified and mixed waters on southern Georges Bank, May 1992. Deep Sea Res.= , 43, 18753D-1904.

Ly= nch, D. R., Gentleman, W. C., McGillicuddy, D. J. an= d C. S. Davis, 1998. Biological/ physical simulations of Calanus finmarchicus population dy= namics in the Gulf of Maine.  M= arine Ecology Progress Series, 169, 189–210.

Maps, F., J.A. Runge, B. Za= kardjian and P. Joly. 2005. Egg production and hatching success of = Temora longicornis (= Copepoda, Calanoida) in the southern Gulf of St. Lawrence. Mar.-Ecol. Prog. Ser.285:117-128=

Marcus, N. 1996. Ecological and evolutionary significance of resting eggs in marine copepods: past, present, and future studies. Hydrobiologia, 320: 141–152.

Marcus, N. H. and R. V. Lutz. 1998. Longevity of subitan= eous and diapause eggs of Centropages hamatus (Copepoda: Calanoida) from= the northern Gulf of Mexico<= /span>, Marine= Biology, 131, 249-257.

McGillicuddy, D. J. Jr. and A. Bucklin. 2002. Intermingling of two Pseudocalanus species on Georges B= ank. J. Mar. Res. 60: 583–604.

McGillicuddy, D. J., D. R. Lynch, A. M. Moore, W. C. Gentleman, C. S. Davis, and C. J. Meise. 1998. An adjoint data assimilation approach to= the diagnosis of physical and biological controls on Pseudocalanus spp. populations in the Gulf of <= /span>Maine - Georges Bank Region.  Fisheries Oce= anogr.,  7, 205–218.

Mc= Laren IA, Laberge E, Corkett CJ, Sevigny J-M 1989a Life cycles of four species of Pseudocalanus in Nova Scotia. Can J Zool 67: 552-558

McLaren <= span style=3D'font-size:11.0pt'>IA, Sevig= ny J-M, Corkett CJ 1989b Temperature-dependent development in Pseudocalanus species. Can J Zool 67: 559-= 564

McLaren, I. A., and P. Avendano= . 1995. Prey field and diet of larval cod on West= ern Bank, Scotian Shelf. Can. J. Fish. Aquat<= /span>. Sci., 52, 448–463.

McLaren, I. A., E. Head, and D. Sameot= o. 2001. Life cycles and seasonal distributions of= Calanus finmarchicus on the central Scotian Shelf.  Can. J. Fish. Aquat<= /span>. Sci., 58, 659–670.

McLaren, I. A., P. Avendaño, C. T. Taggart, and S. E. Lochmann, 1998. Feeding by larval cod in di= fferent water-masses on Western Bank, Scotian Shelf.  Fish. Oceanogr., 6, 250-265.

Meise, C.J. and J. E. O'Reilly, 1996. Spatial and seasonal patterns in abundance and age-composition of Calanus finmarchicus in the Gulf of Maine and on Georges Bank, 19773D-1987, Deep-Sea Res. II, = 7, 14733D-1501

Meise-Munns, C., J. Green, M. Ingham, and D. Mountain, 1990= .  <= span class=3DSpellE>Interannual variability in the copepod populations of Georges Bank<= /st1:place> and the western Gulf of Maine, Mar. Ecol. Progr. Ser., 65, 225-232,

Mellor, G. L. and T. Yamada, 1982.= Development of a turbulence= closure model for geophysical fluid problem. Reviews of Geophysics and Space. Physics, 20, 851–875.

Mi= ller, C. B., T. J. Cowles, P. H. Wiebe, N. J. Copley,= and H. Grigg, 1991. Phenology<= /span> in Calanus finmarchicus: Hypotheses about control mechanisms, Mar. Ecol. Progr. Ser., 72, 79-91,.

Mi= ller, C.B., Lynch, D.R., Carlotti, F., Gentleman,W., Lewis,V.W., 19= 98. Coupling of an individual-based population dynamic model of <= i>Calanus finmarchicus to a circulation model for the Georges Bank<= /st1:place> region. Fisheries Oceanography, 7, 3/4, 219-234.

Ni= xon, S. W. 1988. Physical energy inputs and the comparative ecology of lake and marine ecosystems.  Limnol. Oceanogr., 33, 1005-1025

Odum, H. T. 1957. Trophic structure and productivity of <= /span>Silver Springs, = Florida. Ecologi= cal Monographs, 27, 55-112= .

Ohman, M. D., J. A. Runge, E. G. Durbin, D. B. Field = and B. Niehoff. 2002. On birth and death in the sea. Hydrobiol., 480, 55-68.

Osgood, K. E. and D. M. Che= ckley. 1997. Seasonal variations in a deep aggregation= of Calanus pacificus in the Santa Barbara Basin. Mar. Ecol. Prog= . Ser., 148<= /span>, 593D-69.

Pe= trie, B.  and P. Yeats, 2000. Annual and interannua= l variability of nutrients and their estimated fluxes in the Scotian Shelf-Gu= lf of Maine region. Can. J. Fish. Aquat<= /span>. Sci<= /span>. 57, 2536–2546.

Plourde= , S., and J. A. Runge. 1993. Reproduction of the planktonic copepod, <= i>Calanus finmarchicus, in the Lower St. Lawrence Estuary: Relation to the cycle = of phytoplankton production and evidence for a Calanus pump, Mar.\ Ecol. Progr. Ser., 102, 217-227.

Reiss, C. S., I. A. McLaren, and P. Avendaño. 2003. Horizontal and vertical distribution patt= erns, retention rates, and population dynamics of zooplankton on Western Bank, Scotian Shelf. Canadian Journal of Fisheries and Aquatic Sciences, 60,12293D-1244.

Ru= nge, J.A.,  S. Plourde, P. Joly, E. Durb= in and B. Niehoff.&nb= sp; Characteristics of egg production of the planktonic copepod, Calanus finmarchicus, on Georges Bank: 1994-1999. Submitted.to Deep-Sea Res. II= .

Sabatini, M. and Kiørboe,T. 1994. Egg production, growth and development of the cyclopoid copepod Oithona similis. J. Plankton Res., 16, 1329–1351.

Sameoto= , D. D., and A. W. Herman. 1990. Life cycle and distribution of Calanus finmarchicus in deep basins on the Nova Scotia shelf and seasonal changes in Calanus spp., Mar. Ecol. Progr= . Ser., 66, 225-237,.

Sarmiento, J. L., R. Slater, M. J. R. Fasham, H. W. Ducklow, J. R. Toggeweiler and G. T. Evans, 1993. A seasonal three-dimensional ecosystem = model of nitrogen cycling in the North Atlantic euphot= ic zone. Global Biogeochemical Cycles, 7, 4= 17­-450.

Saumweber, W. J. and E. G. Durbin.  T= he implications of energetic limitation for diapausing Calanus finmarchicus: Towards a Gulf of Maine Calanus budget. <= span class=3DGramE>submitted to D= eep Sea Res. II

Sissenwine, M. P., E. B. Cohen, and M. D. Grosslein, 1984. St= ructure of the Georges Bank ecosystem. Rapp. P.-v. Reun. Cons. int. Explor. Mer, 183, 243-254

Smagorinsky, J., 1963. General circulation experim= ents with the primitive equations, I. The basic experi-ment. Monthly Weather Review, 91, 99164.

Smith, P.C., R.W. Houghton, R.G. Fairbanks, and = D.G. Mountain. 2001. Interannual variability of boundary fluxes and water mass properties in the Gulf of Maine and on Georges Bank: 1993-1997. Dee= p Sea= Res.= II, 48, 37-70.

St= eele, J. H., 1974. The Structure of Marine Ecosystems. Harvard Univ. Press, Cambridge, = MA.

Stock, C. A., 2005. Testing hypotheses concerni= ng the Initiation and development of blooms of the toxic dino= flagellate Alexandrium fund= yense in the western = Gulf of Maine using a coupled physical-bi= ological model, PhD Thesis, WHOI.

Stock, C.A., McGillicuddy,= D.J., Solow, A.R. and Anderson, D.M.  Evaluating hypotheses for initiatio= n and development of Alexandrium fundyense blooms in the western Gulf of Maine using coupled physical-biological model. Submit= ted, Deep Sea Research II

Sundby, S. 2000. Recruitment of Atlantic cod stocks in relation to temperature and advection of copepod populations. Sarsia= , 85, 277-298.

Teal, J. M. 1962. Energy Flow in the Salt Marsh Ecosystem of Georgia. Ecology= , 43, 614-624.

Townsend, D.W. and A.C. Thomas, 2001. Winter-spring transition of phytoplankton chlorophyll and inorganic nutrients on Georges Bank<= /st1:place>. Deep Sea= Research II 48, 199-214.

Townsend, D.W. and M. Thomas, 2002.  <= span class=3DGramE>Springtime nutrient and phytoplankton dynamics on Georges Bank<= /st1:place>. Marine = Ecology Progress Series 228, 57-74= .

Townsend, D.W. and N.R. Pett= igrew. 1997.  Nitrogen limitation of secondary production on = Georges Bank.  J. Plankton Res. 19: 221-23= 5.

Townsend, D.W.,A.C. T= homas, L.M. Mayer, M. Thomas and J. Quinlan. 2004. Oceanography of the Northwest Atlantic Continental Shelf.  pp. 119-168.  In:  Robinson, A.R. and K.H. Brink (eds).  The Sea, Volume 14, = Harvard University Press.

Tu= rner, J. T. 2004. The importance of small planktonic copepods<= /span> and their
roles in pelagic marine food webs. Zoological Studies, 43, 255-266.

Wiebe, P. H., R. Beardsley, D. Mountain, and A. Buckl= in. 2002. U.S. GLOBEC Northwest Atlantic/Georges Ba= nk Program, Oceanography, 15, 12-29.

Wiebe, P.H., A.W. Morton, A.M. Bradley, R.H. Backus, J.E. Craddock, T.J. Cowles, <= span class=3DSpellE>V.A.Barber, and G.R. Flierl. 1985. New developments i= n the MOCNESS, an apparatus for sampling zooplankton and mic= ronekton. Mar. Biol. 87: 313-323.

Zakardjian, Bruno. A., J. Sheng, J. A. Runge, I. McLaren, S. Plourde, K. R. Thompson, and Y. Gratton . 2003. Effects = of temperature and circulation on the population dynamics of Calanus finmarchicus in the Gulf of St. Lawrence and Scotian Shelf: St= udy with a coupled, three-dimensional hydrodynamic, stage-based life history mo= del, J. Geophys. Res., 108(C11), 8016,= doi:10.1029/2002JC001410.

Zeldis, J. R., C. S. Davis, M. R. James, S. L. Ballara,= W. E. Booth, and F. H.  Chang.  1995. Salp grazing in a larval fish habitat: effects on phytoplankton abundance, vertical distribution, and species composition.&nbs= p; Mar. Ecol. Prog. Ser.,  126, 267–283.

Zhao, L., C. Chen, and B. Rothschild, 2005. Tidal dynamics and eddy shedding in the = Mount Hope Bay and Narragansett Bay: An application of FVCOM.  Journal of Geophysical Research, to be submitted.

 

 



[1] We n= ote that several groups of other investigators (e.g., J. W= ilkens and D. Haidvogel at Rutgers and D. Wright, C. H= annah, and others at BIO) are examining how well existing North Atlantic large regional (the Rutgers Northeast North Atlantic ROMs) and basin-scale (e.g., HYCOM, MERCATOR, OPA, POP3) models can hindcast observed physical conditions over the Northeast America continental margin between Cape Hatteras and the Grand Banks.  In parti= cular, Loder and co-workers at BIO have just completed= a long-term moored array study over the Scotian slope and the ongoing physical/biological transect data being collected in AZMP both provide an extensive data set for detailed comparison with large-scale model hindcasts.  We will follow the= ir work closely during Phase 4B to help determine to what extent these larger-scale models can provide accurate boundary conditions along the North American Atlantic margin, including the shelfbreak/slope current system and the influence of Gulf Stream eddies and warm-core rings = as they move along the margin, with the idea of using this capability when pro= ven to drive our regional FVCOM integrated model system in future studies.

------=_NextPart_01C5FB7D.12A5B2A0 Content-Location: file:///C:/782AA133/Phase4b_proposal_w_summary_refs_files/image001.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAgEASABIAAD/7Re4UGhvdG9zaG9wIDMuMAA4QklNA+0KUmVzb2x1dGlvbgAA AAAQAEgAAAABAAEASAAAAAEAAThCSU0EDRhGWCBHbG9iYWwgTGlnaHRpbmcgQW5nbGUAAAAABAAA AB44QklNBBkSRlggR2xvYmFsIEFsdGl0dWRlAAAAAAQAAAAeOEJJTQPzC1ByaW50IEZsYWdzAAAA CQAAAAAAAAAAAQA4QklNBAoOQ29weXJpZ2h0IEZsYWcAAAAAAQAAOEJJTScQFEphcGFuZXNlIFBy aW50IEZsYWdzAAAAAAoAAQAAAAAAAAACOEJJTQP1F0NvbG9yIEhhbGZ0b25lIFNldHRpbmdzAAAA SAAvZmYAAQBsZmYABgAAAAAAAQAvZmYAAQChmZoABgAAAAAAAQAyAAAAAQBaAAAABgAAAAAAAQA1 AAAAAQAtAAAABgAAAAAAAThCSU0D+BdDb2xvciBUcmFuc2ZlciBTZXR0aW5ncwAAAHAAAP////// //////////////////////8D6AAAAAD/////////////////////////////A+gAAAAA//////// /////////////////////wPoAAAAAP////////////////////////////8D6AAAOEJJTQQIBkd1 aWRlcwAAAAAQAAAAAQAAAkAAAAJAAAAAADhCSU0EHg1VUkwgb3ZlcnJpZGVzAAAABAAAAAA4QklN BBoGU2xpY2VzAAAAAHUAAAAGAAAAAAAAAAAAAAFPAAABsAAAAAoAZwBiAHAAaAB5AHMAXwBmAGkA ZwAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAABsAAAAU8AAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAOEJJTQQREUlDQyBVbnRhZ2dlZCBGbGFnAAAAAQEAOEJJTQQUF0xh eWVyIElEIEdlbmVyYXRvciBCYXNlAAAABAAAABQ4QklNBAwVTmV3IFdpbmRvd3MgVGh1bWJuYWls AAAUEAAAAAEAAABwAAAAVwAAAVAAAHIwAAAT9AAYAAH/2P/gABBKRklGAAECAQBIAEgAAP/uAA5B ZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwPFRgTExUTExgRDAwMDAwMEQwMDAwM DAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQODg4UFA4ODg4UEQwMDAwMEREMDAwM DAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIAFcAcAMBIgACEQEDEQH/3QAEAAf/ xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEFAQEBAQEBAAAAAAAAAAEAAgMEBQYH CAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMicYEyBhSRobFCIyQVUsFiMzRygtFD ByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj80YnlKSFtJXE1OT0pbXF1eX1VmZ2 hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcGBTUBAAIRAyExEgRBUWFxIhMFMoGR FKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kSTVKMXZEVVNnRl4vKzhMPTdePzRpSk hbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/2gAMAwEAAhEDEQA/APQPrHP2Fgkg G5gMEief3Vz+xvn/AJzv/JLW6z1PCysHdRZubVcze7a4Dl9fh++xyyS9gZvcYYBuLvJJSOlhfm1Y RY5/rvfcCX2BppYW2ZLLHsFr6nM3+lX7P1j9+v8ASenu2YeMMjIz34zceuvQXucS3a0bbrfs7XMb X7Pb/wAZ+Yn6dhenj11FvpZOQC7LIHvghzq6bbP+61d30W+z1f8Ag7losONkNtw3tYGglvogwdoj 3QNu33/uJKaBr6SwYz33vrF5Hp0kFhe57mt2WMfX9qZ+kf8Azdr/ANF/hFZfV0qm6uq5zHWucGV1 GJLnB5bNdY925ldrt9n+jWTh5OLjZJdX0S2kztqsax7nEs+1Bujqx6VXpNZZv3fz2c/+c/S3LQw7 acnMvvHTrMfMrra82XtAlzg5gra5jn7nemxnqWVf8X6n6BJTbycXDrx7HGhp9pADQNxJ9rWs/lOW HRkN21V/YRZYT6bz69E+oyayzb6z3bt9Tqtrf8ItN+Y7La1lbAL2e9tb3ANe4NMNrs930NzbPof+ e7UOjp5eQ+3p1WPa90WPaa3ENBD3P9Zja7ff9FJTOr7JUwh+MLGtLibGhp0J3fnu/M/wn7iPk4tR ZU7Frq1sZvO1pBrLv0n0v5KBUy2yKanMY9sk2BzCC4SfZW3c7ZY/+c/m9lf6NWMiksx2Y9VnoaO2 3Fu6LIOyxzXezd6rvW/SfuJJGpAuvFz7vq1Rk5xyhfbUGMfU/Ha53plxFX2e8bXN2WUsY3/jLP8A wTnW4nUWZjMbI3491r21tYbbLNXu/SWV0mttN7K2/pPZkfo6vW/m/TXV4+facmtpNZ3s/WKpixrg Pbk1S79PiXeyuv0mf+jWVzy88ueacWk35LPoNbtJa4gj3OduZi+1385kf9apyP5tCxVrvblxcNaj 7K/e4v3P6zRxek04r3uL35dgaWtfaIa1o/nXMrb7d+//AA//AFqj/Cq7kfZ6unZDq4dYGP5lpBDX D873VNY1n/qx6Mcaz7G9lloosfWG+oz6NcD27TZ/ObHH/Cfziyb7c+2ux2QLaqrGOLnPZUWQ1j3V hu0vt3er+a5n/qQrH//Q7/6yvZXgMe9wY0XMlx85C56nINWVRl3ta3FptY5zLR7tsOb9of7v0foO e2+unZ6v6L1f0di6L6yb/sDRW4NebWhjjwHEO2ud/J3Ln+kZNoyqTkMZXkOeaK3XUvDRFlbfU0sP 9N2b8G76DP8ArqSnp20Xj1C0hzq5bsHt3fnsm0fR3b/Vs/4RVrKdwNbLXU2Qy2q2v2uGgG7Z9Cxn qD9LVZ7P/AlZq9ZljqmOLXtG/wBMxBiGH3Ruc276XqfTZZ/mKtkC3IZV9lvGOdgfXYWB8V2OJ27H f8HXWkpvUZYcW12jbYRo7Ta4j9z3Od/K9NyjkixuTVcTtqYPc4uhonR25v52/wBnprBqyOqXfo3W vYXH3i7FaBWJLm73su/637P/AD6tOmp7RVRvIc+N5cxzQ5zf03r+k6Nu+yv9Jt/0iSm1huc66wNF baWSWtYIMvcX73fne/6Vn6P6aFlEmw+pY22idGAtEH9x7J/Tf6/o0+O9gZki93os2j1S47driHVv 97v5LWbHqllOfXW23HYbdkiu2lh3Fux3urqb7LGt/df+iyf8EgTS6MTIgDrprs2Hg2UghhAJ03tI LR/pPbucz+Q/8z+cUmZWUzLa+5pNNtcNeHt2eoT+gr9Npt9P1W7/AE8l9v6S39D/ANx1k3embS0F kux67bH+pkOl22x731vof+kY6uv+cZXX/wBuWMVn0sKzNroooZYceWXvdWSWCDsZ9ocdz979zff6 tf8AO+p/wg4h0K8YpAnigeGjKzcRw/vcX/Rbrazl3GrIxMYtALy4zYYfprVZTR7rfTfv9/8Ag0XF z8FtXpB1dTqi5jqmw0NLPpsj6Ps/O/MWNZm1Y2Qz7HlvY4XGm/GtJifos9Kh7W2+9/8ANPod6VrP 8HenLKcyyy4XU4rYazIxLMVrrG2zc6y/37XvsyvUZ6O6v/i99lqNi9dCg458IMblA7efy/K6pNWd a2xrWX/Z3yxnqAtaQB77G1mxn2jdu9Hd9D+Qp5rzVhZNmTY1gfU5oaCQAdr/AKLj7nPd/JWXgvO4 1tbW++sNd+jY2triPa3Jy2U/Tdjx6NGDU+59Wz9L+lso9Cw8scbvWyRblV02EUnbuaC10n0Wbvs7 Hf8Abv8Awv8AOsSBtbOPCQCdas/V/9HtusUdQZhfrGQ21zr2entrAaBLnfzc79+vpfz657Iy3Dfj isuc4Qy0PY1u4hnpOEv3Nfve2yv0/wCbXU/Wim+/pZrorNtpd7WNJDtGWOJq9zN1zW+6pn0H2LH/ AGRXVRZfnVMxnYzAasdm0wGgtxn25Tf5mn9Fsrrq2W/+eElPQ1229R6YLMS04t7xtba9jbHNcx2y 3cz+af8AzbmrP6fbZlfSYKcs+q66gSWDIoc2jKNbiX+nTlNtqfta7/hP53194umdAzBjMczOdjVW w/Zjvc+WuDXbmWP2VN/kfq30P9IrePgDpfT7Lr7CH0PvuNjQ6x3pueXjc1jDY+19LKbMj9HZ+seo kpnXLLa3Froc8BgtBgkkFwYxzW+lbXve/wBRv896dvqLQsx67LGWGWvrMtc0x8Wu/eaqOJ1Rt+QG 2huxxDanASBaBu2+pLm7Mih7LsWz8+tFyOoWY5sYat9pfsxKmkg2+xr5c5zdtbWO3+rZ72M/439E hxBk9qd1XS/4/wCK1+sP+0U3YzS57dselXpvfO70rHtbZtp9ra7v8H+k9KxUGW5vU2+njsY95BZZ exxFNfYlmQwu/S6fzeE++71P0VmXhqrjYGRk45yLWWdUpORkV/Yd7a6AKXvxfT9Pe316HW02+gzL tyKKcf8AR/Z/X/SLZd1DqOPXXXX0p3+jqqrsbHtaXfSa30aaWsZ9O19X+jrTqA1I9WxB2WyNDgBB AlxCQ4h/KP8AguPk/Veyzpz/ANpZLr7sdxbQ15DqDLfSreaWN+1Vb9/8zVk2PZ7PR/0SvYHSMbIx g/FNmEXhj/Y5xDq7GNexvpuse2vb9D2O/M/lo2aMk4+XmZNDMdjKa7Kxu3v9eiy6yr6I2ub7cbZ/ hP0npqpjdLpyej45fZkY19llbLfs9xYXPqb+zHe5g/mm01WXej9BOGx7mte/96kTnKVXpGJkRCzw Q4vmMI/10dnTrbSzIse7Jxbt9WPVkNcy2vaHH1Kn7abqn5LaXv8AX/nqf1f8z1UeHVVb8u8uoLvR OS5oFjWaM/WbpG5n6Rtf2mr0n7P5+z1f5s9+J+zQbW3vuoY1zq8V53vdkWuLPU9ax36Nv6RmNRSz 06Geoi4Fzhmfs5zG2uZR6mS+T7HPe4NqDHM99d21+z3fQxv+KUYFGvAE/wB5dKRl6qrUxj/c/dtu O6dh2tqNrPUNL221Pkja5sbPT2bdlft/mm/o1HNoFeDeMcMpljy+GaH2u7NNfuU8PDOI11bbXPpm aq3wfTH+iY+N3pt/we/+bUs7+hZH/FP/AOpKK0yJABJobDtb/9L0R/UsC91D6b2PrruO6wH2CG21 /wA7/N/T/lI+X0/B6h6L8lnqil3qUkOcACRt3/o3Na72n2qOcHt+z+gAHm7mB3ZbuOsbkZtl20EV kwNdxDXH+q0bm/5zmJKaOX6HTMWrDwt+GHOc6p9VDr2B271XstqrDnu+0Osd9HZZ9P8ASKGBn04e G2nItyMmxjniy11F273OssaHNc22za1v6Nn/AFr99Pn2XNd9pZ6mR0/Ir9LLZUSbKonZk49bAXu+ n6eXUz9L/M2Vfzdvqnw8TCcWZWLk2316bIyH216BzeDY9jvpokGgehU5bWjCzMtn2b1MMY7bq2OM Ese55rxfRe3btxbvX+j/ADFN2DQz+bR+oZdWG2q/BY3LvtsbSyt73biQQ30mvf6j/V37dtL3VVUf pcy3+j2JdaNV2ZsafU+z4eS7IbW4B7A/0TTukPbX63pXej6rPzLP9F7KfrjHzMTPuaRiDMur9US7 aLmO+zXWN2+oz1HW+jv2/o/U/wBFYnCIMgSLJF14/wDoSZTlVWQNAdXZxOlMp6SOnWvLt9Jquez2 y54PrWVj8ze973qvZ0rpfT6G3XX3Mpx3sezfc7aNm30qQydjq/Yz9F+eo5fX6rKXM6Wz7W9wLReS 6vGaT/3cY13rPdP6KnAZk5Hq/wCi/nVkjprr21Xvybnww+llZGgbu3bfsl2V9t+zMuY/+kW035vs /nv9GDQ1yHhvoaBl3+ZFSPygnyBl/wBFt9T6rZ1K4dO6a0vBPudMeoIn82bMfpzt23Izdu++v9Bg st9b7Vj6OPiHCb9ozbGfZ8SoGlurix239bybbjs9a61znta9tFX6P/wxYjUV9P6dXo2uh9sPuLdX PfG31LLP5y57v9LZ73rKz+pnJurxnOb6D7ga7GGWvDB6t1LnNNjGW41f6f1Hfo9lf6t+tf0cSloe GtATXh+lJIjZjd0SB/hdAxuyHBg6jlttc+9/6lhTLfUjbjsdp/P27fU9rvQpp9//AIY2Ol4b8XEb 6wYMq39JlOrnabCPds9R1jvTZ/N1+76Cr9L6fkNvs6hnaZdg9JlLD+jrqaTtAj22W2fTfd/1mv0q 1qJoFKJv9g7KVbqNldeDebHtYHVvALiBJ2u01VlAzv6Fkf8AFP8A+pKKH//T9K6hdXR9ntsna23h rXPcSWWNaGsrDnu9xSOVmHVmG7b/AC3sa75Na6z/AKpVLK+tDZ6t1Hquu/V9rXbGt23H9I36e70v Z9NFf+3anMNYoyGEfpA5xY6f+Dhn/VoEE9a8kggdL8/7Fz1HpwyWV5Lhi5T42NtIYX+TXNdts/4v /wADQcrp/wBW8Tb9rxKP1l+w22VeoXPPBvyHMe7c7/S32I9hzyJtprfW1wJbt3EiR9H3+1zfpfnq lTZaxzn41F2I0ia66nNspeJ9u2l+2tnt936rZXv/ANIkDKJ/eHh6ZJNEaek/40f++TGrpLMW3GZa 012Bw9PH2gjcNrn7Mdv0v+FsRmZvThSwNiyz6XoMi2zcR+e2g2+/9+1zvT/4RZ/rHqFhYxwyrWgh jQBXTWYb+m9Iuu9a5k/Tsu/R/wCB/wAItA43ULayyx7WMdo6tvt9un0XtDne5ImR6cP971FVRG54 vL0j8Wrki0ZrM54rxr3D0m7911jKtXvte1ljcfHbu2et6f8AbyVCtxF7Mhldl7nvsFjmM9Fpa5vs bTufsfTbZT6791z37/0n6L1PTUMTMZ6zKjg5lN9s7voAAQ3+cuda23b7m1M3/wDGV/6RGqzW5OTV v6dlgWA1g2NrcGbjte+132i327Gsd9D/AMEs9NKtQSSSO5RxaEAAA9AP2uDa+3MsBrZXXSDu2Uhw Y6OHusdtfb/Iqr/R/wDCKzjX2YzgXuJafplwnSeNv+EqZ/oHf+3H6ZU+odNryAMbL3tdj2T+jeWH c0Fn0m/m+71G/wDW7FHFw6MNtgq3RYWuduIP0Gilu3aG/wCDY3d++/8ASfTWIckr4uIiV7V1a3uT 4uLiPE9l02/1ccsP08dxqeCZ4AdX7vz99L6rN6tqpg0MxcZj3+x7q6xaSYG5rW1/+Yq2tnHfBHi3 ptTkJSMgKvWv6x+ZSBnf0LI/4p//AFJR1W6iLDhXemWj9G/duBOm137rmJ61/9T1C+qu0Ma9xY4O mstO07od9H+xvUPsn/DW/wCd/sXy6kkp+oX4rwxxrus3wdku0n83dogYGJk/ZwL7iI0rFTyW7Box 255e52/6S+ZUklP1EMQQIutjtDtPyJfZP+Gt/wA7/Yvl1JJT9E9Vw/q/6lzrX4tnUIZ6rcm5rHFk tH6U/wA439D/ADXtS6BhdHDWnHtxW9QNQ9YYNgMM7NHvts9HevnZJJT9LZXTulWWzk3H1QADNxYY /N3BrmKFfTOiNsa5lx3hwLP05Pun2+1zzu9y+bElCfu/Fr7XHfXg4+Jb6L14b+j9M9RxcsYx+yv9 R5I3Nvtcxsf162ud9PYj14lmwerdZv8AztroEr5fSUy5+ovsn/DW/wCd/sUbMOs1uFl1vpkEPl8D bHukr5fSSU//2ThCSU0EIRpWZXJzaW9uIGNvbXBhdGliaWxpdHkgaW5mbwAAAABVAAAAAQEAAAAP AEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwAAAAEwBBAGQAbwBiAGUAIABQAGgAbwB0AG8A cwBoAG8AcAAgADYALgAwAAAAAQA4QklNBAYMSlBFRyBRdWFsaXR5AAAAAAcACAAAAAEBAP/uAA5B ZG9iZQBkQAAAAAH/2wCEAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQECAgICAgICAgICAgMDAwMDAwMDAwMBAQEBAQEBAQEBAQICAQICAwMDAwMDAwMDAwMDAwMDAwMD AwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDA//AABEIAU8BsAMBEQACEQEDEQH/3QAEADb/ xAGiAAAABgIDAQAAAAAAAAAAAAAHCAYFBAkDCgIBAAsBAAAGAwEBAQAAAAAAAAAAAAYFBAMHAggB CQAKCxAAAgEDBAEDAwIDAwMCBgl1AQIDBBEFEgYhBxMiAAgxFEEyIxUJUUIWYSQzF1JxgRhikSVD obHwJjRyChnB0TUn4VM2gvGSokRUc0VGN0djKFVWVxqywtLi8mSDdJOEZaOzw9PjKThm83UqOTpI SUpYWVpnaGlqdnd4eXqFhoeIiYqUlZaXmJmapKWmp6ipqrS1tre4ubrExcbHyMnK1NXW19jZ2uTl 5ufo6er09fb3+Pn6EQACAQMCBAQDBQQEBAYGBW0BAgMRBCESBTEGACITQVEHMmEUcQhCgSORFVKh YhYzCbEkwdFDcvAX4YI0JZJTGGNE8aKyJjUZVDZFZCcKc4OTRnTC0uLyVWV1VjeEhaOzw9Pj8yka lKS0xNTk9JWltcXV5fUoR1dmOHaGlqa2xtbm9md3h5ent8fX5/dIWGh4iJiouMjY6Pg5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6vr/2gAMAwEAAhEDEQA/AN/j37r3XvfuvdVWfzh85urC/ELDQ7R3 32R1zWbn+TnxN2Tl9x9T9k786k3sdrbx7+2Jt/dGHxu/us9xbU3tgoM7g66alqGochTSSQSshaxP v3Xuqhf9DMn/AHkZ8/8A/wBOZ/zEv/uoffuvde/0Myf95GfP/wD9OZ/zEv8A7qH37r3Xv9DMn/eR nz//APTmf8xL/wC6h9+6917/AEMyf95GfP8A/wDTmf8AMS/+6h9+6917/QzJ/wB5GfP/AP8ATmf8 xL/7qH37r3Rd/wC6O7f9mu/0a/7M/wDP/wDuR/svf9+f4J/w5L/MA/4+n/SR/d/+KfxH/Zlv4v8A 8Wr9rwef7f8AtePX6vfuvdGI/wBDMn/eRnz/AP8A05n/ADEv/uoffuvdIDtDAbf6h2DuXsXdvyN/ mHthNs0MdRJRYb+ZJ/MXy2fzeRraunxeC2ztrD0/yhFTm907pztdTY3F0MX7tbkKqGBPVIPfuvdW e/CL+VpvKm6tm3180vkT89sx2z2fUY7dsXTOB/mh/wAxCg2d8bMDNjoxjuqqDdW1flFiM32TvKki kEm5s5XVdTj6jMB48RT0tBEjVPuvdN/yx/lHdy7v3L19mvhx81flH09haLCbs2/2RtDuH5//AM03 srD5evzOS2rV7V7EwORxPzawe5I81seixWUpGwjVtJjsxHlg8lRTS0sbv7r3VcvXn8uf5zZfZW4M n1X81PmV8md4dCfKD5L9Edt7Y7P/AJmHzv6APau1qMdY13Xm9dh5rZnc+7MVs/P9XZKiy1HT4SuD 0+YxG4pWr8rLXY2kmm917q3L4qfyvBguhNhY/wCWHeHzb3j8gJF3NlOwcttH+a//ADOf7uUUme3j uHObb2piqrEfJnYVBlYNibPyWPwZr1xFC+RfHNVSI0kzu/uvdJj/AGXb437zxs1N0XQ/zUuzd2zZ CvxONXcX8yH+cP1D1nSyY/KVWFqtx5vt3sP5O4radds+hyFNqmfbJ3LmZ6c+SixtXpcL7r3SX+P/ AMXviBlds7mynY/zL+eeZ3TTdkbN6+3BSby/mY/zPOjto7f352BmKHZ3Xm1OosLuX5a47c249n9n 7qrIqPbNXWZzddTmcu8tDBXGsgqMfS+691H7F21/Li67ffFNL3D/ADKt2ZLrLIZ6Lf8AjtrfzK/5 tYfbu3tmUPaWR7F35DlN0fL/AGxt3dmx+tYek910+arcFW5VoMvg58PFHPmWhx8vuvdYcTtD4K7n 39j+vdn5n+bBumvzWa3BtjbWZp/5kf8ANL25t7dW58Dt7vbcEeC23Vb7+cG0q/KTZ0fGPftJR1a0 wxoqtvH7ipp4MhiJ8h7r3Q7dafEf4rdhbk3DsHJ7i/mVdX9qbVxeK3Dm+qux/wCbB/Mhi3hFtPPP NBhd5Yqp2R88977O3RtOvr6WejNdictXQ0uQppaSpMFTG0Xv3Xul7vf4J/D3rTAy7o7D71+bOx9u RVVJQNnN2fzfP5neAxZyGQmFNjsbFWZP5o0sE+SyVSwipqdC01RKwSNWYgH3XugJynxE6h7Hrcbt T457j/mKzV9VkqWXcXbfaf8AMM/nJ4XqLZu2aWQ1FdWYqnz/AMzesMj3FntwpTNQY2m23knoqOWY 1tfWRRQR0td7r3RgNn/ywumMPtjB43d/dnz73luikx8Eef3RB/NG/mhbZpc1lSDJWVtFt6j+aNdF hce07EU9MaiqkhgCrJPPIGmf3XulP/w2p8dP+fjfzAP/AE7B/NO/+7I9+6917/htT46f8/G/mAf+ nYP5p3/3ZHv3Xuvf8NqfHT/n438wD/07B/NO/wDuyPfuvdA78hf5f3Sexugu8N67W7V+f+L3PtDp /svdO3Mmf5rH80Ct/h2e2/svNZfEV32WR+YFXj6v7TIUkcninilhk06XRlJB917ovP8AsqfX1J8b vi/lcH2F84Ny939+bC69kjzu7P5qv806DaGGyNb1bFvvfHYu6cFtn5nYCpyeMx/2zx0+GxUtA1dl MhSUwmx9G1RXUfuvdKPZ38vzYO39vUWL3J8jv5im/M3FJWz1+5sx/M//AJi2GqKuWtraitFLT4va 3ykwuKosTiY6gUlFGY5qsUcMf3VTV1PlqZfde6VH+yL9Tf8AP3vn/wD+nT/5nf8A9157917r3+yL 9Tf8/e+f/wD6dP8A5nf/AN157917pI9efBHZvaPelfiMT3T/ADAMX1N0tC1N2dMP5pP8y16rf/Zu 7tq0uU2v1tR1FT8sqirxmC2PtDcdLubM1VK1HVVFdkMHT09TJTLmaVvde6OX/wANqfHT/n438wD/ ANOwfzTv/uyPfuvde/4bU+On/Pxv5gH/AKdg/mnf/dke/de69/w2p8dP+fjfzAP/AE7B/NO/+7I9 +6917/htT46f8/G/mAf+nYP5p3/3ZHv3Xuvf8NqfHT/n438wD/07B/NO/wDuyPfuvdArkfjF/L0x PYEHVGS+WvynpO0J85idtDrqX+dB/Mj/AL7wZ7P0U2QwOKr9rL83GzWMrM5TQ/5EtRDF93I8ccWu SWJX917rD8gPgF0z13sCDsTb/avz8o8fsfeWxs92BFUfzWP5oE2Pm6kbdOMxPbORyc1R8vKqroqX ZnX2UyG4klpGgn+5w0SPIad54pPde6IZ/Na6B298aNvfFfAdKd5/MbrnL99fJvaWw91dj72/mu/z OKhdubA2Rist3Zv3Bbao9w/LPN7brdy9o7J60yW1KcVdOJKZc01XSzU9XTQzp7r3VaXeu1e8qPuj q3rfpL5QfNKDKZvpLvDumDD7w/mQfzEqvbe+9xdHdv8AxEhw/Xm5MxSfKNc3tzZnY+1Ozc/gclkc W8eTxyZOOvpH+4o4lf3XujC9a/GX5h91bLX5H/Hncfzc73+PPcdfmN39d7RX+cZ85+su/Oiq/HVk m1OyvjT2DtjfvyF27sHdWZ6U7a25nsBT7hh3W0uTho0+7jSWNqmp917oOcrlYqTors3uOHtr+Y9h 8t1ZS9s4/d3W++/5nPz825uTaO/ems1uTam+Nl73r8P8r914PCf3e3TtaqhrMjR1GToBRR/fUslX TNE8vuvdJ/cFZmunF63wnbfyT+cm+N09m7129gKGbqX+Yd/MhxGM29iN4b02F11hcplMRnfmnuvK 1eDxW8ew8fT1mb81JRvFOjCCCokp6So917oPv9mB2tFj9tzS72/ms1Gb3x/DKjYu1tv/AMxj59by z26cZkMd2zlfvaej2f8ALvOSUEsdB0rmZhBUiJyk1EHMbyViUHuvdHVxnVH8UxuPykPyE/mG0sOS oKOvipsn/Mk/mOYvJU8dZTxVEcGQxlf8nIK7HV0KyBZYJkSWGQFHUMCPfuvdMlXtDZ9Bu3E7Ar/l 381qLfefxWQzuC2VV/zUvn5T7tzWExMkcWVzOJ25N8rEzGRxWMlmRaiohheGFmAdgSPfuvdS90bA wWydtbg3luz5SfO/b21dp4XKbj3Jn8r/ADOv5h9LjMLgcLRTZHLZXIVMnyiCU9HQUNPJLI54VFJ9 +690J/ws+B/cXy77Ln7k3h8jv5rXQ/xH2NQ02P2LtbOfPX5/bD3/APKveNfO8+b3Rm8N2t3TXdh9 f9DbRxUMFNiJqWnwGb3Tkqypqo54cXRUsmV917q4TcP8vT4sbSwOZ3Runt/51bc21tzFV+bz+fzf 83D+aHi8NhcNi6aStyWVyuSrfmZDR0GOoKSF5ZppXWOONSzEAe/de6A/pv8Al/ddb8bc/cW9ex/5 iXX/AFjuDH49eqert0fzRf5oO3dyYfZuNinrqjs/tGLMfLOm3TtTem+JappE29UVMaYLBUtEK+mp szNkaWk917rJ0j8Cuo+2clvTtQ9pfzB6DprOSYrBdH7en/mnfzPYZ9y7b2+cjJmO76mvb5epmUx/ amVyfiwNEZ5aN9s4jH5ZCs2Ymp6b3XujDf8ADanx0/5+N/MA/wDTsH807/7sj37r3RVfmV8Quvvj p0nS9w9S9ufOfC782v3x8S6LF1m4f5lv8xXsXAS47d/yv6V2RujFZzY3ZPyl3dsTdOHzu1Nx11DU 0eTxtZTSw1DAx3sR7r3X/9Df49+691737r3VTv8AOT/7JL2R/wCLkfCr/wCCW659+691Xz7917r3 v3Xuve/de697917r3v3Xuia7+ycfXfzN6Y3buGWCh2f3D1JvjonH5yqbxUtH2zid0bc7G2JtWepd kp4Kjfm1qfcxpNZPmrMPHTJ+9URJJ7r3RyvfuvdBLh9+fHrY3zl+Ku4vmF2fsLpz49dc7V7p7l2t uztrc2G2X1VmflJs6o6z230/h93bu3NWY3auKym2Nl753duHb1FkZx9/n8bS1dHatxMAf3XutoXr Tszr7uXYm2uz+qd5be7B673njhl9qbz2pk6bM7e3DjGmlpxX4rJ0jyU1ZTGeB01ISNSEfUe/de6c 93712b19gKzdW/t27Z2RtfHzUFPXbk3fnsXtrAUdRlK+mxWMgq8xmqqix1PNkcnWQ00CvIGmnlSN AXZQfde6I38d949K9Idtd49FVPd2yd79udv/ACa7Z7fGxNjR5Tc2Z2D/AH42xPvTE7J7GG36XMUm xd3ZDanXGbr8XSZiXH1Gep8VXNjYqn7Kq8Xuvdd9t9z9m7qzWyNqf3W7a6V2ZuqHO1n92Nv0m2c1 8p+9RjExscW2+tcTs7ce6sN0V1qgz1J/effO6cnt3I4KWto6AHCVVbFlqb3Xul5iNq9/Z3ZeG6x6 92zifiV1Zj8THtyLcOW3RQdrfIjH7eioDQzpt/D0h3T1btjfU80xqodz5fcu/QaqNpq3E1cs7unu vdLbfPxd2FuLqbrLqHalPj9k4LqffHxZ3PtCrGJG46/H4H4tdxbA7R21tWKsyGQp8o38XxezKnDC ulqpZqRMtUVJSoZpYZvde6A+t/lvdKbi3JvLce990dmbuk3buDflRHQTbgx2EpcVsDtXd3e29Ozu ojNt/DY6vy2w9+5P5G7lpa9amZ60Y6LEpTzwVeLgrW917o3m2Omuqtmy4yo23sDa+Mq8LUSVeHr1 xVPVZLF1ktX2BWyVmPydctVXUlY8/a25v3Y5Fk8eero7+OplVvde6ydi9Rdd9rw4ZN87bjyddtqs nyO1NyY7I5jbG9dm5GqhWmrMjsrfe1chhN57MyFfRD7eonxdfSS1FMzQyM0TMh917pC43437Ox+d 2lmJ929vbho9jZ4bn2rt3eXbG9d7YjG55MZlcVT5KprN15TMbozc1NT5uqMQyGRq0QyAAaEjVPde 6ML7917r3v3Xuve/de697917r3v3XugV+RtDhMr8fe8cPuTdmA2Hgs51L2JgMpvXdVXFQbb2rSZ3 aWWxEmfzlXNLBHBi8X975piWUlFIHJHv3Xuq++pW3lvOh6FjqcBW7Z6n+PnTeM6/2VXbrxGS21v/ ALb3k+2ts7WyPZE2yMpHT5rrTryi29gJI8Tjc4kO5cjUZad8hjsSMfS/xH3XujPe/de6baDKYzKp VPjMjQ5FKGuq8XWmgq6etWjydBKYK7HVLU8kgp66imGiWF7SRtwwB9+6905e/de6Q3U/ZG3+lu5+ wtn7+rv7vbZ7+3TsjePXe88vT1kG26vtKfaGD6lzvVNbuImbA7fy1XiuuduVmAgr5KKbPV+Zq6Wi FTPTmP37r3VhPv3Xuve/de697917r3v3Xuve/de6pc717j7nw/zaOEjzO5d3dPbS7c6JxjVGR6y2 7k/j/wBIxZzHdWZre2E7S3VN8UM92BgOwK7D5OTP7e3Ljey4cJRZLM4inydLQ09DVSVHuvdXB7n2 1gt57a3Ds/dGNpsztndeDy+2dxYerL/a5bBZ2gqMXl8bUeJ4pPt67H1UkT6WVtLmxB59+690Vzqv ae1+5+nc70D8kdsbX70yfSu6D1B2PD21tfbm+8d2FWbZweFzWxeytxYXOYqr29V7g7I6v3RhNwZF IqfwUOVylXSRkiAk+691Tz8zv5Nm7tt9+9O98/yruveiug8ps3pzv7bXYnWGYyWZ2X0H2Lld99l/ FVtn7Mpev9v0WdwXUFLHs/bO78/Lmtn4OhqarMbcwtBkRUUUwWL3XurePgJ8XdxfD74y7Y6a3rvz G9l7/fefb/aPYW8sDt2baO2sjvnu7trenbu5aPa+2Z8pmJcXt3AZHejY6kZ5vPXR0grKhUqKmZR7 r3WvR2vu3bfx37o/mSY3fMUkuE6++XOV3XJj4Vx0RyGG+TOw+ne4cTMs24sxRYCjxWS3d3BW0VTX 5GuocVSzU1VLVS0lNDK0XuvdBRuqf4c9RbQo8/ubqHqDZdfsXbv+myi2CdjdS0e7dmzY6q2vuXK5 3Fw0U52vQ7n2zl8Ti6ysraDJOkM+Pp6pKl0hp5/fuvdQto434Z7OwFH1vj9r9aZfZ+Q25LvXKbqz m2tiZTC7gye29+U2y6Wm3ZXy0UNVmux49772ajpKeaies++qZYFK1Unik917rN210LsL5Cdw9GYS ag2FuzEfJLqXur4udH79yUdJlG+Nne29erM53h8afll0bnaFZxgNybf3n01T4WoqcXJFPkMdm6XT K9JTz01V7r3Rl/i98AuyPmt2L3JvL5O9Id4fELeGwur/AI3YLrbszIYfamL3ZsD5PdYb079y2/Mh 01WZh934Xs3qw7b7F/g2Sr2pZtvbp2/nJqSGd5jM1F7r3Q/dL/ynflf27NFg/n53B13juotpbmxZ m63+PcCZXNfJjHbX3ZDuSgyPcW8d37LxFP1lsncCYqipK7ae2KGatraNqlZs7Ek/2ye691sB723x tHrfa+X3tvncON2vtXBQwzZTNZWcQUsH3VXT4+gpYkAeesyWVydXDSUdJAklTW1k8UEEck0iI3uv dFwxGG3h3pWUvafaOz8tt3rHaNTHurpzojNmLG7j3bmcMyZbbPbHduLy5x1Ng9xUtXBFUbV2dXus e16lY8vmj/H1oqTa3uvdJ3ZXX28flFsnZHYHfm+MHnOp9/7P2vvfHfHjr3bddgOu8rjd1YbF7hpM P3HufceRye8O6sfQLVGF6EU+1NtZalleLLYCsGgR+690dlESNFiiVUjRVRERQqIigBVVQAFRQLAD gD37r3Wb37r3VdX80vM4fEfEeSPLZXG4uTM/JL4RYXDx5GvpqN8rmJ/mh0JVwYvGrUyxNXZKalop pUgi1ytHE7BbKxHuvdf/0d/j37r3XvfuvdVO/wA5P/skvZH/AIuR8Kv/AIJbrn37r3VfPv3Xuve/ de697917r3v3Xuve/de6QHZnWeye4Nk5vrzsPCR57a2ejpvu6T7msoK2kraCspslh83hMxjamky2 A3HgMtSQVuOyNFPBW0FbBFPBLHLGjj3Xuip43evdvxezW0dn9y5GTu/ozc+8dmdbbN7+DY7F9pbC z2+c/R7O2JgO+tvKKLD7xoM5urLY7D027cIKepkrq2AZHFrqlyLe691ZB8F/gTs/5q9PV3yY+Q/b fyEqabfvafeW3dgdR9T9y7x6F2LsPrPqzuPeXUO2YKrI9OZLaG/9yb03bQdfSZnLV9ZnZVpKnLtS 0KQpRwzv7r3V0fWtD8Z/ipsrZHxu2PufYfWW3eu9pxwbR69z/ZS1u5MftWGpnkbJ1VTvvc2U3tnI 566olkqMlX1FVNUTu7yzPIxJ917qqTuXa3de4O/d3dibs3D1nnfjxvDfEHYHx8yuRpc729j/AJEY 3OdBbR6x2V1lsfZfTW+N7dnbi2nB1j3L3HX5Wnw+z6WkpKygwm5oJ61Z8zUD3XujDfG7qv4w/HXa mzsLPi/k92Xura8/8U/vxuT4k/KejrMjuefsTsrtKs3PU4zBdMw44ZaXsfvDduRjmqTU1EMefrIf K0BcD3XujjdX19T2R3Tv3tqPae+MHsyh642D1x19kuwtoZ7rzM5PJJuLfe5+0q7F7I3hR4TfGNwd Z93tik+4y+MoWqqrEyNSI9KFqKj3XujP+/de697917purMjj8f8AamvrqOh++rIMdRfeVMNN95kK nV9tQ03mdPuKyo0NoiS7vY2Bt7917pqyG79p4nPYPauV3Rt3Gbn3Otc+29uZDN42iz24Y8bCajIt g8PU1MeRyyUFOC8xp45BEg1NYc+/de6U3v3Xuve/de697917pM4Hd+090y5qDa+6du7km23lpsDu KHAZvG5iXAZ2njjmqMLmo8dU1D4rLQRTIz004jmVXBKgEe/de6U3v3Xuve/de697917qtL54907L 2zlerts5vA793jg+sN+7Z7v7todkbB3d2LTbW2RHtPtfD9SZTL7P2di85uTfeZn76x+Dr8TisLjM zkMVV4iPOVMNFS0EdenuvdUa7DzfzF662Rg9rwL3/wBSdw73wWze9ep+ntodMw7q2Zv35CfLrv7s rvX5D475E9lZTrnfG3tsbZ6hqt5R7ez2POcwD7bwkNRkYZpqqswxpPde6MLmdyfK/Gz7L352L278 oNjdb9z/ACu+RmH3DiOvei8Xuzc3TXRmy8n21i/jdtHb20cf0dvrsbE1Pdg2tgctkNwZXH5R4mrU w1GaSTIUtS3uvdFQ6u7H+cWxsP8AFTrnYuwPkVtjem7+zeoe8+4MtvPrPMpTbyo/mt8q9wdtfIau 7Q2Zivj9ndrbFi6Y633RkMdn6Ss3vtiv21XTU9FRYyg+3pKp/de6sB+JtT8vsh2l0xvHtzevdFZt PubpX5L9x9k9bb/6627t3ZnTWT3D3Z1TlfjD1DjJoevds7z2vv8A2j1VvDP0eTo8zmMhkJ2xVR93 SoEo/sfde6Pn37tjI736L7n2biKYVuY3X1V2HtvEUh8n+UZXNbSy+OxsSmJJJlkkraiMKUUupsVF wPfuvdKHP/Kyr7yxmzNvfFzdeLi/j+Gwe6+0u4cbSYzeGH6lwmQpaDIL1/tw5Knn23ne99wLVPEl HV01ZSbVo4Ja/NUfkmxOMy3uvdd4Puj5J9W/f4Lc+zW+TuFmpan+5W+NtZDr/rPsShymi9Ji+5sJ l67amwK/CNKGaXcu0qeGrRHSBdqyGJ6yf3Xuh4+K3ZHYnZ/VJzHa7bKq9/7f3tv7Yu5Mz1thc/tz YOfr9l7qyWClyO1sJufcW7s5jqWnal+yqYp8pXMMhSVFnUWij917oyfv3Xuve/de6qG+SXWced/m EfHTdtd1RDvjEpltl43N7gynT9Dv2joMTT4/sDL4GKPdeb+Em44MBS7J37hKHPRJju7sTUYyuYZS fDMIadpfde6t59+690WhqcbX+XdLNSzyNF3V8e8q+Zo5pJUpKHJ/HTsHb8OCyGPp0U0smU3PjPkn Ww5CVys70+BoUXXHEfF7r3Rl/fuvde9+691r4/zbvjZvnaPYi/MzrWh33W9d7461xXSPzCpOsdtY jfO+tlbc2jmMtlupPkTtjYGb2vveg3ZjtoR7uzm3t700eFy9bJt3IY+vWAwYKa/uvdUrde9DfDHv eOPbnTfyVyW/Iti9Y4/ZWPx2wN+9Ubqn2ltKfZa9YUGWwVYdj5rJYnGMMLPMlHSTLtuPN+dxQq4M S+690ZHO/DDrLc/39VuTcG9c9nMrkZs3ktwZddg19TX5599bS31S5irwVRsJ9lVEuOm2Tj8bFTPi jQPjY2WanlqHap9+690M2xdpYPZvyD/lnbFxlLQrgcB8stu4ijokxG3sNR1H93fjf8hchjqn+A7Z xGB2vQTw5TFRV6RUFBSUlNVRK9PDCI0VPde62wPfuvdF23n3nW/3tynV3TGzW7a7QwbUK7shmzE2 0ususRkaODJ0g7P7KGF3DHic1WYuqgqKbAYjH5vcksFXS1UlBBjp/wCIR+690HeW21s3quow3eHy 37axu+N74fJOnX9LLiKrBdfbQ3TW43IUtPiOgOkaCt3VntydpZbEyVdJR1ksu6N81qVlZRY6eGir Hxvv3XuusX1VmfkHj8rvX5MjcVH15mMlW1uz/jVX5I7d2Rith0FSUwtf3tjMNJR1nZ25t54unNfm 9t7hq67aWLgq48a+KmqqKfJVfuvdGm2ruzaG88UuX2Rubbe68FHUTY5cntXM4zO4mOpotKVFCtbi Kmqo0qKQMA8WrVHcAge/de6VHv3Xum7J5OgwuOyGYytXDQYvE0NXk8lXVDaKeix9BTyVVZVzvzog p6eJnY/hQffuvda+PyvxWR7O+OW1fkh2otXlez95dwfCbPbaw+WZpMP0dtXePy9+PeTh642BiHAp MTX0mLqIaXcGbEYyu466F5KiSOiShx1D7r3X/9Lf49+691737r3VTv8AOT/7JL2R/wCLkfCr/wCC W659+691Xz7917r3v3Xuve/de697917r3v3Xuve/de6Lv3BhMl3rkqn4qbL+OvaPyZ3pu3aFJ2Jk 9odd7y211PQ7T25tveuEXAb13H3BunsvqttjnHb0ooKiinwldV55JqEyUtK8ixrJ7r3WwJ/LW+Lm 6Phl8KemPj1vfMQZveu1n7J3bvCpoty7o3pQUG6u4u29+90bi23jd6b3km3lvPF7Ry/YU2Kpcxlm /iOUp6JKqpCzSuo917pz6KTpun6/xlT2HUdajenf/bXZ/YP2W9ZNsjcG+t15bfe5aXBY6ggz8jZT d1dsLY5x22sYyieelwmNpaWMRwxpEvuvdLPpeiTfvaXdne2ShWqEO7s30J1PVTEeTDdcdSZCDAdj RRY9zMcRltzfIjFbnWvqI2Q5jD4TANKlqOnI917o03v3Xuq9v5qfy13R8Gv5f3yU+Tmw8TQ5rsPY e1dvYLrSgykS1GIPZ3a2/dpdQdbVeZp3khSowuM3xv6gqqyJnjWSmhdS6Alh7r3VSHbnwr/lx/Fb J9E47+Ydl/nj8n/lj3vubYu05vmQu4vnXXYev707R3VSbN2/tLa2/ehNwbd6a+PNLmd7V5pdt7Up nxbwYkxRyJUQgyP7r3VsfWfzjXdO9v5lk+f2zhcN0N/L93lidhUm/wDF1lZNWbvzO1/jds7vru+l yUEiHHY5uvW3vR4yOOC7XjdpB6kHv3Xuq5Mv3V2v86OzP5Cv96dn7W2hv3fPWPcP80jsHq6DJ5tt tbUrdjfG6h2T0Xjc3VT0tVnqLGx9lfLDFyTSy08k8cmMqUWLzKmn3XumX+VHsT5B/JH5u/Nn59/J 7rb4j7oqMX3vvr4r9X9ibak7D3hv/qqo+JWNpejs7hvjZW9gbQpqPafS+9t55LfFZl8lS1tHlM1k 6uYSwNSNGE917rZK9+691WF8jflz8jan5abe+DPwp676g3L27Q9LU/yJ7v7d78z266fqTpLrbO7s zGxuuMCdp9eU/wDe/fnZXaG4tt5Z6SgXI4aDG4zFyVk0syzRR+/de6ru+UH8y/5l1v8AKx+b/aO0 OvOl+s/lX8UO6Oz/AIT99UVDvjf+c2zH2blMNszanXG+/i5l8ftqizOazm8c13zsnJ4Si3CuOGPm qp6Srleen1t7r3VpP8s74kV/wu+KHXvSe5utfjr1/v3bWKxeG3jk/jlTZ6bB9jVe38XR4ik7B31u rd+2tr7y3t2VudaeSszGRyUDyy1c76ZGU39+691YL7917r3v3Xuk7urdW2djbaz28967hwm0to7W xGQz+5t0bkylFhNv7fweKppKzJ5jM5fIzU1BjMZj6OF5Zp5pEjjjUsxAHv3Xuq+tubqpuyO4u4ez ts4ndeN69z2O642zgK7em1s9svKbq3Hs6k3Ou690YPbm6sVhN0UmyZKTN4vHUM9dSQGvrMZW1dKJ cfPR1NR7r3VVvzG+T/yR2z8pMvszpbdPYW2+uesl+Du0NzZfCbd+PeZ6lo+1PlF8k8rszK43utd/ YvM9/ZXHt1umDgxuO66g+/aqz4lrKjHRLHWr7r3SyX+Z1n8/2B21tLqjorId1YjAdFb2756kzuwz 2hSSb+2tsjtTY3VUlV/DN29R7fyO6MRuebdtdmMVX7Oh3NDkqTbWTp8aMk7Y2fI+6913gvnT2Vv3 srZuH6WwHXnbGU7Qz3TfVeInoe1ctTdCYuHKfFPefzJ3x3XgM7T9STb0yeI/uJvzr6kijlST+JDc GNiijoCtVWT+690dnpH5JYbsH4w9W/JLsyn2/wBR47sHZu2NzVtHV7qizG3qOp3XUU9Dt+Hbm5qv GbfqdzUO8KytpTgb0FJkMmldTRikjqZftx7r3TvW94ZyDe3UO316Z7Iwu0u29657ZmM392NS4/q9 jXYHrPsPsSqXD9X7vq6Tumvnj/uCaWVsjt3DUCxVa1MVZOFSKb3XujDe/de697917oMNt5DunpPM 57/RdQbE7D6x3TuTMbwrutN6Z7PbE3Fsncm45DlN25Hr/fWLwm+MRlcFubcKz5NtvZLDUbrm8vXV YzkdM8NBB7r3RoenO/sR29l93bVl2Pv3rbfGx8XtTPbh2fv6n2tLWR7e3vXbwxm1M9jc9sLde99m ZXH5nIbBy0YihyZr6X7QGrpqfyw+T3Xuh+9+690D3cO9svtCh6/oNstC26t/dvda7Kw1HNTpUiux Eu4od0dnKiSOixzY3pna+5K9ZL3jNJqUFgAfde6GH37r3RaPkWcvtNeuO6sIlHkH6m3pRjc23a+V 6Vc9192HLSbE3i2HyEUM5oN2bXgy1Pm8cssclLk3xr4uZqQV65PH+690Zf37r3Xvfuvde9+690ST 5gfBLq35iSdcbg3DvDsvp7tTqSuzsvXvdfStXsKi7HwOD3bRQUG8tk1EPZ/X3afX+5NkbuSho5qz HZbA18SV2PpKymMFXTRTr7r3VMHzY+NmO/ltHpLuqP5F9p73+P2+97V3TXftT8kN37NysWwtwZza e5t3dXdx4bcmG2dsbGbRxU24dozbVzOOVUx1TNuHGTwQQPSTGb3XujYfykPhuF2//s/nyI6u6sm+ QXyQg2T3L0rXz4DLZfs7409Nb86D652zQdMx5/d9JFUbWzhp6LI12bjxNNRk5LcWVp5JJIJfEvuv dWo/IHe+5drbTwO2Ov6uGg7R7h3niup+tcjUU1NVwYDN5nG5rcW5t7vR5CnqMVk26x6y2tn90R46 r8cGXlwq4/WslUh9+69070OO63+M/TOVmgSqwnXXVW0dzbx3Fkqh8nuPPVdFh6TJbr3rvDcWRlNf uHeO8dw1K1mUyuQqGqcnl8nUTVE7y1Ezs3uvdInorqatoY6Xuft/D47IfIze2LqarcuYrDS5ir6x wO4KuPLUnR2wcqqeHE7H2LSpSY+obHJSRbjyNDJmK2N62qkf37r3Xfyiw2N3bs3Yuwc/Sx5Dau/e 7Oo8Du7EzqJKTPbdx276LeFbtrK00gekyW2tzybXjx2YoKmOalyeHqqqjmRop29+6905b++N3X+6 qh907Phbp3tqjoVpdvdxdYUGHwG9MalPC8dBjc9GaCbBdibNp3YPJt7cVLk8LK6JKKdKiGCeH3Xu kT2FuX5LdO7KzPaW5t5dKdhbS6/o/wC9fYO2Nt9Mb76/3HWbBwtqzfWT2tuHI9/9jUUG4Nvbaiqs lRUM2LqVyk1ItB5aZqgVcPuvdLX5axTzfFX5MwUrFKmb4+9zR07rF52SeTrjciQssGoeYrIQQn9r 6e/de6qU/mM71yb9WdbbG2jS4jLTbq7w+LO/tx5WtrXWixHVuy/mR8YsZlMvhvs/IMxuDKby39ty ho6dmigNHV1lYZG+zFPUe691/9Pf49+691737r3VTv8AOT/7JL2R/wCLkfCr/wCCW659+691Xz79 17r3v3Xuve/de697917r3v3Xuk/1P0x2D8zfknuLoDbXYu5elun+muvdk9l9+dlbDh28/Z+5cl2b nt4YjrHpzrnIbsxW4MNtGDK0XXWbye5c8MZXVtJQpRUlAaWqrTXUnuvdXd/GP4EfGn4j5/c28uod v7+qd/bzwWN21ursHtXuzufu/eOVwWLrZ8rTYejyvb+/t7LtTBtlal6p8dhIsZjTUMHFOCq6fde6 V1P3T2jv2o3OvSXS+PzmE2vuzeWyRvntvsuj6z2luXPbA3Rk9jbvj2jRbO2t3Fv6pp8FvLB5DHtJ mMJgo6t6CSaleakkpamo917oE+pektq1W8OzekOyBh+yjhPif8adgdjZmioa3D0Vdu7Oby+SO6d8 NhKijrpMnsnI5HKVePzlNS0uQXJ4mGbF1Kyqy0dQfde6PBszZ22+vtq4HZW0MYmI21trHU+Kw9CK mtrpYqWnUDy1eSydTW5XLZKrlLTVVZVzz1lZUyPNPLJNI7t7r3Sr9+690Anyd+N/VPy/+P3bHxm7 vwtRn+rO5doZDZm7qCiqmx+UhpatoqmgzGEyAScY7P7dy9LT5DH1BjlWCtpYnZHClD7r3VYGH/le fLfdG/PixH8nP5lWQ+TXQnxG702N8gOvet9yfFHYuy+191726r29urAdYTdpd77X7K+23lJtd9zC umqBtWkqMlkKOGqnY1AMvv3Xuk33r/J57p7N2z85elOtfn7uDpD4wfPLsTsTt/s/rjCfHva+5u1M Xvztna+F292PhMb3jkOxsaajp/ec2Ap3rsCduxZRqJpsfFmYqOZ4z7r3Vg+x/hXtHYfy5x3ymxW5 qwU+0Phnsr4W9ZdYJiIIcPsXY23exsh2HuTPxZ5q+esyuU3lLR7doZIDT08NLT7chYGR5nK+690o Pg58VaD4WfGfYnx5o96VnZFZtjMdk7s3L2FkcJDt2v3pvXtrtDefbe9txVWFgyWZXHffbq3zV+KE 1lU0VOsaGV9N/fuvdG39+691Wt3/APB/uPcvycq/l58TvlJjfjL3Fu/o3AfHrtal3p0RjvkH11v3 Y2y947m3tsDcEO0m7I6lyWA7K2Vkt75mClyhylbRTUVaIaigmWJL+690HWN/lN7Gxnxc64+Mz90b 83KsHzP66+b/AMlO0d74jD5ze/yq7T2p3Vie+t3U+9ocZPt3A7Xx+/N67bxNLagppI8ZhMZBSxRS Sj7n37r3Vt3v3Xuve/de697917oo/wAystGOtNobDibVmO2e6uo9m4qhcyx02Vxm3920nbfZOOq5 4WUwwTdNdY7kYA+meRFgP+d9+690z+/de6Bis+Onx8yHZ3+m3IdE9N13c3nxlV/pdq+sNk1PZwqc JjkxGGqDv2bBvurz4jExLS0r/d6qenURoVQBffuvdIhPhb8RocfurF0vxp6RoaPfEiPu1cd1rtLH VG4o4c1JuKKjylbQ4unranGxZuaSpWlMn2yySyWjAkcN7r3Qq4Pp7qTa9fRZXbPVvXO3cnjlrEx+ RwWyNs4ivoFr9ubW2dXrRVePxlPUUq120dj4TFTBGUS43D0NM14aSBI/de6Yfjz0nu3fEHTu+qHc nU2w+nOl+0uwKXrHqbrzpzK4WtxO0eq8j2x0JsbG4TecXav9z8ft/I7IMMvgpNopSRUMzUtIIx4a qP3Xusu0K9u2Oxt+/ILLE1MOSyWe6y6ahmaOeDb3TOztwyYqbL4SZAaZ17t3jgpt1zV0GhshhJMB TVHk/hNO4917oYvfuvdJfd+8ds7B29X7r3fl6fCYLGtQw1NdULPM0lXlcjSYfD4uho6SKorsnmM3 ma+noqGipopqutraiKCCOSaREb3Xuk5uLtLaWC6qr+4qSrbc2zodmpvbDT7aMOQqN24ytxkeS2/T bXVpoIcnkN1Cqp4cbGHUVM9TEgI1j37r3RiPjb1BnOt9tZbdHYtRQ5TuntGpodx9mV+OmetxO3zS 00ibZ6q2fXzw01RPsDq/H1ctHRSeGlXKZGfIZmSlp6vLVcfv3XujJ+/de6Kph9vU28flhvrPZuvy m4MZ05sbrY7BxNdXj+7+yOxN/UXZVFv3KYrBRtHBJuSfrwYiGHLTxPVU9FnMjR084hqaqEe690LX WncnWfcEW9H643fit0Sdddh7y6r31R0Ujpkdq792Dnq/bm5dvZrHVCRV1BVU2Qx7vA0kYjrKV46m BpIJY5GK9t3fbd3F4duvElNvcSQSgcUliYo6MDkEEYqKMtGWqkEjfnb24529un5ZXnPl2exTedos 90sXcAx3VhfwJcW1xDIpKSK0cgDhWLQyh4ZQksboqf8AkntzcG6+gu3cNtCgq8rvJtg7iyeysTRv SR1GX3rgaCXP7PxGqvU0niyu5cZS08ocoGikYa0JDqadAjoSdm7u272BtDau/NoZSnze0t7bcwe7 tr5qkYtS5fbu5MZS5nCZSmZgGNPX42tilQkA6XHv3XulR7917r3v3Xuve/de6a8picVnKGfF5vGY /L4yp8X3GOylFTZCgqPDNHUQ+ejq456ebw1EKSLqU6XUMOQD7917p09+690UrYeWpO8PkBm+0sJO uS6u6PwO6enth5ym+0qsFvXtbcOfxb92bgwlUPu4cjQ9XLsfG7TpMlSSRPFmqjdeNmU/bXPuvdPn yFtu7JdN9J08a1T9k9nYHdW64lV6h8f1d0jkMd2nunJ5Cg8T0tftncO7sLtvZuRjnZYTHu9AwkuI 3917ozPv3Xuq5vlZ8hsF173l1FtTcOF31uql2tktp7m2f1X1lt2jznZHf/eXZmA77h6x2HtNs7mN v7RpsD11110V2FvLcAyNfjAk2LxFStbHDTVVLXe690bGm7+6limweF3bvnafW2/sx1mnblX1R2Jv DZ22+0Ns7Fgx5r87ndy7SbcNVVUGL2k0c0GVronnxtJPTSg1LKhb37r3RGu3flD0Pu6XYlT3d8r+ jeuvi73rv6fqXpjaWzuxtkbnyvywytJXRUG4Yd19i4uv3BgsX1LWP5KevwuCaGf7Gam/jmbpf4hP t5fde6OVQd+dH73kxuxM9vXZmAzvZmY7T2Rs3YG6N/bBpd29o0PXm5s/sXd+V2Lg8Nu7KZHcmDml w08wNNaupaaRfvIKSoEkMfuvdVI/IXZnR/Wnxx7M2Rt35Q4f5Dd4YTtX+X9s3dmNrt59YV29dgbF 6p+cnR+0MfgJNg7Ahx9Ztmlpt51WTfM1uRglr6zOzyQT1AhpKGiovde6/9Tf49+691737r3VTv8A OT/7JL2R/wCLkfCr/wCCW659+691Xz7917r3v3Xuve/de697917r3v3XujM/yhIp8r3Z/MR3fjG+ 42lHv/49dZtXRxxTUkvY+xuoajc296GmyUccTTyYrbvZe3IailvKtJUiT1iWSWKL3Xurj+yOzNl9 S7Vqd478y0mLw8FZjcVSxUWMyufzudz2brYcZgNr7U2vt+iym5N2bs3FlKmOlx2LxtJVV9dUyLFB E7kD37r3RUsFu3srq3pfbWz8XtKhwvyL757W7xzvW/XW68nQbgXZFP2d3D2D2xWbt7L/ALs5xsfW YDpbYm7oK3clNjMsaOryscOCx2TeqyWNnn917oz3UvVW3On9oRbWwEuRytZWZCu3HvDeOeekn3d2 JvnOMk+5t/bzr6Gjx9HW7k3FWIHkWnp6ahooEio6GnpaCmpaWH3Xugz378pNnbL3RNtTFbP7E7Hq sJvjrbr3fWY2Ji9tjanXG6e2dxbb2vsrEbp3TvXdey8HW5yqyG8cVLWYjCTZfOYygyVJWVlFBS1d NLN7r3Rm/fuvde9+690huyex9jdPde737W7P3Ridk9c9b7Vzu9987vztR9th9s7V2zjajL53NZGY K7rSY/HUkkjBFZ206VVmIB917ph6n7v6k706n2x3p1J2BtvfXT+88HPuXbPYeGrgds5bA0k1XTVm VhrqxaYRUdJPQTLK0oTxGJtVtJ9+690j/jX8rfjp8xNhZHtL4xdt7T7p67xW7Mrsat3lsuoqqzAL urCUWKyOVxFPX1FLSx10lHRZyldpIPJAfMAHLBgPde6XXcXb3XvQXVm/e6e187NtnrXrLbOT3fvT PU2C3FuepxWAw8BqK6qpdubRxOe3RnapY+I6TH0VVWVDkJFE7kKfde6W+GytDn8Ris7i5ZpcZmsb RZbHS1FHWY6okoclSxVlJJPj8jT0mQoZnp5lLQzxRTRMSrorAge6907e/de697917oJ+7Ozo+nes d09hHEDcFdiI8Vjtv7fkyX8Gp8/u7dOcxm0tmYKtzpocou38dmd152ipqnINS1K0FPK9QYZRGUb3 Xukx0135iO163cW08ptvM9ddm7OhoazcvX25KvD11W+Dyk1ZR4jeu1Mzg62uxm6diZ2sx1TFS1qG nq4ZYGgr6Ohqg1OPde6H/wB+690QjuGsTdPyr29ga1446XprpGLeeJoZJ0mTKbg7y3juLajZ9aGS T/JMjsfAdK1lDT1aoXam3ZWQh1VnV/de6Cztb5GdbdJbj2jgey5s7t2h3tBuD+A7t/gdXk9rS5fb e2dxbxrdsz1OJ++ysO4Knbe1K6eki+zMVXOkNHFI1dV0dNUe6917Zfya6I7AzG2dt7Y7Hw1Runds ef8A4HtHK0+W2xvB6zamV3ZhNx4TJ7S3RjsNuPb+6MLlthZ6GoxOQpaXJxtgskTBpoKsw+690PXv 3Xuve/de6Cmh/wBIFR8EeyU6tTddRuTJdn/IGBpevfBJv1NiZf5cdgw9iZXrbyVdH5t+0nWFXlKr b5gd6h8olMaeOaYxxP7r3T91xU7GqdhbQ/0ZnEjr6k2/jsVtCmwkJpcZjsFhqZMRQ4emoXjhmxhw kVF9o9JLHHNSSQNDIiSRso917pce/de6CzdgpM1258X9jVbipptxd1S7ky+HieJ6ibFdVdYdi9l4 bN1NGzO7YfAdp7b2u0lQY2jgrp6NNSTTQN7917oJNp9fz1XyBpPivLXbk2zt3rLvjdfyDEGCocNR rubrzG7+2T8jupY6L+8OBzgoOrcF2PvZNmS/w00lRPUbXqaalqKeOOVV917q3737r3UWoqKejp56 urnhpaWlhlqKmpqJY4Kemp4I2lmnnmlZYoYIYlLMzEKqgkm3v3Xui5fFuLJ5zYGX7lzlDJiM38jt 2Td3zYSQeKTBbYzW2NrbQ6pw9fTNrNFuSh6Y2Vtxc7EJJolz/wB8YXMJjA917qmHqX4i5n4T/wAy TBdx9rdmbsoMZ87d29p5JNwbB3DUbd2Nt35D7g7H3J2XhOit9Yytgnwu9tq742LlJKbE1NbTRVUu 4MfKKJad5YiuPO1cpzcl+40G8bpuUqw77LOdcTlIku3meZbaVSCsiSRMVjLAMZUOgKSOux/uB94T bvvNfcv3X245C5J2+W+9qtv2uM29/brcX1xy/b7db7bNvljKjLNZXVlfRLJdxwyPElhOhuWmVJAd jX3kN1xw6oGpvll8ofjF3nvDbnf+Wpdy5um2js7dm2fj3i9y9J7F2rmtsbiq+xNs0uwvjXtjBYrc fanZe5sjuHrmf/R1S2jyVVR02SXfr7bppsDWQ+691fXQ11Dk6GjyWNrKXIY7IUtPXUFfQ1EVXRV1 FVxJPS1lHVQPJBU0lTBIrxyIzI6MCCQffuvdTvfuvde9+690ld5bz2n15tjMb033uTC7R2lt+lFb m9xbhyNNisRjadpY6eN6murJIoI2nqZkiiS+uWaRI0DOyqfde6LHR7c3z8mGi3L2QN59V9ASxRVe 2umxUZvYHZPZlGyu5z/f1RRzY7c+ztrV4VHo9h089HUTUJZd1GVqup27jfE0FTw68AWKhVJYnA6A nb38xf4/N3B/sq/xk6x3t3W+wtqPjaY9Abd2qnV+3Mhgaiiw2L2Hh8vV5jbOzcVgMPRQzpV5gz0m 2cQ9NDQfdPX1NPRsEtr5vsN83i62zZreW5tLdSJbpKfTrKCKQq5I8R6ElvDDKlAGOcZBc9/dz5t9 rfbTYee/cndrDZeYt3mjaw2G4Mn75nsXVy24y2qxsLK1DKiQ/WNDLcanaJCEGs2vUvWW8aTdW5u5 e46zB5Dtrd2PpttY3CbYrK/KbL6g63oagV9H1xsrJ5PG4Ouz9Rk80Wye4dwT4/H1u4K/7eN4IKDG Ymjoxb1j70Yf37r3Venzo+LXYHyG2rnNv9U7Z6Hqc52LtfGbT3Lv/ujMdpUmd6lymxK3cuX6V7h6 YpOu1Srg7I6m3H2HuDJ00lJktrZSoqZaVY83SLCGX3Xuij9hfFrNUOZ7h+OG4+4vjHvXeXyH7w6M +WGyx3X2DSYXvX5E1fQGd+P8uS6R7a6vothVp3B1HktmdHZLCPuTBzV60ePyMVNPt2opaauhyXuv dCV1T8W+089uXo/5U4Penx17KbfXy13f85d2YbYm69yt0vSY3tz4hUnxU2Nn/jv2Ljtt7m/v0cR0 vM+Qmyc+Kw1DvjL7jymWU4lapYD7r3RXaj+X32Ts3c3xv2t3F8t+q6Hq34y4v4ofIrdNPV9ob06z qnxXw8yeG7H7y3LlOncRV7a2FujZ++Pkk43lXb+3tkc7/dqmyL4inoKIzDJH3Xukt3p8M8T1x8S/ jN27it3de7ppdiQdaxbmz+ysA9LH2r3d8zP5lvwO7t7S7cp8vUQw15xM+b62r0p0qf8AK6pc0Wqk V6aJU917r//V2+cn/MB2FB8+tofArCbJ3RuTcGc2ZvHO7o7Yx9biU2BsbfG0dqbf7BqOoMlFJM2X yG/1673hg89WQQxrFj8ZuHFSSOxrVVPde6DlPnp3hid09udQb/8Ah5ktr9+7L6N2r8h9ibE2b2xF 3Xht2dZ7k7Il6yydVuWv6868m3xt3dWwspDLkMlhMNtzc1Vl8dTTrtx83XQvRr7r3QD/AMyDf27O 0P5efSu/N8bAyXV+6dw/Lj4a1GU2XlRm4qrHfa/KzZONosjFS7p27s7d+Pxu5MfRxZSjpM3hsNna SjrIoclj6GujqKSH3Xuiqe/de697917r3v3Xuve/de6B7tTc+/Pu9kdO9H4zH7l+SPfWdqNidJbc yglkw9Fk4qJshurtDe60x+5pOrendtrLnM/UDSZYoYcfTlq/IUUM3uvdbGvxO+NeyPh/8fdg9EbL r63MUOzqDI5DdO986sEe4+x+wNz5Ou3Z2V2lu+WI+Ftzdg72y9fl63SfDDLVGKEJBHGi+690kKHf dB8j+zuo811djcpluq+m98bl39ku4sjia/FbJ3tmKzqvsXqzE7a6hrMnT0U3ZGLqouzZcpNuvErU 7Y+3oRS0tZWVFRKKL3Xunb4++btLcO8/k7lUmah300+yOi6eeaOopcd0DtbL1KYneOIEZmpkb5Ab jhm3d97TuhyO15NswVUaz4yw917o1vv3Xuq5Nh0sWb6X+C2LqR9xF3325iO/ew6eILS1Eu4c7svt P5lVeSjpJFaSDF47vjH4YaNAWGFooB49UYX3XurG/fuvde9+691UD/Oyqm3X8QNlfF2mk8WS+dny z+K3w4jcSyRlNrdl9uYPc/b7mOF4Zamng6J2DumSojRw32ySMA5XQ3uvdU/9J9kNuL489jfyXNib lrtm03W/zN/mIbc+W2/MFU1OLyXRv8snrP5H7r7g3DVGXGzz1m09xfI/YfbWK6/2hHCQtNiazK1l M6thtJ917p3+B2QxO0f5bPwV+L2xtt/L2g+SfzUXvT+YxVdV/AbdnUfSm56XpDf/AGZuLP0GV7C7 V7U3BsjaPVXTOKwPcGycZCmEyNNnq/J0FFS0MctOaqF/de6WXRfzP+VXZf8ALg6Vo8b3F2Yu8fkh /OKwfwv+P/c27c3sbcXd8Pxh2f8AJWuzW8pd1b66/p6rYHYO9MX1B0rvjB1Ofx6T0+Wx8H3KytK/ 3I917oZ98ZHu35Odzfzke6NxfNr5OdCfDr4SVEPVfWGz/j3ufB9e5Gn7T6J+Lu2e2+8OxMlu+qwW YylVj9s7q3vJTR4WCeDGZaWItlkqFp6aCn917oDsH8q/nv8AKnP/AAx+OG6dv/MXPw4T+Vt8Yvl9 8q8j8Cd7/FbonvHsXvX5Grl8HtWHcW+PkZ3d0RDtXrnatDsHLVuTpNjSGWt3RX/b1HhxtJBFU+69 1el/Lgi+W1J8StkYr5tYvdWN72we6u1cJJLv/N9U7h7IzPWOM7R3dT9J53szJ9H7h3X1VUdjZLqJ cM2bbDV9RTPkBK7ESs6j3Xuje782RtzsrZW6+vt30cmQ2vvTb2W2znqSCrq8dVSYzM0U1DVGhydB NT5DF5CGOYvT1VNJFU0s6pLE6SIrD3XuqmtlRb5371NsDtvZXYZm7x6uq9/DYG+56Db+Wye58BT7 iyOMPWvem18Adp4CpyvYO1MBiId+4Kh/gcWL3fSfc49cZV4ugel917oR9zdyfLbfez90dq7bos/0 ZkNr7DXK9d9DNjusd85XsXe+GwlRncpH2hkK3F5yrpNr7t3FFDh8PisFltvZqLELJWV1XSZGvSgw fuvdHTwbfHb5O4na3YtHguuO3INm595tt5bcuz8Xltx9cb0xU1DWVlBJi924dd09ab/wNbDTmsoK qnx+Xx9TGizxRSoAPde6BTsX4CdQ9kb2332FX7p7Kw+6N71nU2Vpa/G5HZOWbrzJ9Mdi7C7R2fJ1 d/ffYe75dlYOp3X11QzZbA07ttvMSS1FRV4+Wtl+6X3Xui21P8oPqKTJpTw9kbxm2HB2ftTudtm5 nG43J1Ob7Mxm0etNk7z3dvDc8E+MrNw5HsLBdd18daI4KOMf383ZrWf+I4/+Ee690M/x++CmS6G6 w3nsLH927tzmfyFLsim2dvbNDI7hiw9ZtTqjYe1snmcns3dWdzmOji3V2JhMvkqjFYqrxtFSYOtp MXQNR/Yw1C+690usV8Vew8lS5Zuxvk/v2or8rXVYGO6g2L1r1ltDGYJ6anoqXF4qm3fgO4+x6TJN DC81Vkf71NM9ZO8lItDGsMEPuvdGl2DsTavWGytqdebHxbYbaGysDjNtbdxs2QymYqabE4mljpKX 77NZytyedzmSlSPXVV1fU1NdW1DPPUTSzSPI3uvdFW7B+NO7Nvb23D2j8cq7auNyW+socz2d1Fvz JZ3C9bb23FLBHST7+23uLAYjdeQ6o35VrHFLl56XCZfG7i8GqpoocjPLlh7r3TNjfj/8gd/Vkn+k 7sTbnTO1YP2f7rdBZGTfG7txi48s+W7c7N6727T7bw9dSyvA+OxG04cvTyRrU0+fjZvDH7r3Rker +hOoum5MnWdfbLosXnc6PHuLeeVrsxvDsTdESTNPTwbq7J3lkdwb93RT0LNppo8hkqlKWJVjhCRq qj3Xuhj9+691737r3QUd6bVz2+uke49k7VMS7o3h1X2FtXbjTVf2EQz24Np5fEYYy1w4o4xkKuPV L/user8e/de6dOqN9bU7P6z2F2Fsb0bR3jtPBZ/b1M1IcdUY7HV+Pgmiw9dimSGXDZTCljSVdFIk c1FUwyQSIjxso917pHfIzoDY3yc6f3b052AldBiNy09PPjs9hp/stzbL3TiKmLJ7W3xtLKAGXFbn 2rm6WGrpJl4LxmOQPE8iMR8xbFZczbRdbPuGoQyAEOpo8bqdSSRt+F0YBlPyoagkGUPZv3a5p9kP cTl/3H5RaJtxsnZZIJl1215ayqYrqyu4uEttdQs8UqHNG1oVkVGUqnxt+Uu89o72ofh980arF7Z+ SmIpEp+ueyhD/COvPlztGhCUtNvrr6rlWLHY7shU0Dce1da1VLWuZ6NJKSTTThfl3me8tL2PlHnJ 1i5kQUhm+GK/jGBLEeAm4eNB8St3IChos9e9PsTy1zDyxdfeL+7Vbz33srcSFtx22vjbhyndvVms b9ATJJt1dX7u3ShilhAiuWS4TVMbnu/pHZffGycjs3eWOoayOalrkxtRksfDnMZSVlXTNFE+c2pk XbbG/MDT1q09bJgs9TZDA1tXRU0lVRzGni0SJ1hr0Xr469Qd4fFvpzcG3i8fc8z9gZjcm2uujvyj GS2jtLNM9fuDHYDsHN7H2Ngt3bk3Ju6WszkeNkxGy9s4c5ZsTjUosdj6bze690MP+mvsnweb/ZQ/ kR5P+VX+8vxN8/69N9X+zQfafo9X+cvp/wAePfuvdM0w+UnZrRU6ptP4x7PmqJXqclTV+K7h74rc U0TRw0lFj6rC/wChHqrclPXRrK1VLL2bQVFGxhFNTzsJ4fde6Kb8t+2fjP8AByPrffXZNNvb5CfI Hdu6MbgOjdib13nvXsbdeW3T9zHTV+79j7Fhot2bX61rcNiqswVOb2ztWkrqtpYaBfPUViRyh3mD mjZOWIY5d2vAs0hpHEoLzTMcBYolq7kmgwKAkaiBnqYvaD2F90ffHdLyw9vuXGm2+zQyXt/O6Wu2 bfCoLPPf385S2to0QM9Hk8R1VhFHIw09Bhu/pj54/wAx/amIpO6dy1/8vT43Zs0VTuTo/rrJQb3+ SvZmDdYzkMRv7sWsoMNtrrfDZankYJi48Xk5BG0kOUo5W0CIH/uzmfnru5gWTauVDws0el3cL5fV Sof0Y2HGCIljUq7ig6yQXnn2K+6gGh9n5rPn/wC8BHhuYrm3D8v7PKPiOw2FwpO43kT/ANnut9Gs CFEltbZg7Usi+Ovxi6Q+Kmwqbrjo7YuM2dg1FLJlq6LXXbm3VkKOmWjgy27ty1pnzG4a+no0Wnp/ uJWhoaNI6SkjgpIYYI5HsbCy2y0t7DbbaOGyiXSiIAqqPkB+0+ZOTnrC7mvmzmbnrmLdubect+ut z5mvpTLcXNzI0s0rnzd3JJoKKowqqAqgKAAYL2r6D3Xvfuvde9+691Qh8osB3Y3f/wAtty/Evo3u PcO/+0fjn27tDf8AnO0unKXFbL2r21tLpvM9W/GTfnxm7pzKUOZy8u6NwbkWjzu3MbNlcJHhTXZm Y4OuFTHuD3XuknvvpL5e/GXDTdKdGbk+QlT8SNqdofHDqjN57NVnd/cHYdL1VsT4ob2ye8d09VY3 oLJ4z5C7S2Hvfuiq2Ft/IU3Xz0keBqMVkVxtFRY2oyEtJ7r3Xt0fDX5C92UsG1e9K7tztOoyOD/l v/HfJdp4HLdjdD125usNhdt9k/IH5W7v3XBt3eeA3hU4fsHqfeON2PnKXJVU7nc2Lp6vxrkIA8fu vdWFfzJ8fT4j4ZTYulkrpaXGd5fBzH00uTymSzeSlp6L5ofHamhkyGZzNXX5jL1zxxAy1VXPNU1E hLyyO7Mx917r/9bY+w38qftXqb5e/H/5D9TfL3uPfGxutd4fM7tjffX3dk/x2jrs12H8nxt7MHD4 bdexPhzRb7zWy9yZ/GtQ5mpzufrczgcBjcXSYGaGGnanPuvdC78MPif231f8q+/fkfuTpXoX4pbR 7j6923gd2dNdF9sbn7pj7f7nx29dybnyfyC3vuDO9PdL4vamWx+DzbYWjhx+PqqzOQVUk+TkhNDj 6dfde6Tv87rbmF3h8K9v7W3FR/xHA7g+WvwzxWXoRUVdH93QV3yR67hqaf7qhnpayDyRsRrikRx+ CD7917qmT/ZG/i3/AM+v/wDX27E/+y337r3RlNs7bw2z8Bhtrbcov4dgcBj6bFYih+5q6v7Sgo4l hpoPuq6eqrJzHGoGqWR3P5JPv3Xun737r3Qfdn9j7f6n2Rmd9bkTJVVFjGxtDj8Pg6GXK7j3RuXc OWodubQ2ZtbEU48+Y3XvPdOUo8XjKRLNU19XFGCNVx7r3Vp/8tv4Rbm6Uo8/8m/kjjMW/wAv+78D j6DO4ajr4NxYb439SxVC5fbfxw2LmoQaGukxdYy1+8s1RhY9y7n1OjyY2gxMdP7r3Roe7M7Xd0Vu f+M3X2JXP0GRbD4P5F72myEdDtTrfr7Oy4mv3N16alKetqNw9vdk9d1tRFRYamj0YbG5CLK5eakh qcRT5j3XusnyT3jjtwY+n+L2yN00NP2z3PDjNt5HB7fy0a7z2B0jnKmto+0O2pqLF1aZjZ2NxmyM Vlsft/OzxpQf3xqMZRh3mmSJvde6NLjsdj8Rj6HE4mho8XjMXR02OxuNx1NDRY/H4+ihSmo6Gho6 ZIqekoqSniWOKKNVSNFCqAAB7917pEdsdkYPqHrXevZu4lmmxWy9u5HOPjqMGTKZ6up4SMRtfA0k aSVGT3NurMSQY3F0UCS1NdkKqGnhjkllRG917qtHszF7q2LsjYXVdPn6vDZzov4l9K/HjP71wc7L VYrfny+7P6k+PmO3nsivovHNiN7dZYDrLOV8E1onRNw0ZBSGSTV7r3S82riW+OvZWxt09bYvNU3U 26cnT9d9rdWbWTNZDAY+p3dX4XG7J7k2zsynqqjFYjNbT3NBHR7klx9HSvkcDmqvJ5CWolw1Kje6 91Y/SZ7BZHKZjCY/NYmuzW3WoE3BiKPI0dVlME+VpfvsWMxQQTSVeNbJUX71OJ0QzRetLrz7917p Adg9IdWdqbs6h3v2BtGl3Nufobe1f2N1LkayvzEMezt85HaO4NiVW5abG0ORpcVksmNp7ryNHE1d BUrTrVu8QSSzj3XugtoPhJ8VsVk/lVm8X01tvG5r5uY8Yr5T5jHVefoMr3Bj12hldiJS5vI0uYhr MTHHtfO1sCfwt6ApJVzVCkVMjzH3Xug/7T/lrfCfuXC9Ibe330pHLj/jn1//AKJeoG2l2D2t1vlN s9TtiMDganqvI57rbfO0s7vTrPI4jbFDBWbfztTk8RWrTgz08jM5b3Xul1sX4OfE/rHb3x72hsDp Pau1dqfFPeW+ewfj3trFT5uLA9Yb07Jot+Y7eW4MHiXy0lBVV2Upezs8I/vY6pKJ8jJJSrDIsbJ7 r3T0fiB8cW6p776R/wBGOPXq75Q7k7d3d35taPN7qii7K3D3wagdtZDM5aPOrnaX++UFU8E0VHVU 0FPS6YKdIYUSNfde6DnvH+XX8PvkTmuud0dk9W5ak3h1Ns0dc7A311V2z3P0B2Bgeulkp54+v239 0L2H1rvLMbFgqqZZo8PX11Vjopy8qQrJJIze690Y7ZtH1d1JiOuui9r5XB7dh27s/E7Y682Jkd1P kNzz7T2dhhjaBKMbjy2Q3ZuYY3EYdvuK2eSrqZTDJLUTO/kc+690J/v3Xuqo/kzuFeiO5vkf2Bia DbuIrNxfEjb3ZWzMVWYuXHY7sTsrpeq79q+xMpWzYyrp5tz5jGbZzOyaXKtFGmSixf2SmaSJIVpv de6FjbnwizvXNfNujrjuusqN/wC78FjMf3Fu7uHZVT2Y/Y+dwuW3FmcVumgxu3d9dYJsWahbd1dQ QYuhmkwlHh4qGjpKOmWjMk3uvdBpQ9OfIiDuTr/dFL1bSbS7MwG/tp43sP5C7C3jtHbnVHavSeFy Jl3Nit3bLq8/uDtLPvmtn1VdFg9uZbDZNNqborEeiz/28UuXqPde6tP9+691737r3XvfuvdYXdI0 aWVlSNFZ3d2CoiKCWZmJAVFAuSeAPfuvdE23P8ytr5F6jDfHjauS+RW4h91TpuHbuSh210Phq6JW iibc/e2QoclgMjQRV6mmrodmUO9M7jZVbz4tQCffuvdB6K75N7lMdfu7v+HY1T442jwHRfWmxcbh KbyQq01JlMt3XiO7MxuSopKl3VK2lXAxzxqrNRREsvv3Xus8UvyKwcn3u3/kjl9x1hLg47uLqzq7 dG1hG8SRi1B1FgegtziohYGRGOaKaz6kZBo9+690oaD5S9hdeord+dYw1W1qaJFre3OjTnt44yiE fpqMzvPp2rx8vY+zcXPLLGsS4Gp34tMiyz19RR00TTe/de6OZt7cOA3dgcNuramcw+59s7jxdBnN vbj29k6LNYHPYXKUsVbjMxhsxjZ6nH5TF5KjlSWCogkkimidWRipB9+690++/de697917ov2S+Mv Ulfms7nqGm7C2dV7oydfm9w0fWHd3dvUm38vuHKyifM7mrdqdX9ibR2xLurN1A8tdlPs/wCIVs37 k80j+r37r3ST3j8aUpNs5uv6h7D7n212pjMbkcl15mN2/Ir5C9gbNp94U8bVuDg3tsbevZ24ds7s 2bXZKJKbJUVRSNI2OllWllpajw1EXuvdFn+Tu6Omvln8Zew+vuxOs9zbc3xiNk7f3nntq9s9Ub72 /u3pmWq3HSbY3Xv7rfc+XwW3sDvbdvVEpyEtDkdqZqpxOUqaWnArzi8hHUTE2+cv7TzHYybbvNkk 9qTUVqGVhwdHFGRx5MhB8q0JHUj+1nu57i+y3Ndtzp7Z80XG177GpRiml4p4m+OC6t5A8F1bv+OC eOSMkBtOpVYFL3H8cflL8Y/lX1XnuoN8P8567b+K3H2NTbS773rWbR732R1Fs7Y+5OpIth0/e82V quvZts7p3D3H/FIaPJbdxz7hy+CWqqJZpMO1ZTAtdt5/5Y7dnv4972heEN03hXaL5Kl0AY5ftnRT Sg1+fWTU/O33RffYrL7jcpXntf7iyj9Tc9ggO4cvXEpNWmudhd0u9vFMadruZY9Wp/p86QIW5f5w uXwm3pN+/wCyZd6YfrLb+My9bu7sfcmN3LnNgVtft7IZ3HZ7D9cdldGbB7v6s3TR0EmHJTL1+dw2 MmqLwF441nq6dUPcJLf9PeeVN6tJhg/4o88dfRZbYzK3yOK+nRHJ9zy83kfU+233g/bHmLbnGpAN /t9qu9GO6Wx3tdvniIr3LRwvDVUgdLXav85TovufcMG0/id0p8lvlZnmiyVRkj1r1vDt7AbepqAr RCr3DuXsjMbQxeJpGz8qUMjyMDFKHOltAVvP7gxzUTaeUt7u2PAi0eFK/OS5MKgV4nNKHHW4fud3 e2apvcD7xHtby/bIayK3MVvud0FyapZ7Mu4zOxUAqp0BtSgNWtBByEf80T5CTw0McHTPwG65rSgy eQp8xSfJT5Ix0qunmpcZ4Mbjuj9uVGSp1dGnEuYkomkVoWlaPUzOn3J3/tf6TYdvPHSReXlPMA0W 2jr6jxSvlWgJMEl+5L7Qjx7f+sHuzzdGDpEscnLfLgY/CzJrl3u7EZofDb93pMBR9IcqhhegfhN0 T8e83Xb9wmKz3YXdGcp2g3T8ge4s/V9j90blEsfiqI5955vU+BxtTEQjY/Dw43HFFUeDi/s82Hkv Y+X5pL6CKS43lx33VwxmuH9ayN8IP8EYRP6PUV+7P3mvdT3e2y15U3TcLTZ/bS1cG12DaIE27Zra hqpWzgoJ5FORcXj3NxUk+Lno3nsW9Y+9e9+691737r3Qedndk7Y6j2Xkt97u/jT4fH123cRHR7b2 7mt2bgy+e3fuXEbN2ngMHt7btDkctlMtuLdWfoqGnSOLQstQrSvHEryJ7r3Vfu2/ndvzvvtrB7b+ MGwMbn+o5sbXS1XZO8cTmWyG6FrsbsOni3NtrbAz20shtfC9XZDuLZeezON3AtJldy7RzVTUYoU9 RjvHWe690crC9Y9sfxCgzW6vkpvytrY8jS5DKbZ2bsPpravXNZHTzRSzYXH4vcvX/YfZGNwddHGY 5PJu2ryCpIxjq0bQy+690Pfv3Xui6d5/FLoL5I1W3a3unYR3pVbSp8lS7fl/vRvTbv2EGXlo5shH o2puPBR1X3D0EJvOJGTR6SoLX917qr/55fy//iP1F8e6bsbr3qX+7289r/Ij4YVeCzP9/OzMt9jP VfMroTGVEn8Pzm88niqnyUVbKlpoJFGq4AYAj3Xuv//X3+Pfuvde9+691U7/ADk/+yS9kf8Ai5Hw q/8AgluuffuvdV8+/de697917r3v3XumLq7Z1L2//MC+D3V9egr8PsHMdwfL3cuJ4lhraLobZuP6 92PNkYhytLg+6fkFtfM0zmwGRxFORex9+691sYd5b7yXVvSvcHZ2IoqHJZbrnq7sDfeLx2Tkkhxt fkdobTy+4KKjyEsUsEsVDVVGPVJWV0ZY2JDA8+/de6SOHpOv/ib0er5zLVlTi9sU8uT3RuRsWa7e nafZO7MqJ81mxgsFTSV27O1O4OwcwzU+Nx0EtXlM1ko6SjhZ5IYffuvdQOnMXmdjbI7E7e7aom2z vDszPZbuTsHb9MZc6dgYfG7Twe29rbGiXCyZv+KZbZfWeysZT5f+GPVUmR3GMjVUK+GrjT37r3TB he1fkD25hqDN9U9SbZ632fuPG4vIbf7B743dT5PNyYvM0VPlcfuvEdLdT1Wfj3LhZ8fUpoostvfZ +U8jESxQaPX7r3Sb3vgMV1dDh+3/AJFdgbm7x3vQbiocd1H1nt7B0G1toVXaWa88W2tu9PdP0uVq hnN85J6ctSZTd+c3DUbbp4azILk8TjUyVQnuvdBn3Ttur6g+F/eHZXb24NrY/tavrk+TnYNdT5iG j25V9l9aV+2OwdndZ7ayWbSgXLYnau3OrMLs7FztS0dRmabGJWz00VVV1Cj3Xulbu3Aybq2tuPbE Wf3BtWTcWCyuETdG0qymxu6NvNlaGehGa25kK2iyVLQZ3GefzUk8lPMsU6KxRrW9+691V9Luz5Of F7vjauVqD2723u3e+5+gOmcduvGSbRzcHyD23gKfNb77Aw+Rh7h7Tz9P1hjcdtyu3h/AdvbahwNV S57GNuLdW64dqmb+H+691eT8fe7MD8h+qdu9r7bxeQw2Lz1ZubGrQZCuwGYX7vae6MztKur8NuHa mWzu191bTzVZhHrcLmMdWT0WXxFRTVkLBJgq+690Nnv3Xuve/de697917r3v3XukX2HvjBdY7A3z 2Vuhq1ds9e7P3NvjcTY2jkyGSGC2nhq3P5c0GPhtNXVwx+Pk8UKeqWSyjk+/de6qb7D29vjMYzOf KXtnbGLk7iwef6N7Fh2Vsenj3HV9bdV/Hvss9nnqXZm4o8ZFmN47xye3M1uimyeUhghfNVucmpKe nSgWmpx7r3Vv2Bz2E3VhMRufbGXx24Nu7gx1FmcHnMNW0+SxOYxOSp46vH5PGZCkklpKyhrKSVZI pY2ZHRgQSD7917pJdndS9X91bVqdj9vde7N7M2hVSNUSbd3xtzFblxSVjUVZj1yNLS5alqo6LKQ0 WQnjiqofHUwrM+h11H37r3Qj+/de697917r3v3XuktvDemzuvduZLeG/t2ba2NtHDilbL7p3hncX tnbmKWurabG0RyObzVVRYyhFZkayGni8sq+SeVEW7MoPuvdAX/s5PxcW33Hd2xqDy00tTQfxTIT4 n+NmLxWottfxOmpP70Zer86fbUOO+6rKvV+zFJ7917orWfhzXypr6jcvbFBn8X0elfUL1z8f83T5 HA4/eGHoqyM4jsnv/aeQocZmc1l86aY1mL2Xm0/huCo5qaXK407ghH8K917oa4YYoIo4II44YYY0 jhhjRY4ooo1CRxxxoAiRogAAAAAFh7917rP7917r3v3Xuve/de6T3xRxa7E7d+QXWG24kxvW4wXV HdGF23CFXHbe3729ubvDF9njbtKhWHDYLctd1rj81NRQxpE2eyWUriWmrpre690arsntbYXUmGos 5v7OtiabK5RMHgqChxOb3NuXcucehrcmuE2rtDa2NzW6915lcVjKqsekxtFVVCUdLPOyCGGV1917 ogm3O3PlocfuLs7a2Zxe/sPlN/do5PCdIdzbE/0X56brnHdh7oxvWeI2PvXD4na24Otq/M9eUePr mG9dv7mrpqucR1L40NIYPde6sK6235hu0+udg9nbdp8lTbe7G2VtbfmCpsxTxUeXpsNu/BUG4MZB laSCprIKXJRUWQRZ40mlRJQyh2A1H3Xulx7917pC7p60653xlNsZzeuwNk7wzeyckMzszMbp2rgs /lNo5cNE4yu2MhlqCrq8Bkg8CHz0jxS3RTq4Hv3XukLvr43dJ9nbxffHYWxKPeWXqtt4PaeUxm4M ruDJ7H3DgdsZfcOf2vS7s6zqMs3XO76ja+Z3Zk6nGVWUxVXV4+WumNPJHra/uvdDZDDFTxRQQRRw QwRpDDDCixwwwxqEjiijQKkccaKAqgAACw9+691I9+691737r3Xvfuvde9+691737r3TLnKx6DFV c0NficbWyrHQYmqzjlMV/HcnPFjMDTVax1FJNULXZqrggWGKRJp3kWOM+Rl9+691TMfh53d8m+xt hb773/geI3l15UYjrjs/tXbc25OqOzMfubobLdqS7W7B6QhXaG6cTvHqvvebe+zuw6PAVGZosJsj fG1aSuMeYyNM9NS+691a91H09srpTaj7X2bQqGyOWyW5t27kqqHB0m4t97zzk5qs9vTdsu3sRgcR VZ7MVJF1paOkoaOnSKkoqeloqenpovde6FX37r3Rcu6N2b06lzWA7ehyM2Y6cxkUO3+69oy09Ar7 N2xVVskkHe23cj9vFWGHr+oqr7roKmc08u1vNkaZkq8StFlvde6Mb7917qtL+avtd818XcTnINy7 q2/PtX5JfDSslocFkqeLDbqx9f8AMfoGhqtv7sxGRocnQZHHfcNBVwzwx02UpKilUU9XFDNVw1Pu vdf/0N/j37r3XvfuvdVO/wA5P/skvZH/AIuR8Kv/AIJbrn37r3VfPv3XumnN5vC7aw+V3FuPL4vb +38FjqzLZvO5uvpMVh8NicdTy1eQymVydfLBRY/H0NLE0s08zpHFGpZmABPv3XuiJ4HG7l+am45e xK/c/bvWvxVxONkx/UOG2F2B2B0hvXvjKVlRHJXd07h3B19ndpdh4XrOClpUp9oYz76kOYgqKnKV sDQS41R7r3QqdIbK7H+H/wAv/j53J158kO6t303avcnRvxV3H1h2nH112Th67qDtLspoNz4Wk3zn +u63uLF1uLy+Vg3AlfDuKOonOEhpq+SrpUhSn917rb03VtjA722xuPZm6sZDmNsbuwOY2xuPEVDT JT5XA5/H1GKzGOneCSGoSGux9XJExR0cKx0kGx9+690Qqj2923u3fvX/AFjuDsjZ+I7q+MUm4t27 Nz3Z/WeX7G253psDcuBl692v33h8dt3s7qWel7Y2dgsvkdt7s8FZJTYzKZyrmONpqDObfnb3Xuh4 qM18u8lTJtqDYPR+0cxNUQw1Xaf+kPdm+Nq4/DoIEqszjetH2LsjcmV3ZVyCQw4OozFJjKONlkfN 1bxGmn917pSbTwmxfid0NFjc3vHOT9f9U4POZOt3NuWjoKnI0ODbKZLODGY3AbC21h8ZR4fBpkBj cFg8HiIYKLHwUuPoabRFFH7917oI8Au6Ozfkx133Thunt+ba2Vguruxdg5LdXcON2ztmapxu4svt XPYDM9Z7OrdxZftrZG4KjL7dmo83RZfb+1hmcZPTzVks74jF07+691z+be1Pudg7Q7aqMRjdz4D4 97uyXae+NqZmOlqKTJ9dNsHeezd+5vGQZFKigG6tibZ3VUZyjBieor6agqsTC0T5MzR+691k9+69 0jd9bB2V2btjJbM7B2rt/ee1stGErsFufD47OYuZ0u1PUGhylNVUorKSW0kMujXFIAykMAffuvdF x+OPQe4Pi73ZuLd2ytwVWN6Yye22qd17H25T4vI1nYlZg6bd1JsnCVeDzWJO4KjsHEtm2yu4Oxcv u3M7m3rXy02PnjocTjqKlp/de6tW667F2b2vs/E772Fmos7trMirSnqRT1dBW0eQxldU4nOYHO4f JQUmY27ujbWboajH5XF18FPkMZkaaalqoYqiKSNfde6XXv3Xuve/de697917oFvkZs3Odi/Hvvfr 7bMaTbk33012hs7b8Ms6U0cuc3PsjOYTExyVMsU8VOj19dGC7I6oDcqQLe/de6LZtHeOB3rsrbHY GEqG/uzu7a2F3jiKuuQUb/wLP4mmzdBUVccjEUrfw+rRpAzWQ3BPHv3Xulz8HExs/RL57b5ol2hu 7tnvbdWyIMQIW28+0Mr3FvUYXcG2Kukllx+U232FDAdz0VZSgUtVDmxJCZI2WaT3Xulr8oN/bv6+ 6zoqvY2Vxm3Nxbq7D616+pt25jGxZeg2nTb43ph9v5DLx46qngoKvPTUVU9DhVqmek/jlZRmaCrj DUk/uvdE5z3R+Nz1LuPJ9tdod29y/wASnbLZvF9h9x7l211tlsdj8RiaFNsZ/qHrKXrvoau2TNBg leuoq3bFRS1z1FVLXLUmom1e690ZH4G7SqdpfFjrQ1GFwe1Yd6vu/tnEbL2vVS1m2ti7Z7h3vuTs 7aeycKzbe2qsEG19s7rpKSeKKgp6eOtimEIMWhj7r3Rw/fuvdBD3j1YvcvW2V2Iuek2vXSZzZG7N v7gTHR5iHEbt6133trsrZ1ZksLJVY/8AjWEj3TtKj+/okqqOarojLDHU00jrPH7r3RMewx3n0DgK Xffaz9Xb56uw9fQUHY29Ng0O7Nj5vZeIymQo8TB2RU7I3Dkt8407HwVZWpU7i17iRsDhkqMh5quO lkjPuvdC57917r3v3Xuve/de697917oON/7g3Vjanr/bGxKPA1u9Oyd90uydvR7nlycODp2i2zuj eucyFe+Jp5qvx4zauza+oC3TWYgoJcqj+690EmBym4uxBkt+9dZufpD5UdaRR9e9k7Vqqpc5hsXu vCwncMfVHc22mihpd/dbVNVnTkcDmaeKkyTYPMnKber6OLKzPU+690KVPT9jdg9pHtrtzBbL2zXb b2Umwet9m7L3nm+wsbt2mz1dT7g7L3XU7ozfX/WFTLl985DF4TH/AGRxcyUNFtqKeKq15Orpofde 6JN80PnH1p0Z2T138ad477pOq5u88VTrmu5qTLz1eR6X2dXZ5sNnty123sNj63P4LNZzDU9bS7Rz TR1GOp8/GamujWhx9UXA3NHP+y8nbttG378Ghs75H0T0LIrxlAyyACqrR1IcagCe4Ko1dZV+xP3R Pc37yXt97lc4e0fgbjzHyvcWoudqJWK5nt7uO4aOa0kdxHLKGtZ1a2k8JnCjwHnlbwRdh1NkOr8j 1xssdK5bZ2Z6rxm3cVgdiVOwMvjM5s+HbWAoYsPicdgcjh6qtx0tBi6KiSnRY5GEYj0nkexfaXtn uFtHeWF3HPaOKq8bB0YfJlJB/I9Y4cx8scycnbze8uc2cv3u18wWzaZba7gkt7iI0qBJDMqSISCC NSioIIx0g8133Uw733bsbYvS3b3bdVsGqxGI3xndkN1PhNubb3PmsFg93Ue1Ja3tntTrSszeaTZ+ 5sdlJmxVPkKKnpq2KOSoWqLU6quiPoFaz5t5/wDv1l+uNufCr5f753RtyopKLdJ2fS/GSu2ztXJ1 1BRZiiwm4t/ZL5N4rYWN3JPgspRZBsW+T/iVPj6+lqJ4IoqmB3917pryXz8x23s3RbN3r8bu9Osu xMlT480Wxu1N5/EXYVTkMhmquqpMJidubny3ykOxexayuaKJpf7pZTcIoGqY6er8Fb5KVPde6GjD 7W+WeRxOLyG6e5Ol9t7jFHBWVW3dndHbmyu2KTJ1Pinq8Jl8xuXuh85u/F4mxpoq2hTa89YNdQ0M HkSng917pj31nO+utcBNuffPyJ+Ne28KmQx2Npaiu+M/ZclRkcplKmCixe3cLjaX5ZzZPcW6M/Xv 9tjqChhmra2pljhggmlIR/de6GnpndO5989PdUb23xgZtq703j1rsXdO8Nr1GFzu2qjbe6NwbXxe Wz+An25uhE3NgJsPlquanaiyKrXUrRmKoAlVx7917oTvfuvde9+691737r3RVqLE4vtb5Obvyudg h3Ftv444HZG3tl46t01GJ2z3jvegy28+wNxNiX8lFPvLD9VZfZcWIyUi/fYihzmUhpWiiylX9x7r 3Qrdq9nU3WOJwEsW3sxvLdW9d2YzYuwdkbfmxNLl917pyVHk8zPTxV2eyGKw+Oxe3Np4DKZ3K1M0 +qnw+Jq5IIqmoWGln917oNX+RrbHrcdjfkH17muk6fLV1JiMf2LNmMXvXo+tzldKaekxVR2RhxR1 +xmrat4aejqN5Yba1Jkq2qp6Kilqa2Vab37r3WPPd+Vu8txz9cfGym2z2VuyiZIt7dhVeSlrOm+m 0niieFN2Zjb8jT717CemqVq6TZeJqqavnpxG+Tr8FSVlFXT+691H3j1D3x2dtnM9e9hd19aJ1/vG hn29vul646K3HtHeea2fko2p9w7aw26t0989k4jba7nxbyY+rrRhqqtgoamY0MlHW/b11N7r3Rqf fuvdV/8A8zv/ALJDy3/iwHwn/wDg2Pj17917r//R3+Pfuvde9+691U7/ADk/+yS9kf8Ai5Hwq/8A gluuffuvdU+91fIzrvpIYfD5mXJbr7L3f5o+uemdi00Of7V7FrIWEciba2wKmmMGHo5CPv8AM18t FhMVFeWtrKeMFvfuvdA1h/j1vzvXKYzfnzCq8VkMTR1lBndnfFLa2QkyvTWyK6iqErsVkOz8tLSU E/fm/wDFzxxSiSup6fa+Nq0DUONkmhjyUnuvdHh9+690FncPXU/aGwsjtrF7lyuyN20dft/d3XXY OBfx5/rrs/Ymdx28et9/YVz6XrdpbzwlFW+B7w1cUT08yvBLIje691eR/L/+aWM+YfUk0m56Cg2L 8k+pWxGzPk903HJOtT192JLSTmDO4BK29VmepOzYcbPl9n5tGmp8limMTSCuo6+npvde6Gb5J7Pz GQ2XD2dsShqqrtzoyau7J66gxrmGv3X/AAuglbeHUlVJcw1GB7i2rFUYOZKmOpp6KvnostHA1fi6 GSL3Xuhx29uDDbswGD3TtzI0+X29uXD4zcGBy1IzNS5PDZmihyOKyNMzKhanrqGpSRCQCVYce/de 6mZHHY/L4+uxOWoaPKYzKUdTjsljcjTQ1uPyGPrYXpqyhrqOpSWnq6Krp5WjlikVkkRirAgke/de 6JduvbfbXxY673vufq7euxst0V1ZjarfuP6X3l1/uKv3XtjrbatFQ5jenWvWvaWO7RxGPxOJo9v4 rJttKiym3sjT4eeop8cJ48RTU0FJ7r3Q6fJLaO4ewPjr35sPaVAmU3ZvbpbtTaO2MZJWUmPjyO4N ybGzuGwtBJX18sFDQpW5GtijM0zpFEG1OwUE+/de6LB112LtXtTadBvLaFbNU4uqnr8dW0VfR1OK z23dwYWunxO5No7swNfHDlNs7w2pnKOegyuMrI4qygrqeSCZFdCPfuvdLz37r3XvfuvdBVkendl1 W4Mru3Dybx2HufOvFUbgzXV3Yu/urpt0ZKlo0x+Oy+86DYO5NvYbfmWxNDEkNLPnKXItBAghW0N4 z7r3S36a7I3hsTt6DqPtDs3M732x2HtaLIdO7l39S7SoM/Hvja1XlDvTrFs/tTau0MTuCeu2XV4z K4Omro6ncVXFic9VSVNbDTyGj917o93v3Xuve/de697917ojNV8B+q8lBitrZzfPb2d6ZwW4du7h w3QFduHa1L1hRDaG4qHde1Nr1GRw2y8V2vntgYLN4ym07eye567C1VBCuNq6aoxd6I+690crOZzb +0MBldx7lzGG2vtbbeKrMvnM9nMhRYXAYDCYqlkqq/KZXKV81NjsXicbRQNJNPM8cMMSFmYKCffu vdFU378i/iJ2ZtjLbIy2+sZ2zt3NGliqqPqbGb57Tn+6x9TTZrH5XCZjpfFbjyuKzO2crQ09bTZP H1ENZh8jBDNHPT1McTL7r3QPbP6h+EHcmdy+wqDeHa+4slksdLntzdF9p96fKChyO49uY5cVhqrI 5nqHufelHunKdbumRgo8lSJRf3WyrZDRkYKqSZPfuvdWRIiRosUSqkaKqIiKFREUAKqqAAqKBYAc Ae/de6ze/de697917ppzOGxG48RldvbhxWNzuAzuNrsLnMHmqGlymJzOJylLLRZLFZXG1sU9Dkcb kaGd4Z4JkeKaJ2R1Kkj37r3RVZPh1tXFxJTdddu9/dYUCoyPQYzsGh7OpmBiWKJaU/IrbXddRh6e lWNfFBQSUlPHpsI9JYN7r3Rdu2BSdG1jYB/l1Wbs38lPHXYfqbKdK7e7m7dz2PyDVKUtXUdd9FT9 W7lGKNUviTNvTYjA49VRshULGJJj7r3SD27uP5L5rcu0Bk9r7jwWK/j9Od1fx/r7pvZ2AXan2Vec mJKnavy2+Q+7Krc33i0woFpKampAGk+4cjTb3Xuja+/de6C7smm3TQVPXPY2ysN/ejcvTnYtF2BT bPWroqCo3fhKvbG6+ut84DE1uSmpMZDumXr7f2Vnwa1dRR0M+cgo4auqpKSSepi917oVRgPjh8xE h7N2Bu/JYrsnZ9NFtKo33sOrqdi909d65P43/o77R2VunENVwJBJWvV/3T33t+spKaao+8SgSdo6 ge691Bb4udrziTDzfKTc9LtsRTpT5zEdU9Y0/bwkYwimmq91ZbGZ3qioMUcLeRY9hwCSSRiNChEX 3XugV73/AJTnxl7y21iMbkIdyYrde1du9nS7T7Gnz2Zzu+l7d7Gk65lp+695bpyOSbP743Rs8dX4 yjxVHV1K4yiw+vG08MNFFQw0YF5y5D2nnVbZtykdbi2hmWBlJHhSymIibBGpkMK6VJ0kFwa1BXKf 7tX3s/cH7sUu9Q8l2ttNs287nts27QTKrC+sdvS/jfbSWVxFFdJuM3iyqplV44GjKhJFlFb4X/I3 cPYFDuT4+d54rG7G+V/x8pcXge0toUED0WB3ltzS2P2r3b1eslLRQ5XrXf1PRiVRTJ/uIrWajqEi Pg8u+TeYp9wS52HfIlg5p28Ks8YFFkTglzDgaoZQK4/s2qjAdtdfeV9mtn5Qu9l93Pa3cJt09gub 3ln2u7kYPPZ3H9pdbLuZDOYtysGcqfEP+NwhbmJpB4uhf59sl0X3W2+fuJKvqH5Ebs2htzfyVUxk k667vqsPt3rPrPd9C0mqVtpdrUmFwm0a6kjJFFn48RUQQhK/L1MY56xZ6ndo9CumYy/c3Qwodh9/ whMrPLBX12B2J3dNjaOKmi2V3nhsZFVYvcFJmcfRxY6k3PLj6zce118c1BK9OlRj6z3Xugfx+Tyn zQj3lts9hbi2H0juvq3qnL5frvHba2tQdg5/ZvbO3M5PunbG7M/nafcdZthMnUY2v23lVoKeGupH o8hT0lZS18P3NP7r3VgPv3Xui+dt9Z733Jvrq/tHYWS2PNuDqvH7/paDaPYuHztZt7M1W/IdsUD5 zF7gwWYiqNibww2Hwlbj6bL/AMIzrDGZvI0gp1Srkf37r3ReevPnView+yN6dQbPrfit3J2v1xVZ Kk7B6k+MnzZ6w7d7c2JUbbzB27u+g3p17u/bfTmV2rltvbhBopIK14USqR4amSlmCxt7r3RhH7k7 IKMIfib30ZSp8X3O5/i7DTeSx0eaWH5HVc0UOu2pkilZVuQjHg+691hl3j8oaxvLh+h+pKOkEkcZ h3t8jNw4TNFRJT+edaLZ3x77GxJpxDJIYr5ASSSRhXSNW1j3Xuo8u1PlNuKFosr3F1P15Q5CMJWU 3XXT2a3DvTAAVALnbnYXYPZFfs2urHhSwmyGwpoU8jD7Ziqufde6Enq/q7bXUu3J9v7dlzeSqMrm snundm6d05epz+7t67wzkkcub3VujNVWk1WSrjDHFDBBHTY3F0EFPj8dTUeOpKSkg917pGUex947 n74r+xd6pQ0GyutsLLtXpbbdLWjJy5bL7sx2IrewO3dyKY0psXmo4kG18DRxq1Tj8dFl6mSpljzw pKH3XuhzqKenrKeekq4IaqlqoZaeppqiKOenqaeeNopoJ4ZVaKaCaJirKwKspIIt7917qPjcZjcN Q0+NxGPocVjaRWSlx+NpKehoaZHkeV1p6WljighVpnZiFUAsSfqffuvdOXv3Xuve/de6qz/msdv9 abc6AxvVuU3bjj2PvLv74Vz4LY+NjrM5uh8XF8z+iqiXcuWwuDpcjXbb2bE2LlgbN5JKTELWtFSm pFTPBFJ7r3X/0t/j37r3XvfuvdU5/wA8XaGO3v8ADDaG38rkd04yirPl/wDDennqdnby3TsTOCLI /IHZWHqPtdx7Ny+C3Dj5o6XJySQTU9TFPS1aRVMLx1EEMqe691V71R8fum+kBmZes9h4rb2W3JIk 26N11E+T3HvvdskTM8Mu79/7prs3vjdclOzsY2yOQqTGWOm1zf3Xuhm9+690iuxt5Qddde777Aqs Zkc3TbE2bufeVRhsQiS5bLwbYwldnJsZi45GWOTI18dCYoFYgGV1BNvfuvdPfWHSn8wzt3rTYXb/ AF90v8KN8dfdmbYxu7to5fYnzu3rucy4fL00NZRPkK4fDLGbSll8UxjkOKy2WgSoikTyFVDt7r3V kfwF+HPanxu3T3d8m/lJvLrPG9ndpbE2Bsip2N1hmMpleqOneqeocl2Lu7Hx5Ds3eW3NjZ/sLdVf meycrV5XMVOHwWMo6SKCnpaJPHU1lb7r3RnOwfk3tzeG0c1tf4v7nxfbfbG66dtqbGzWwqLJ7/63 2ZuTPwQ01Jvbsffu06HL7K23tPYtNXjM18VXkIayvpqU0dDFUV1RTU8vuvdGX2RtDDdfbL2hsLbi VEW3tj7XwG0MDHVzNVVceG21iaTC4tKmrYBqmoShokDyEAu1z+ffuvdKz37r3RefloxX4q/JlgjS Ffj73MwjQoHcjrnchCKZGSPUx4GpgL/Uj37r3RhvfuvdEB7h2hiuuPkltLfGAxtPhMX8htvbn2r2 NLRU8cdJuft/rzF4HN9WZmqigSNBumr6mxW7aOuyD66ivxuAxVLI/jx1Kie690rvfuvde9+69173 7r3ST3nsravYW3a7ae88JR5/AZI0k01FViVHgrsbW0+Tw+XxldTSQZDDZ/A5ajgrcdkKOWCux1dB FU00sU8Uci+6901bX7R7z6OWmxe46LMfI/qaj8dNS5ygloIfkTsnFxkKhz1LkazGbb71xWLhZtdb TzYjdoo6ZFNLuXKTSTye690N/ZfyN/gmw+kN7dR7dwvaMHyA3Bh8bsCfO7ry3XO3ZcFm+pd9dw47 c+Syq7F3nn6OkrdubIaOKn/g7VHnrIxIIlWQr7r3QhdJdw4Tu/YdNvHF4zIbZylHlcxtXe2x87Lj 5Ny7A31tmtkxu5doZ8YurrqCSpoaqNZ6Srp5ZaLK4uopcjRyTUVZTTye690MHv3XuqqMXsDY/b2+ +1e2+ytmbW3vuSfvLf8AgdpNvHb+M3S/XeD6N3XWdNbdxmyarPLlptv0OQyPXNRuiRKM0yrms9WS hFdyx917ow/v3Xug96XxGd717W2j23Bi6nA9KdN5Xc2Q68z2Vx6U+Z7n3/mtoZvYE+8NpLLNLNRd Jbf2vvDMUtLXTww1O6srLHWUXjw1FTVed917qxL37r3Qfdn9kbZ6j2Ln+wt3SV38FwKUCfaYmhly mczmXzOTosDtrbG3cTBafL7n3ZuTKUmMxlGhD1dfVwxKQXHv3Xuicf32+Tu/yuTzW8dv9DYWqZ6m h2V11t7Ab57AxEB/4DU26ezt/wBLuXYmVr5UVZaqlxe0oYKKZ5KaHI5COOOul917pMZ3sPvDo/HY rf8Ake6NwdubK27ntuHtTC9nbS6rx1TD1vW53H4reu9dv7j6q2J1gm3cl13t3IVO4qj7yjytJkKX EvRCOjao++g917pAV+Nr832vvXr35A7x71xG/MvvntPNdcYRu4uyOv8ArXsPplt97jyOyqTYGM6s 3ftTYW+oNrde1mOodx4nI09RuKhddeVgairKKrrfde6G7ZuwNjddYk4Hr/Zu1tj4RqiSrfE7SwGK 27jpayUKs1ZNR4ilpIJqyYINcrKZHt6iffuvdJntjt/anTmFwmU3JTbkzOS3ZuSDZmx9n7L27kt1 7z3zvGpxGb3FDtvbOCxkTvPVx7e21kcjVVFRJTY/HY3H1NZWVFPSU80ye690343vnq2SbA4fc+7c D1tvrP7dq91Q9W9kbk2rtfsyiweOps5W5LI120pc9U1bY/G0O2cjUS1dO1RRCmoZ5lmaKJ3HuvdY B8k/jqafbtWO/OlTR7vqc/RbSqx2nsY026KzajY9N0Um3Z/494s3U7bbL0gr46YytRmqi8wTyJq9 17oL9zb3+GPY9XhN9y909N026Y9yRdabW7X6/wC8cBsnsGm3XUQ4Wvj61wPZ2w94YXdTV+Qpt4Y2 WfbiVzxV0OTpvPSTR1MQf3Xuhq6O+XG6abpGqzW8cBX97T9abYzNHP2H01u3rvsvP9zZPaU701C+ O27tFtt4WDsDdeDSnrK2jiXH0UWTnkjijhhMYX3XuiKyfzMu/wDqrIZife2CyW4KfKZfYvdGD6j3 f19JWd/L0RvnctbsbN9aYSgxmH+NuP2tunrPH9Rbk3NXZ/cWGyOKfNbwwG06esyEj0uXr/de6Vfb Xf3x1+R1ZQ7o3d27tX4VfNDoXem4dp9Vd77ZzO4N9db46qgx3YNRk9nbu7S3N1h17sTeHXObyvUm 98Zl9s52OgmFds7My0Xkp4vuqsIc0cqJvptdysLxrLma0qbe5QAla8Y5FOJYH/HG2PMUJNcivYn3 /uvamPf+SubuW4eZvY/mAou77HcO6RzaCNF7ZTIddjuluBW3vIaNgJIHVUKGEk+XO2MxhMv8V/5k O06f4u9lbvx9Vtij3yczVUHx67YniVZcdvforvOtWHH7T3TR1kMGUoMXmZ6HP4OvWn8ZnqItSlG3 89ixnj2fnu2Xa94rpWQk/R3FPxQXDdqluPhSlZFqF7jXqRucfunPzXtV57j/AHUN7m589tAokmso 0X+suzBjmDddojrNKsZqg3CwSa0n0NKPBQqCazrvveTbVVtjq3v7N4nHb4yqUOJ2B22v8OxXVfyS L0bz0OY2Hlqad8Jg+xMxjqd6uv2ZNLHXwSx1UmK/ieJp/wCImQ0dJFV4mDRsKgg1BB8wRgjrDa5t bmyuJrO8tpIbuJyro6lXRlNCrKwDKwOCCAQcHpVdLdB03T25e1dxLueo3JJ2LujL5bGwVGMGMba+ 28p2H2b2pHtTXHkqumy8eM3v3FuCSnq1go3+ynp6d0c0/mkv0x0Yj37r3SP37u6g6+2NvTfmUp6y rxmyNp7j3fkaXHU81Xkamg21h6zM1lPQ0lPFNUVNZNT0TLFHGju7kBVJIHv3XutPv4Ubk7j2d1h1 T39kc1lu/pPiF/Le+dnysraDaHxw7O6dpvj381O+afa/a24eoN0b83hLnX+UvZ3amc7C3jR0uJws mLXET4iWsq8fUTZLEPTe690e/dFN2L8ZtwfH3q35pfMv5nbf6qr/AIgydtdo9x7a3T2DJvHvL5qY qq6+2jVdSbZ3DsDbeXqNjUOzNuUlRlNvdd7Zgo63fVflJZ8h/G5KGtFT7r3XeE7P/md7mr/i18cd zZXtLYvevzA/l7dOUHYvadRsyCHHfFnfu0t+7yynyP7y3FS4nEDrLDd8ydTbrxeGx+KgEcH9/ajE g0oxcFQYfde6QvTfaf8AMM+V3THws3Pk97/IT4+SfI3enxF+NUlPj8ScR2PtjavQnS+8/kL88Pkp v2Pce2JcbtzdncHa3V9d1lgKvJU0uOOMpqKtpaWc5808vuvdMu++2O9Nlrg+tar5DfIrdO0qT+Z7 2r1H170JR9ndhbb+YncnxvgynW/Q6bk6+7sxOKq94b9xvQPfn97d4z43OzxUGa2V6a/KxUONgNV7 r3W0mzKitJIwVVBZmYhQoUXLMTZQAo5PvxIAqevAFioCksTgdF86W+TfVnyD3J2ng+p6vObpw3Uu cx+2M12NTYSqTrHcm6Z/4oub2/sLebn+Hbzrtmy41Y8tJRh6Wnkq4FSWUs+gO7NzLte/3G5wbWXl gtHCNMFPgu51akik4SGOlJCvaCy0JqaS97l+yPPntDsvIe6c/wBva2G5cwWsl1DtzTqdzt7VfC8G 4v7MfqWaXgkLWizUlkWKUtHGFXUYj2Iuoh697917qqLtjurf/cPaW4eutjbn7El2lHufcuwtjdad B5Pbe099dv8A+jJ8FRd4dk7z7kzGTxOc6w6w607EyR2m82CyW2MjDlKCWNa7LVOaxWMj917ornyv +Je7ev8A4xNvPduR2n1vFSfJH4abiqupOlanKZqi3TuzIfMn4/4yo3T3f3tvHD4fsfvPPBHNTDI2 P28n3ErjJfxkxwTx+691/9Pf49+691737r3VTv8AOT/7JL2R/wCLkfCr/wCCW659+691Up2h371Z 03kcHiew87lMZkNw4Ldu6sfBidl753gKfamw6natHvTdmem2ZtrcFPtbam2Kne+JSuyeTajoac10 WuUAm3uvdC1R1lJX0lLX0FVT11DXU8FZRVtHPFU0lbSVMSzUtVS1ULPDUU9RC6ujoxV1IIJB9+69 060uOrq+s29jcfTSZDLbt3BPtXa+Ex6/fZ3cWfpNr7g3pWY3D4OkM2WyUtFtTauRr52iheOGmpHZ 2Xi/uvdW8fy6PjNuD4mfFDZPVO8MvjMtvXJbn7Q7a3rHt7FyYTamA3b3f2ZuvtvObO2hiJ0jqaPb WzK3eDYymeZVqKv7VqqZI5Z3jX3XuhO+SGOj3aej+rcnT09VtHtXvTCYTfVLOWcZLbOwthdi96Lg JaUxy0mUw+69xdR4/E5eiqVNNXYOuraeRXWQo3uvdN3yh7L7P6ux/Xmd2RVbZ21s5t3Vadtdhbv6 +3P2btzZe1I9u5Y4yXcGE2ZvTZe4dqbdym5XpVr93asjjdr00TVWSo/sGqKuk917pwxe6/lJuHG0 eVx2w/jTTY6roYsxispi++OxN743dNFU08FTjUo6mDoDaUGFoMzBN5FyUcmYSCPSUpqkPdfde6ct l97NU7zx3U3b20ZOoO28zT11VtbDz5yLdGwO0KbFUcuRy9T072OmNwC7wqcLRU80tdh8ljMDumkp qWWtlxK43wV0/uvdCzvradBv7ZG8djZXT/C96bV3DtPJaofOn2G48RWYes1QeSLzL9vWNdNa6hxc fX37r3SN6A3Xkt99D9J74zIkGX3l1H1vuvKiaY1MoyW4tm4bL1wlqGeRp5BVVjanLMWPNzf37r3R fPkvmqTcvcXx863xVK1dm9gbh3B35u6sNI01BtjadR1l2p0vtimqa0f8ANw753J2DVtioyD9zQbe zBuPAA3uvdEJ7T/mE7G6ty269rVuxNyZzeu2/lns34qw7VxOVwslZX1G5OqOn+7st2fVVLymlwuy dq9bdx4+pqfOTNJXyUtAtquvpoz7r3Tbv/8AmG7a2rhO8txbb2NHuzH9S7b+S2Z2rTT7vkwmW7pr PjN/o/2Xumk2BTQbSz+PhxuS+RW/165hqshV0s7ZrHVdRTUtZSxhz7r3SrpPnx1Vr+T1HmajDYfK fHGftGqmpY81nNwU2Y2h1Ds/bM+8N5burtubKyi9X42Xtirz+1MVTVqVddnJNuVFTj4qmf7jH0fu vdL/AAnzY+NmT3dl+vK7tLA4ne21Zd94reUNTRbrptkYHdfU+GOf7Y2gnaWZ2vg9g5LcXXmFjkyG RoUrUyMGJT7+SmjpbyD3Xuo+Q+c3xgxFFtquzfYOXwMe6cXV7jpabPdX9t4LKYLZ9Jnqfa7dh7+w 2Y2JR5frDq+pz1XFTUu6dyQYrb1Y7gwVsinV7917oNOvO5Oo37h66+M1R8iqTeB6D3XvjYPUHWlP 1fu3CJguwcX13msvF17uruZ1rNgb47B6o+P+VydPiMFSPi8r/dg1FfX0+Rnp3r4vde6Nfujo7pTf GXrNwb16f6t3fnsjTUVHkM3ujr/am4MvX0WNDrjqSsyWWxFXWVVNQLKwhjd2WIMdIFz7917oavhL VwN0ZPgYslHWNsnuX5HbMTGCerkl2ng8J3/2SNibQNFXTzVmFxuB64qMPHiqMCKliwpozRRrQtTD 37r3QKbIR9sdhd/9W1ipDV7S7g3NvjEmWfVX5vZ3fNVN3LR7l+2dzLFiot+bs3Jt2mkCrHJLtudV uY2Pv3XuhW9+690GfQGGz3VnyE2f1RtjsnecnS2Y6V713Ziuls421M1tjaGc292R8f4sRVbL3DW7 ZbtHF4DC03YGXpqTCS5+qwONpK+Olo6OlpqShgp/de6sc9+690UT5q4KSp6WO/YcvksbN0fu/bfd LUkEVLV4HOY/Zr1cG4cbvSgqqWqFRtqj21l6zIrUI0EuJydBR5NJL0Wh/de6DnZu/wDYfYuNkzXX 29tob7w8NQ9JLltm7kw258bFVRsRJSyV2Era6lSoQg3QuGH5Hv3XulHX0FFlaKtxmToqTJ4zJ0lR QZDH19PDWUNdQ1kL09XRVtJUJJT1NJU08jJJG6sjoxVgQSPfuvdEl7+6Fzu3utZaT437dzIl/iMF Jjup8NvN8HsnbGdyFNX4zr7tbrXAbiq6jZnVGf6V7FyuN3PXyYGDHrmtt0OVxtVSZU1NPRn35f4P 9R/l178qZ6U3yZ7p7L2vuXrPofoTCYPJ9591pumtw+4d4JUybE6v2JsqPEf3y7H3TR0UkdbmZaCT P0dLi8bG0Yra+oUSOERo5ATzXv262tztXL3LkCPzBuAkKvLXwreKLT4s0gGXKl1WNBQM5yaAg5Pe wHtPyBzDsXP/ALxe9G7Xlv7QcpmzjntrIoNw3bcL4z/Q7XZvIDHAsq20813dMGMFtE3hoXcOjnm/ jhu/enT/AF7sPsLvndO5uxNj5nJbiru1odg9XQwbyyWd2pvvY+fxG4estw7W3ZsebZGV2l2HX0Jx niadIVhP3ZdGdxTt0F1a2Nrb318bm8RAHlKKhkYcW0J2rX0GB8+oH5z3bl/fea+YN55V5VTY+W7m 6eS2sEuJrpbSFjVIBc3BM0+gYMklGY1NFFACuU38uP4t4OWXqBuwav8Aim5em8ZtDHbdzNb13W9k 09HtroUfGf8A0i7RhrMCGpfuOvI6tMjCuKnw9RXV+QDQrS19bRzregz0Iu/vhBtOowHdu78tu/K7 v7C7O607n2xujdO787tfrzFRjuOl6tx+9M0mXxPXG68TtXG4rZPRm0sTTxTYXK0kmM27CMnFkJZ6 ypm917pJbT/l90u64dtdjd17yx+f7krs/wB1bg35W7dxe29ydf7jxPcvYWxt2UuCpaTN7Nwcda21 dndTbTwMWS+xpVydNjGmq6SWb7R6P3Xujs9E9OYjoXrXEdY4DL5TL4XC1+4q3GJkI6CjocFR7g3B k8/BtLaWFxNLRYva2wNopkhjsBh6WMU+JxFLT0kZKQqT7r3Sw37UbDpdm7kbtCo2jTdfVGJraLd5 39LhYtmTYKvgajyFHuQ7hcYSTE1lPO0M0dVeGRHKtcG3tPdXVrZQSXV7cxw2yCrO7BFUepZiAB9p 6Nti2DfeaN1sth5Z2W73HfLl9MNvawyXE8rfwxwxK8jt8lUnoAdr9SfEnt3btVm+rabrPdGzsjTZ PauQqupdx4fJbGrsTkdobM663JteWg2jkKvaEcWR6t2ZRbWk8UMdZQ7cqayipJaWPIVfmZ2/c9t3 a3+q2rcILm1rTXFIkiVHEakJFR6V6M+b+Rudvb3djsHP3J267Hvvhh/ptwtJ7OfQ1Qr+DcxxyaWo aNpoaGhx0Ybsjc/bW74dw7ezfXvxx7m6xzppo/8ARt2Ridy7bhnoBHDHV47cWaqqPuLb+4mep11M c393KZFVVpzAxJqg5d2dpf28lpf2sc9s4oySKrow9CrAg/mOkHL3MnMXKO72fMHKm/Xu2b/bNqiu bSeW2uIm/ijmhZJEPzVgeq4t2fDTetNQZqj+OmxtufFijzi3zGwdjfLHeHYfx73TNU1U09YN6fGz t34h7w6sy9EBJq+2o6bGpK1wSmqRpAJJ7cWFizT8pbve7NODXTA+u2LVrV7WbXEePBAn8zXLK2++ jzZzTBHtf3hvbvlr3J2wKI/H3W1+m3mOIALot99242u4KaKO64e6+ztTSC+I7j+THxSrcXifkV8W 9+ZHrGOvgo8Z218Ru/8Ae/SO28NXxO7CsPx+x/dmV6Axhr6mqiipaTIx7SxmTqnSlipJ5RHA1DuP uHy+P92ez2+87evGWzPgXIA4s1tKxjdj/DFMPkvSleSvub+72o8i+5G8e2vN8tSlhzGn702RpGI0 xRb5t8SXlrEuSZb7bZAKd0mR1Zn0d8i4O5MrXYH4/wDy3y2b7U2wLbu+L/zM6swOyeyMRTY2OKef CQYzauzul+0NtVrRIYKrck8G/aCkaRZWpKmVGjmPth5z5e5hkktLK8KbrH8dtMrQ3CU46oZArkDz ZQyj+LqJvdr7s3vD7M2FnzBzTy2l1yJd0+l3rbZ4dy2a5DGiGLcbN5YFZ/wRTNFOwyIqZ6On1r3b Fu7cVZ1vvraGY6o7hxOLkzNXsPP1VJlcbubAUdRR4/Ib06r3rjQmG7F2PS5OugimmjSizWLFXRjM 4vFTVtLBIKuoD66+UPdmM+Nfxq+QXyHzC00mN6M6V7P7cq6esYrT1idebKzW61x7hJqaSVsjLilg SNJEkkeQIhDEe/de6q0+B/8AMg7u7rh7preyavpb5SbX6m6R6I7Bzu/PhD1bvTZGO2d3f2ec4+8/ ipkcN2f372/it9by2HhYcZm6jclLuHC4uhxGRjlydLQo8cp917ozsP8ANL+ONZ1v15vjFbf7kz26 +yvkRuz4n4Po3bew6XcvdVH8gdk7G3l2PuXYOX2/gdw5DbMFPitm7KnyE2egzFRtqKiq6SqkyKUs /nX3XugR7Z/mudZY6f4T7q2vuKu682D2z3b8odtd6be7D2RkZu4cTjvijtfsvqvsHo7bfWeGTO7j zfd0vzCyGy9sUVDgFy9Tl5ZGp8Utca+lkf3XurYtsbuhz+ycTvjLYTPbApcngYdxVuF3/DjMHuDb FDLSffPFuulpcpk6DC11FSeuqiepZqUgrLodHVaO6RozuwCKCSSaAAZJJPADzPTttbXF5cW9paW7 y3UrqiIilnd2IVVVVBLMxICqASSQAK9VfZfdHYH8zjMZPZXWGW3R1j/L6xdZlcD2N3NhaiPB73+X lZj6p8fleu+nK0rJlNs9GR1MMkGc3RGsNTnwHoMcywfdTe4plub/ANyppLLa5pbbkFWZZrhTpkvy DRorc/EltUESzChlzHGdOs9dAdv2LlH7kO3WPM/PO32O+fe6njin27Z5lM9lykkiiSLcN4Soiud8 Ksr2W2MXjsDpu7xTL4EfVjdHB0z8bescXioZevekuotiUFJiMZHV1uB2JsfbNDJP46WmFVXz4/E0 RrK2oJLSOJKiolLMWkckybYWFltlpBt+32qQ2cS6URAFVR6AD9p8ySScnrBnmrmrmXnjmLd+bucd 8utz5mv5jLcXVzI0s00hoNTuxJNAAqj4URVRQFUAFn7n+cHWmJwlJSdFdo9Lb93NLm8XHundM27a bc3VnT2yGMtVuDfnaO5NpZiDDYQU9BTmHD4qty+KqM7k54IIpYofuKqmWdB/otGS7Z7X7wovscb2 X2r3bjqxoI6LA/C/qzNdMdW7zpC6SSxZX5Mbq3bubGYuahJSonbCdobdlkpR4jTVXmEM3uvdC707 S9bfEdarbMu34ewvkzvbC7Uom6H+Ne2KTNnrLrfb8FfD1r1TtyKUbS2t1h07tA5DIvBujetZtPD5 3P19fUq9EaukxFH7r3Wb+YdXbjyvwifI7t25SbSz9b318K6iv23SZ2Pcq4YSfN/4/mko6nMwY/F0 lVkkoPEatadJKaGqMkUM9VEiVMvuvdf/1N/j37r3XvfuvdVO/wA5P/skvZH/AIuR8Kv/AIJbrn37 r3Wvf80Pjh2b3dvTYee2BRx1cGJ6G+TPU1VPH3NvPpyowu5+5c58fMhtLcOTqdn4PcB3tsvFQ9W5 L+K4PIUdfj6wyU/loqqwVPde6D7eXx73NlO46nGIOtc32JkNy/Hnfuze06LelPs3sPpXrTqKi67x /ZfWWxdlY6F9zYDZ/YlVtXNmmXFTJiqtt61sOVAgo4o6z3Xuj07R+CO1f5cfTHx0+T3yU2X0htvr P4n/ADHptwHeG/MB1dU9kdadKdrdPUHx16q7J33u3Y+wMtsrcfZOy/lLvfEZ+vzEUNLbbuNxuXyE 5y2MqWk917owu2f5Zva2/wDpTa+1MTtTpnbOHqujfj1sDuffG1e1K3d2E/mD712v8o/jL3fmvlXv TNY7EzZPJ5I9bdV7tnw2YzlTX7oy2Q7IyFJVVApKOmr6z3XurGOu/iHvrp/ZneGL6zxfXu1pNt/L 7LfJL4h7DwUv8B2Btna1d1nsXB7m6yqcdjcGmM65xvaeVrd/Y+tegoa6LEjdT5WKCoqB9ufde6Ox 1F2/tHujag3PtcZbGVlBWzYHeOyd1UAwe/et940MNPNl9j9gbbaaolwO5sWlVFJpEk1JXUc0FdQ1 FXj6qlq5/de6BSfbUPxh3xtvLbGT+HdB9p74x+0d79eiec4DqzsrsDKU2I2P2D1lQvNJBtTbe/d8 1tNg9xbaoYUxdRms3SZ2ljoKkZ+TNe690OfbPVG0u5dm1Wzd3Q1UUQrsdn9t7ixD01LunYu88BVJ ktqb+2Tlaqkro8JvLaOYijrMfVGGVElj0yxywvLE/uvdIvoztXI7s2hunGdk1GFxXaHSu4sh153T 9n5Mdt+PP4TC4rc2P3vjfviIsbtXsbr3PYndNHB9xVDFUuW+wqKiSroqrT7r3XXxRiqIPi38a4Ku Fqaqh6B6ciqadhIHgqI+u9uLNCwljikDRSAqdSK1xyAePfuvdFj21Xwbv7c+R/YcPirqOu7Qp+st rZ0HVPNtXpfauE2dndugFiYqPa/fL77jRCFJqJ55BdZFPv3XuiYdj/y7Ntb97A+VPZ1L2zvDa28f kdTbKk23kMdg9tV0XSG49u4PovB7n3ds2kyNLJDn832FD8Z9ifxH+KCaBI9tUsUSBDMJfde6Rvd3 x1+LnRWD6yg3x2VkOteuafD/ABe6K6x2o+Dy+8q/I0/xp7YzXyv3FgzPQ0uc3FubIdw4XrKMbura uCZjisHV1k0rTTvKnuvdZ+rfgJ1e+zexc51h3ZkM/wBZfL7cuzvkF2hPhaHAZnafbe68r3vF8gMh 2btvJ0dZJHRUvbfXWVGz69oZqujqtv02KqIAktJIaz3Xul9N8SNs7SPWG2qTfcmQ3VTZr5mbs27H vPq2s3/19ubtb5Tbm3B2PvneHZW3cRkMLQybf25id2bjxFLjqrL4qOvoc0aRKwS+OOT3XugoxX8s ObD7Gz/VlJ8gcv8A6Ne3encB0H8idvVOwKfJ1u7entu9gd4b0x/VvTWYzO8cmOj+uYdtd+5jZNPj JqfdLY3ZdLQ02Pno8nDLlp/de6NDsv4h7c2ln+t9wy7vzeZqOvO/Pk18kFgnoaGmhz3ZXyQyHZ0J q8gY2lkjo+tNjdt5fbmHALztjDCJpWZH8nuvdHA9+690W3vnZXVOP27uTtPL9X0W4uyoMfiMDtHO bOjG0O5s5vDLZah291tszZXa+3zi957Rzm5N65eixlBWQ5Glho5qwPLJHAJWHuvdHIrvjbtbs3Yf WEPftJR7x7n2V1/itt5HujZtbluu+wKbcNXhcRBv+v2Tv3Ys20t47UwW8s9jBVVWOo56Shq0SJKi mdI1jX3Xui5de127MJmt9dPdjZP+N796nyeOpv70PBSUc/YvXW5qWfIdc9mTUFBRY2go8hm6OjrM TmFpqamoxubBZUUcS0S09/de6RvyLya7X29tTfe3K1qbujZ28aXI9A4qijnq8z2D2bLissq9Q0mG oj99uHDdn7WiyWMzMCKRQYd6nLl6VsWtfSe691az7917r3v3XugG7U+NnTHcVUma3js2mp97UsMc GJ7P2hWZDYvbGCjgeOWOnw3Ze0anD7xpcY0kCfcY81j42ujQQ1dPPAWjb3XuinbTyW6dp9i756C7 Dzce693df4DZ+9Nu78MOHxlf2P1Vvqr3Thtsbk3LgcNT47F4XsDE7i2Ll8XnocdSwYipkpqbJ0kN BFk1xGO917qu75lVdf0zg+5+5u2/lP2nsneGYXNRfEvYvVG59w7b2lhJsBtrDUO3cVuXaEFM20d+ 53P77yglzNRuf7nGw0dSiwvSxxF44a55eTY7ffd93nnC7gvZNf7uit5HSNdCKEV4wPDmd5WrKZ9U YVgFKAVHS37qttZ+6u7+1PtV7afdz5d3bli1MDc57hvFpbXV5OtzdTyXU1reswvdut7bb4dFjFtP hXTzxO0qXDyBHVvzOp9uUXRHUvyJ3x2duHpn5N7A2zSp1Nubp80e5szvHtPfW2Me9Z09jNkPQZzH 9s7O3rumgpmfGGExmGlWc1EFMKl3W88i0j5c2jmXcdzksubLeEC2kt/1HkuJUUm3SLuW5jldQDGQ V0jVVQGboLfdYbmG995vcX2P5O5FtOaPu/bvuTtvVnvIa1t7TZ7C5mRN5nvy0MuzXlhaTSMt3HIk glfwPCnlMUXR/Op8nvfN9W9aZns3EU23+yMtsDZ2T7BwNIAtJg97V+3MdVbrxFKgqawLT47PS1EC ATTWVB62+pkfZpdwuNo2ufdoRFucltE0yDgkpRTIoycK9QMnhxPWGHuTt/KO0+4nPu1e3+6SX3Id tvV9Ftty+XuLCO6lSznc6U7pbcRyN2Jlj2rwFXfe/wAeu86r5ebr+Qqbi6cwdMrbc2n8caXtjsan w+B3XvLFdAdk7Y6v2pFidtbE2/2zjN20vcncW8K91x++/wCHVOFYiDCS5WaDK4dTcXdpaeB9VdRx eLII01sF1yNXSi1I1O1DRRUmhoMdEWz8u8wcwjdTsGxXl8LCzku7n6eGSb6e0h0ia6n8NW8K3iLo JJpNMaal1MNQr7HfFf5zVeCxm3s523l5qfLVPde2d2tW/ILtKvpNvdb9o73yOGwGS2jPT01LuvN9 qbM64SKvpZs/ksnjMdPk6ulxgpZqHG1SqOifo2/RXSvduyezave2/uwdzZ3Fbgo+/cpuHAZHtHe+ 8sCM12X36+9+qcJgtqbjmm23tTF9L9Q0ceAo5MPDj0qPvZ1njqBFTyx+690c71flSP8AegP94v8A j37r3QHd19VdYdhx7J3T27Vr/c/pbcdb2k+Kzdfi6Xr6qyeK21msZSZvf1JlaWWlrsbtCnyk2RpT JNBFTVcSTSFhHpJBvuz7Rua2N5vUg+hsJTcaWKiEsqOoeYMKFYwxdakBXAY1A6l32m9yPcLkeTm3 lz2xtT/WjmywTaBNbxyvuSRTXVvK8G3PC4eOW9aJLabSkjywO8SBC+rosPxMp6Hsjvnvj5Oda7XG yOg+w9pddbA2K8WJO3U7tzewcju+qzXeY2+YqSSlxFTTbggwuHrJ4lqMpQUPn0pEYtYS5NWPdOYu YubNqtPp+XLmGCGLt0fVPC0ha70YopDiKNiKyImrApXIX7ys95yJ7Nezf3fefuYTu/vPse57nuW4 AzC5OwwbjFZJBy/9TVw86vbSX97BG5jtLi48GryeJosQ9yZ1g71737r3RQfnZ23kulfiz2dvXB1+ Cxm4ahNsbNwFduejxeR27R5TsLeGA2QtbnKDNxTYasw+Mps9LVVcVWvgengk1+k39g3n/fbjlzlT c9zsp0ivgY443ehVXllSIMwbtomssa4opr1kr90P2p2b3n+8DyNyLzLtNzfcrut7d3tvAZFmmtrC wub14ImhIlElwYFgjMff4kq6QT1XfszaXTm48JTYfsz5Q7N+V/RXWONyNLj92bZ2dgdhdu/BrJ5b cOL3RtHuTEdh7V3IvdO2fj7tedKynb+H1kuA2pST0rtQf3ZoamowAEg2zZOavqrne+drbd4baLta K3SC5tJGdDHcLLA3jpGuSzVWICru2hSy5bbhzl7m+wP9Xto9rfut737e7lvd+fFgvt3ut12bmC0i trlbvaJrHdU/dlxezfppFCEm3FpNNtaxi4mjjmP5ksn231purr34tfJPtQ7opd07goNzfy/PnxPh aafLQds4CnnqNu9T9+UeJq8bicjvTMbcr6jFtVU1ViabsjatVkaEy0+QqZyoi2vd945W3e05Y5qv DdWFydNlfMNLOw/4jXVO0XFP7OQaROAceJqHUJc9e3ftz7+e3fMnvr93/ltdj5u2OMTcz8qxSGSK 1gbB3zYfEPjPtJk/3NsmMsm0vIoDGyMT9Gd7k2En8xX4gdx/HHcOcyXQW+89VYjrPuzE0dDiN+5D rzcu3NxbR3juLbkNJmIsVjd47F7G2rTxPishPBR/xfa2ep6xqemmkalikvrCHou/Zv8AKZl7dpc/ vLsb5MZ7sHv7dfb3QnZ26d99gdN9Y5vqLdG3/jdg+2cD1b07un464OHam1d1da4GbuzP51FyeRq8 q26moshJWyQ46ioofde6E74u/wAsDrn4y5XobN0PYu6N8ZLo7eHzS7KjqMnt3ae2oN59m/MrfmJ3 Dld55bD7Tx+L27gZOtdjUtbtbEUGJo6LHjG15KxQiJIvfuvdAVvv+U30Vtnrzam7N/fIXdGyMj8b uve7891d31JT7V2znOju6u5/k1T/AC17K+TeKzWWeuxVNns12Bh6GkyeMqlfFZXBLV46sWamyE8R TXV3bWFtNeXtykVpEpZ3chVVRxJJwAOjfYNg3zmretr5b5a2m5v9/vZ1ht7e3jaWaaVzRI440BZ2 Y8AAei/dg9s91fzNPkN8dPjfFjsx178E9+YTdPbO9MtVUGY2F2L8pOvenm2jHX7lqNrVdXJmdm9E 9ib73ZjqDBUUk/3uQpVqMhNI6pRxpAm6bvu3uXzJsPL0MMlryHcLJcOW1RzXkNuU7ipoyW0skiJG MM4DSHAQDrhyJ7e+3v3IPZT3Z949x3Sz3372uzy2e026xGK62zlvc92W6pDHMuuK53qxs7S5uL1x ritZGhso+5rmR71d5b96g+OXX+KqdzZHAddbHwVPjdq7TwGJxUzS1L0lEafA7I682Ltegrc7ubOS 0VF4sdhMJQ1ddUCPx09O5AX3P0EENtBDb20Kx28ahVVQAqqBQKoGAAMADAHXIfdd03PfNz3Det63 Ce73e7neaeeZ2klmlkYvJLLI5LvI7ks7sSzMSSST1Xb2Lu/tj5Fd09O4vHbNoet66Qb3q+pNr73e g3ZuPaG30h2xSdi/Kbsvb2MWs29tTdGx9v1R2ts3DUOQyc0tdvpFytTSR1ldS4t7pB0brB/G7qDq 2tm7i7Z3pmuzc3sGgqs5Qdm9/wCW2OmH6txeJjq6+t3Ft7D7e2vsDqnr+voKB5RV7ipsRS5iSiXx VVfJToqL7r3UT+8HbHyX/b2DWbk6M6BqfRN2bPjXw/d3bVD/ALvj6u27uHHtL1DsOvP7A3PmKRtx 5Kn+4fD4/Gxvi9yTe690YXr3rPYnVG3htfr7bdDtzESV1Vl8iYGqazK7h3BkBF/Ft17t3Dk5q3cG 8t5Z6SFZclmcrVVmUyU95qqollJc+690T3+Z3/2SHlv/ABYD4T//AAbHx69+691//9Xf49+69173 7r3VTv8AOT/7JL2R/wCLkfCr/wCCW659+691Xz7917rWM7k/klfJHtz+Y5vb5Gyd9bdwfS++t5ZH eNfuahzG5B27iNuZnDy4ev6zxeBkw8+HkgTGTPhY5XyiUX8DbUU1j7I+691tGt82t6bm+NW7/h98 7/hdu3vrr7efVOV6U3N2l8RtwdZV+D33s/KbYm2xJndw9Td29jda716l3dPSMrxRYOv3tT0OSVKq OthRR4Pde6KX/Lw7a+RX8u/Z3xUx27NwZ3KfH3sPNdM9ZfIr497skxOZXoHsDufI7f6/Tt7pHN43 K5iTZ+Gou29w42bduyqTIZTadPQV+SrcHHRyU4Sr917rcC9+690AnZ3x92j2DmX33hsnuDqvuWmw a4HDd0dbVkGH3rS4+mqJq3F4nc1HVU1ftPtDaWKr6maeDBbqx2aw0M08s0VNFO/mHuvdAbuTf+b3 /wBF42h33SYmi7R63+VXxg637WxeHhqIcNFvXbnyj6KydHuDCUdbUV1Vj9u9g7Ry+I3Xhqaapqaq jxOcpYaiVqmOW3uvdHt9+691XX82cnV9J43fnduGaPG43snoPs3pLfmVEMTxY3eGF2Vvnevxx3dl Zq9ZsVS4+h3XU5/aiRFPLlczvXEQP5Fp4ox7r3R/sNiaHAYjFYLGRtDjcLjaHE4+F5JJZIqHHUsV HSRtNKzSzOkEKgsxLMRcm/v3Xuq4ejXYbJy9BUXbJYTtnvvbmdqXEwfJ7i273n2JhNwZ6Z6iKGqq H3JmKGbI+eVfLUiqEzFjIWPuvdDJ7917qrn599CfIHu/svpGt6swm66vaOw+sPkkqZzYfekHRu6d td6djYfYGx+qtzz7jShyeXpdqbe2TVbzTIT0FFlatXyMCpQzrrU+690RvPdPdxdVfJf4z0W+N0dM 7Bw3xioesdv7Uqdhbz+OHTuU3/8AHTaHxR3RsnEddbJxu8a2HvGDJdh/KyWqwxxLZfaXXuPwklHI lNlshFUVVF7r3Sx2t8Bvkflertt9d5DbcGxcBS7bzXVlVX/3v2xtjtvdnWncPy1+Plb2v2H3pl+p ctU7UzPykb4l/H4DJ7kwVVOuX3HnJmhqY3q654/de6sk+PHWW3fiVtz5F5LdVRsTp7qXcvyAzm/9 i4A7kocJ171v1+ev+ruusfBSyZSqpcHtMb13Hseu3PXUkUiRNmdw1UzD7ieUe/de6Hih7Trt1hW6 r6g7q7ZS3n/iO3dkRbH2xVY9uIMvgt+945jqXr7eeMqz/mpMFlcmZF9YXxlXPuvdKM5HuoQmX/ZV O6i4i8n243b8YPMW06vCGPyKFP5SfTfyaL/2rc+/de6SNTFt75CdX7mwORodzbSasye5doZmgrJM TRb8647B6/3VWYl62jrcPkNw4Wi3fsTe+3Y8jiMlQ1VbSGempa6jmmhaGV/de6Ot8e98Zzs7oPpD sncox67k7C6g613xn1xVO1Hi1zm7NmYXPZZcbSGuyjUtAK+vk8MZqagpHZfLJbWfde6L38s8Wevc /sf5LUlKf4FtelqOuO9qinWVTR9RbjrY8hgex8nHThUraXpjfscc9RPVulJg9qbh3JkSw8RWT3Xu kBvrMrtrefxy30ZYZ8dtz5BbMxlZQpNTJUZdO4tu7w+PmI/h01RJHCTiNw9wUWVnC6pJaGgnSMF2 X37r3Vkvv3XugmzPfnRW3N+43qrcPdPU2B7QzL00eH63zPY2z8Xv3LSVlhRx43Z9dmYNw1z1dx4x FTuZP7N/ZTNv2x29/HtVxvNpHub00wtNGsrV4UjLBzXyoM9SBtvtP7p7zyne8+7R7acwXfI1sGM2 4w7deS2EQT4zJdpC1ugT8RaQafOnQAdr/Izcee3FnOo/jmuLyG6sFXy4Xs3uPNUrZLr3pupSEPU4 DE49Xgj7R7lPlRUwdPPFi8AherzlXFLHQ4bNG3Uf9IXYPXGB68pcr9hU5jP7k3Pkjnd8b93ZX/xv fO/9xPEkDZzdmdaGD7yWCmjSmoqSnipsZiKCKGhx1LSUNPBTRe690Vnfe9/lBtfNdzbDy/xvqPkh tDelRWy9KZra2c6y23tGm27mtvU1DX9dd4Ue+N3YDL4qnw2XiqZGytBRZgZKgq1RYlnjMRj7cdw5 ttJ9926blc7pZTk/StG8CRhGQAw3YlkRlCtqPiIsutGAChhTrMHk7lD7vPMO1e1XOW2e/Cch8z7S kY36C8t92ur1rmC5eSPc9gewsrmCZp4DEos7iexNrcwszStC4kBLKLY5+FXdHwKynyGlXc3U2xPj XUfHmLuHLZbJzdY9H941+ShyH96JqfI0tXQ7Wg3jioKba9Fm5xjAccg+6mjgpfHGDYLCPkbdvb9+ apte0Wm0m0S4OYIL15I6sxP9krxjwY5WooVaNpBJXJbdebL371nt597y29gdu+m9wuYfcFOYLrZo 2WLdN35atrW68OGGFD/uwmtL1zuF1t8BkkaaYyRCeQRrJdn91SCl+++5p/svB93935o/tftfH5fu fPq8Xg8Xq1306eb29ziXXSJCw0Aca4p9vXK4W1wbj6QQP9WX0aNJ1666dOmldWo0pStcceqKe5+1 Nsd/dpfG75F13YW3KHrvaPzI6p2J0TtFd3Y+mar2ZT5bPr2B3tu7ENXxmJt65XCU9NgzUoq0W3qV KgaXycoGPe+7xacybvytzPJucS7ZDvlvDaR+IBWIM/jXci1/0VlVYtQ7YVDYMp67Ee1PtzzB7Le3 Xvz7FWfJF9NzzuftZvG4cw3v0UjBL5obb928vWU3hmv0EM8ku4CJiZ9ymaA6k2+Mk+u5O6uwaX+Y J070tht0xN1JvD40757Gym36fF7fq4MrubF7rpMfh85DuBsbNn44o8bNpWKnrEpJQwZo2Nm9yJdb 9uS+5OybFBdj9yz7VLOyBUIaRZAquH0l/hPAMFPEg9YabB7UclXH3JfdH3Y3Pl1h7mbXz/t+2Q3L S3KNDaTWbyT27WwlW3JMq1LyQNMhGlXUVHU7orunsXfHzN+ePT248xBW7C6O/wBle/0b4mPFYyjn wv8ApM6qy+6N4fc5OkpIcllv4jmaSOVPu5Zvt1GiLQpI9ucvb7ue4c9e4myXU4bbtv8AoPAXSoK+ PbtJLVgAzamAI1E04Cg6S+8XtRyRyj91T7m3uhsW1vFznzf/AFt/ekxmldZ/3VvEFpZaYndoofCg dkbwUTxCdUmpgD1A+T/yS7X2X2Rt/ovoTHdR0m/5+qd6997/AOyfkDmMzhunOrOotj1lPhqjNbjb b9di8xWTZrcFWtOZYqqOPF08b1c0csCyGLXNXM272W52+w8vR2a3/wBJJdzT3bMttb28ZC6nCMrE u1RUMAgUu1VrRz2A9jfbjmjkbefdn3ivOZZuVP6w2fL+2bTy5FBLvW77zexmcQ25uYp4Y0ggCvpM Ej3UssdvEY5SokKTuXFfJT5n12G+Nnb3ZnR3Xma29htmfJuj3D0zsvcfcXx6+TnU2XrZcbtWkqcd uHsPaWZ/gu0d20gnrKGqra7G7gWooqkRfbxqJQVfQ8088XMXKW87tY200UcV+Ht4XuLO+t2OlFZH nRgsUoqyM7pNVH0hQNWTnK+4ew33WNl3D7w/tnyBzVvm17hd3vKklrvO42+z8x8qbxFH411JFcW2 1XUDTXti2iG4htra520rc2/itPI5isc6W2D39susyY7e722d2xg2xlJQ7dwu0+i6XqNcBUU0tnqJ Kum7F3uMlTNSKsUdOsVOsQGrU3AEn7DtvMli83765hgvINACLHaC20EfMTS6hTAFFA9esFPdfnT2 V5stdvPth7O7ry3u4uHkup7zmB96+pVhhQjbZYeEwertKXlL8KDJIvby3htjr3aO6t/72zdDtrZu x9t5zd+7dxZSXwYzAbY21jKrNZ7N5GYBjDQ4rFUUs8zWOmOMm3sS9Qj1RRsb+YF3jsjsPtnFdybi pNpbm7SPR3yZ2fsHtrb1PS7f+JHxEzL9g5XtOq3xjtsPhtz1Gc2V031xhKfKwVGRqGPbG9aTH05+ 2nWP37r3R9Oy/kvsntnqer3N1j01ke9ajrTsrqfKdl9IdtdO722B21t7aeby0dXjN67V6h7p2jtL dFXvOOlH322S1EgyFRTTwU0hq4XiQK84SXEO1RXMHLybmkVzE8kJQSP4av3SQoQQ00fxxjiSDTNO p8+7jabPufP9/su6+8V1yNcX+ybhb2m5x3Elrbm8ltyILPcrmNlaDbL01t7uQ1RVdTIPD1EANv8A +UPUVN8r+rPkNU43f+xdm7O6e7K60lym4uqewNo9j/ILeW/dw7Eq9o9Sdc9Ybh29hOyN+R7Eq8BX 1tTWx4yTEUFbXJGZ1aUusf7hzhsi85bPzK0Nzb2MFjPAWe3mjnvJJnhMdtBbuizzeCUdmYIY0ZwN QqSMxeSvu8e5033bfcX2Pt7/AGTeOad05p2rdRFbbxtt7tfLdjt1tuKXu9bpu1tc3G17cdxS4t4I oGulvbi3t3cQlYwhZd40Py57I6a7R6/2n8QcPQ/E/dGA/iO2+kPkR2nU0/auzc3HmqbJYzeXQmD6 5wO7M50zJtlKmWtptqVeTr4cc9BTw4OioAr47JLt5/rhzztd1tw5LtbbZ5lwb+5ZJ/VJFjt4pjBI hoy6mLAjI8iD/bU/dv8Ausc9bDzmfvOb9vfuPt0pEi8qbLDdbUAQVuLSa83m+21N0s7iPVFL4ECx SRv2OTR0W3xV+a29uvdy9C1XyqzGMqewMntKLr7Jd57MqMlneuvlf8cqOqy1JhezzPXYzBbih7o+ LfbBWm3fisvSUOa21tzcG5snkcZCY6o0KvkzmHerC4t+TefNCcyLH+hOGrFfRrgsjkCsyf6IjBXI Ik00JoHPvLezXtfzbte7feU+6W1xdeys93TddreIR33K95OdSQ3NsjyadsuST9FdRNLaxur2fjlk jL3Ot8oNm57dNZtDp7bu4vkPkcRtHae99xVvTW4uocht/b239+1e5aPZM9fuPevaOx8NWVW5htDI zU8GPmrZo6WnWadYoqilaaUesEegug7Y61+GXQ2Q7O+RWQh683J2X2FvrsPMbWmlx25+yt0b/wCz t25LN7a6swWP2rWZyfsnfO0trVWJ2tSR4uavp48fhoFjnGPpllQj3/mLaOWrA3+73QjjJ0oo7pJX PCOJB3SOx4KoPqaKCRKHtL7Ne4vvhzVHyl7c7BJeXyxmW4mYiK0srZMyXd9dSUhtLWJQS8szqCQE QPIyIxRc5iJPklurZvbH8yXd2wvjV8eBknz3Qvwc7O7C2pter31VYWpoK7Hdg/J85fM0GL3ln6Ee Cqh2TCKvG4TzRJXtJUfcxSgiDYd455uoN25ytDbcvxsHg20mpcggrLf07XbGpbbKR4DktrByl3n3 X9uvur7Funt/92rfY9694ruFoN352RSq26urJPt/KmsCW3g7jFLvX6dzd0ZrZY4TBIiO+aPys2F1 V3/8cflH8et3dZdp43Z+yux+gO6MtgNwZHM9Xda7A7gzvXknX29uxd+dd4fc+3cBgtndj7XppZsN UVUGRyFHO8lKkUNPUVlOp5wlHLvMPK3OEi6doiWWzumGPDhuDGYpW4Dw45o1D/whwwGOiX7udjJ7 z+z/AL8/dwtZjL7i7hNY8ybBC9WN9uGzR3ke4WMROpje3m2Xk72oABlktmiZx4g6FTq7YXb/AHVu NO09sJ/eXceXxYon+Xvfm1shiMLFtzJ1Zq6zbvxZ+PNHWYXOUPXVTHj4UFVNWbZx2bpv4blpMtvK WOSoeSQQwVlYFSMHrCeSOSGSSKWNllViGUgggg0IIOQQcEHIPRncPF058T8nV4PEzdid+fJrsXEY yfJ46mmxW8++ux8ZhZcsuFrcrTU/90et+m+q8bk62rjp6mdNnbBx+SrJF1x19c33O+qdLfAdJ7t7 MzeI7B+T9Tgc7W4TJUWc2L0Ptisqcz0v1plcZUR1uJ3Fl6vK4nCZDuns7G5CGOqps3mKCkxuEngp 3w2JoK2GfJ1/uvdCx2Z3Z1V09hMjuPsnfGF2xisS0QyTzyTV9bRRyYrM7hkqajEYmCvy6UNDtrbe Ty1XUeDwUWIxdbX1Dx0dHUzRe690F+J+ZXx53H29j+j9qb3m3fvms3FltpVcm1dubkzm0MHuPDQd rCqxGc37RYqTZlDVfxnonemF4rnWPce1cpiJTHkqKelT3Xugk/md/wDZIeW/8WA+E/8A8Gx8evfu vdf/1t/j37r3XvfuvdVO/wA5P/skvZH/AIuR8Kv/AIJbrn37r3VfPv3Xuve/de697917oE/kZsLd HZvR3ZWy9jVuOxu/MntuorNg12ZDHDU2/cBPT7i2TJmtENQ/8F/vTiaQVdo5T9uXsj/pPuvdX+/D P5ydY/Mzb+6YsBgd29X9v9YHbdH3T0L2RS0FJv8A6zyW6cfVVuDq3qsPW5Tbe89j7kbGVyYbcmFr KzE5Q0FTGkiVNLVU0HuvdHX9+690VbuH45Vu/t64Dfeyt4w7Mr6nd3RmQ7VweTwc25Nu9j7W6N7c wnbO1ftKVMxiJNn9jYXIY6ppKPOwGoiqcbXSUuRoq37fEVGI917o1Pv3XugQ+SHSO3fkl0J250Pu qWppMP2nsPcO0DlaGQ0+U27k8jQyDAbswlWqSPQbg2jn4qbJ4+oVWanraSKVQSg9+690SnC/zFI9 iY3Bj5U0fx56gz2N3NTdedtbawXyQiyfYnXu7RuOh2dNvCt6p351z11m36Yr8tX0uVgzdNka+VNr ZShzHhmoJJqmH3Xuhw3z8cu1afe/Ze+emOyeu8DT9iV+M3lk9jdjda7o3PTT7+xu2MDtGufFby21 2ntRdobd3Tgdo44ToMDlpaPKPV5IisNQ1J7917pF9cbzj7E2Ltfea4yowc+dxUFTlNvVs0NTkNs5 6EtSbh2tkp6a9NNlNsZ2nqKCpaImMz0zlCVsffuvdLKaaKCKSeeSOGGGN5JppHWOKKKNS8kkkjkI kaICSSQABc+/de6Z/jqvX22+h9z/ACB7nr9l7Wx3yPrYt+bozXYlXisDg6bq3c8dPtfo3Ym45t3v TUmLhTrOpxa12GqJPtRujMZVo4/LWy+T3Xuk/h/jT2jj9tVUPx++R3Wz9VV9DPmenKfeHVec7Vr8 FhMpRNk9vYBOz8P3pt2g3d15j8jOkOMcYj7+HbgipPvKipjXIn3XuvdRbC392V3dtrefbvUGT2Bi +hdvZ04vE7myOG3Hgsx3pvGamwse9euMji6jTmsV191zj8nBj87PS0clVR78aBqahyVFk6Kk917q w/37r3XvfuvdUjy5TIw/ETvvZVdVZag7+2j1R3Hke5tsxSVE2+cH3RvvD753jurO43FRzPWjBb33 3kcjlNqVFGBjMhi5YGxjGlEYT3Xurl9sf3cO2tvHZz4eTaP8DxP91pNvSUk2Abbn2NP/AAR8HNj2 eglw7YzxGmaAmFodJQlbe/de6e3RJEaKVVeN1ZHR1DI6MCGVlIIZGBsQeCPfuvdAVtH4ufHDYG5M bu/ZPRXVG19zYOSsl27msLsTblBW7TkyVPW0mVGzZIceg2dHmIMlULWJixSJWeeQzBy7E+690Pfv 3XutZ/5xv1pS43ff8vr4nbdw/ZHefdfYG+N2dzdm7xwuB3h2N/fvdu4TvGqro91T4KGhwGN6xlzN NJlt2SQmLbuPxtLt7DLUbjnqqzbsNc27TsO37PuHJu12QvObN4aZ0DhWmDyuzG8mkCjw4rYmsbmn 9mkaBmr10s+737g+7PN/uPyh95PnzmeTlv7v3tzDt9rcNbNLBt722320UUfLu22byuLy93pEK3du pYEXdxd3LRRaB1ar1rsXDdY9f7O6+2/R42hxOz9u4vBU0GJx1Nh6CR6Gliiq62LHUgWnp3yNb5Ki UAlmllZmZmYky9bRSQ21vDLKZJURVLHixAALH5k565z75fWm571vG5WG3paWNxdSyxwL8MMckjMk S0AGmNSEGBgcBw6Wzusas7sERAXd3IVUVQSzMxIChQLkngD2/wBFfQIbe7i3HuraWO7L298e++M3 1Jmony2A7LwWK653HQ7j2XK6/wAF7A2515tvszL935/a+6KKRKzGR0m1ZsrVUMqTiiEbqx917oAP kL8tOnpOrqvaex8Phfkh2J2rkcr1Htb49Uc1Gua3DvCrxtYM5tns7buc+0ynXmI2xQRyy7iGapaO fGwoySxpKVX2Dedt8ttq2tbA7X9fuW4FoILTH67FTqD1wsSL3SucKvzI6yV+6/7V71z9z3JzanPR 5R5I5QWLdN15grIDtUMcyiFrcRgyS7hcTARWFtH3zTVoNKPR56Ryewvix8fem/j33H2ltTN9lbO6 ywW3cntCgrZ92bz3LJDjyKrG7S67x0WV3/vHG0UDPTU8dJjJnloqcP4o41Kou5Q2S52TlbY9gvZR NcwWqRvxKsQMgA5Kr8K8KgDA4AL/AHifc7Z/dL3690vdblOwfbdl3ffLi9tkOmKWNDIWSZxH2pPJ QTy6WbTK797tV2JJ3Z1X8M98S9ets7qX4JfHvGbC7V2t2Jn838ic78cvjxH2ls/bdVlaCt64g2fQ 47dXa+Li3XXM6VNJvDbmCiQUg1wzsVRaX/sVBv67W+ze3qoIbuOY+DtgfxkQMWgYpGvZIGUnVqFK VRvIdchf3iPuz7fT88xc4/eI5j3NN25evNthN3zVeqdtubpo1i3SETTz1uLTw38MR+BKSzBLiPNa ztzfzUMPS/MPY3dlPRUm36HrDqXeXSwxW2up9v7w2/j46jc3mpKbb8eG+TuEwO8MH9vRI0GXpMxi qaOLSkNFURWnaBt55/8A3V7u7ba3fJe7W+7WNs23Gw8FBc+PJIvhRxwhzqDAqIwuXBUoCGFepvt/ 9yPf+cPuC86W+3e/3JO5cu8z8wWvNcfMJvbw7YNvtbORbua7u5bZXiljYStcNKlIWSYXLRyI4V96 R/mu7K2d8oflP3LmNy53CUHyKk+PsVPlE+L1LuiKnHV2wa/aGWq8ttKH5p7aqdlUOLlrtStTZndc 2VgU1HixzqKN1nttz/b8x+6fNFrsXLO63m6b9JZJbW8UcTSg2tu6TGXVMqoq5fUGIEasz6aU6IPv bfcf5y5C+5J936LnT3Z5I2jYPay25nn3bcLy73CO1mTe92gu7BLAxbZNLcTyKFg8Foome6kjit/H Da+jddl/JD42fIHt7Yu/um/5hvw/m7wfaud6my9J3Z8bvkf8eOjuweksvT5Tde6uvO6s72rluwtl 57a1VLQzpSYyd9u1EtfkLxZM1C09BV5Lc1eyHO+5Xmz71t+2XEG8i0yggW9EtlcZ8G9s45FlSORl bQJTC+tJgAWjfRyV9l/vc8l+2nKXP3t3ztZW+8e2s+9LLG8e6DZbvb+YtrGiPc+Xt8a3uoHvLOOe P6g20N/A0E1q0miG4jacbPjbvPb/AEv2fune2+O0fhz8m9+7z2hQ7Nwu6fi/8sPi5Qbb6R6w2tm0 bYfx/wCtOqO09wdM12wOtI4ci80pos5mnyVVjaN6xZKhROqHlz2u5t2mfct4vdpvbi7mCQBo7GWC 3hitWkQW0EYMpjEUhk8VWkY68GhQgW97/vQck8/7DyV7ectQW2wcp7bNPuckF3vP7z3bddy3eK1m m3zd754bGO9nvLdYPo5Es4ljt2cx1jnDNahjN9703HjsZkdk9H7939HX0bVVUmzOw/jBmf4KY3ii amytb/swlPiXqPuXlhBpaiqjMtNKA9gpYzuLS7tH0XVtJE3o6lT/ADA8j1BNte2d6muzu45Y/VGV h6cVJ8wR+XTRF2du+evyWIqPj12u1Ri5paLPUeN3P8b965XETrTmY0eR2lsHvzd28DNKhUGOPHSs gkDyBY9TqSW2+bLeXtzttnvFrLuMDaZIkljaSNgKlXRWLIwGaMAaZ4dCC65f32ysLPdL3ZbuHbLh A8UzwyJFIpNA0cjKEdSRQFSRXHHovXa+xPh53LnNz0vZG236s7Z7Z29tPrKl7C3z1vun4/dwbqo9 k71pOw+v8NsLc3bWytq12/X2V2DjYMvRUFNHl6JKuJRUU0sMjxSGnRR0Qn5PfHDbOzu3sHga3P7y +cfevaySb92t0P2zHthP74djbeirNqbN7o+QeS2BjututMH8cfjlsyato9q7XptuYrG1W48zk8lO +QzcseQoAbzVzTJtD2uy7LaC75ru6+BBWiqow1xOw/s4IzxPF2GhM1K5L+wXsNZe4lpv3ub7m78/ L/3fuXZFG6bppDTTzMA8W0bTE2LrdrtaBIwDHaxN9Vc0jCJKRfrHZPyZ6X2fuf5F5zcW7K/vGo2B tbsz5m9h981Oa6ewnxX63pa7MZnaXwc+G2d3L05v/c2L7p3ti8lR4XJx4zGVmFFC8L400s2Z248R htPL8FobXcNyWK65lEemS6MaLIxIAYIQB4ceAFjWgAFTVizMC/cH3f3TmJd+5O5Kmv8AYvZKS98W 02BL25ltIkjeRoJLlXkYXd7+ozzXcwZ2kbTH4cEcEMWy91x8ieme0M5UbI2x2TsKp7WwuGp8tvfp mHfezcn2z1vM1Pi5Mnh9/wCx8Hnspmdt5bb9XmaelrknjCQVMqJqOtCwi6hzoCPkL8cNjV+P3buO XrrP782Fu7P4jefafXGwquXG9gYLe2GWKkxvyc+OVTTywz7X+ROyqBEevjx5jm3niqRaSRKqugoo agi5g5d2rmbb227drctGGDI6nTJFIvwyROMpIp4MPsIKkgyn7Qe8nP3sbzdHzj7f7sILxoWgubeV BNZ39pLiayv7V/07q0nXEkUg9HjZJVR1F3rHr3+YBi9jYjB9J/KP4l9pdQ7opY85tH5E716d3TVd wVeCziLPTZnL4Hr3eWD6s7K3NTUHjT+MTyY6TJSx+ethaVnBCsW1e5dlH+7rbmTbbizGFubi3kN0 q+WpI5FhldRgOSms9zrUnqfr7n37kHM143Oe+eyXOm0cxOdc2y7Ru9kuxSzcWMFzeWc25WNvM9XN si3P06nwreUIqkLKj+OvTXxUOV+WvyK3nvn5OfITHw0OFxXaPYVPiMludc9uXIQ4bbvWPxx6uoDi didZ1O89zZWOgxtBi0gqJqiuK1VeYWkkUy2bkqx2++/fe7Xku5cx0p9RPT9MHitvEoEdumTiMasm rmvQI9yvvP8ANPN3Kje1nt/y7Yck+yocMdm2rxALtlppm3e/lZr3d7gBVBe6k8EFEMdvGVHQU9Q7 K7j7+3r2FutdzUOzNw57OjD9691YClod0S7Tqdtienwnxa+Mr7oxdRhMlQdOR1kse4d15TF1GG/v LU5F4cTNl8hlKbbY16xl6Fbf3UHxHwGe/wBFMnTe6flr2pUY1cieqd67y3V34NoY7OU1bTQ7z3dW 9775zfW3RmKzcNDVCkrZ5sVXZZKapgw1NXzwtShPc21ve281pdwrJayoVdGAKsrChVgcEEGhB6NN j3veOWt52vmHl7dJ7LfrG4jnt7iF2jmhmiYPHLFIpDI6OoZWUgggEdE8rekvnt8NdgF8BvPIb++H m26nLZ3c3x56n7QxX+nbozq+gpMeajaHWnyO7p2Fha7sbrbCYejyNQaeODY26cXTPT02KyiPTGql jE2PMvt5FI+zqd05MiUt9O8gW6tEUVPgSyHRNCigkRSMrqAFVyK9Z1rzP7J/fGv7G19xZU5F+8vf SrEN4tbR5ti5gupWKxndLC0Q3G2bjcytGj31lFPbTSNJLPboStBa/lEfNT43fJjr/sLZ/VmAxvX3 Zm1d77sze7dt5OTXvvsna1dn6im2d3HubM5bMZ/dO/NzZPbP8Ootw5HIZDI1lPlotEsxgmo2kUe3 HuRtvPltfRK3h7pbyvWNqBmh1nwpQtT+AqslCQslfwslSf76v3Judvunb3yzfXEBu+Qt3srbReRa 5IYNyFuhvrGSUolCLhZpbMuqtPZ6SKyxXAQefkMnyly/YvaWztrtuzdXV9bg/iZvfZm1urg3Um84 cBtrvHPUvym2hj+7V7C2tV1G/N17CbF11AgyW34TjqR8dCElqKmunk7rBjolvX/8rbvLfFN1Turv ntXE7e7J2r1TvFNy9h4517C7T392X8heh9g9Pdu0vcS12MxW0d0t05gZt9YvYuUWvy0KDclLUPSx wUNZRZv3XurXus/it0f1OKJ9s7Pjqa7H5TLZmiye4q2sz1VS5LK9jdq9ppXU0NfK+Npshh93d17n egq46dKukpsrLAkviOn37r3QFfzO/wDskPLf+LAfCf8A+DY+PXv3Xuv/19lej+c/eXZX8ynqnqDr Gu2jj/hvu2h+WPUNBuGr20uZ3J2d3x8YMDtGs7L31tjcC5Onii6x6+33vQbKWmjSOev3HtnPF5ft kopH917rNtHePzX3B3t8rfipsD5S7f72quu+j+sNz5TuPLdabF6um6M+QW7971VdX9A0+4dk7T3n tOGo3t0nTSZWifJba3Xm9grVYvI5ODOw5ClpKj3XukD/ADRZ9+9V/wAtPq2v+SG9cbuLeW0PlP8A D/Jb+3fi4nytKtBT/KfZdfQRS1mG2bss7ryWB229LR1mVpNt4FM1WU0tbFiMatQtBB7r3VX3+zyf Fv8A5+h/65PYn/2Je/de6MptncmG3hgMNunblb/EcDn8fTZXEV321XSfd0FZEs1NP9rXQUtZAZI2 B0yxo4/IB9+690/e/de697917pCfHLs2v2p/NB6Frertodo9gSts/c/x++WM/W3WG+957T6y657k xrdgdE7u7b3Zgtu1+0tuSYftrrCGnokqq2KtxmG3Pk8hIsWOeolk917raj9+691737r3VXn8zH5y 7z+IWD6P2R1PQddRdv8AyP3xuDaO0t690SV46h62wmzdunce692bkxOJ3FtDM793G/3NDQYTa9Hm MPPlqmskmaup4KKfX7r3QO/Dz+ZzuzP9kbY+O3zRxXXm1N/djV8tB8fvkN1ZHksL0D8gsiyzVlJ1 3Ngdzbl3dnOnO82xkbSUeDrMzmcXueKCSXEZJqry4ml917q2PtTrXancvWm/ept9UbZDZ3Y+0c/s vclLH4UqWxG4sZVYuqmoZp4KqOlyVLHU+Wmn0MYKhEkUalHv3XuiXfy7uwd1jqqi+P8A2nkP4j2P 0lj6ra1HnJakVEW89o7I3ZuTqbMzYyplmqqrIf6Lu0dgZzaE8k9TWZKpx+LxWYyEiy52JT7r3SX2 3U1XVXYW8Omt/wCPyOBzW6u1O6+x+sNyVdOP7ndp7c7I7F3j3E1Bs/PwtJSf3x2Pj90z0OWwNaaX NAYipyUFNPiTHXP7r3Sw7N2nWb8627B2Nj8s2Br957H3ZtOhzixyythazcWBr8PTZZYoJ6eaRsdN WLMFSSNjosGU8j3XukdLB2l29vfr7cna20NldabE6Yx8dd1x1Vs/cU28Vqe0sjtmt2pmOw81uE7b 2pS0uE2ftbM5LCbWxFPSBTTZOryNfaqbH0uK917rFtyn3N8YN2Z3evVG3cvu7p/emQnzPaPQ+36i hhqds7kq5Hqct3D0diaxYKJc9mpAW3RtOOpoqPPzM2YoPHnRXQbj917qwjrzsTZPbG0MTvzr3cNF ufamb+8SiydGKmB46zGV9TicziMpjshBSZXB7gwGZoZ6HJY6tgp6/HV9PLTVMMU8Uka+690uffuv de9+690DHafQfVvcT47Iby24V3XgoKim2v2HtnJZLZ/ZW04aqRJqql27v7bNVi90Y3FV00SNW44V LY3JKgjrKeohLRn3Xug8+LXx83n8b8Du/Y+X7oru1evpNww1vUuAymxsDtLIdYbYNEoyG2Jq/bla uEzsNfmWkrIosbitvYTExyCjxmLoaGKGnj917o1Xv3XukH2bv/CdUdb7/wC0NyR1su3uudl7n3zm 4cbAKrJVGK2phK3O19PjaXXH91kqikoWSCLUDJKyqDc+/de6IxjMr8sdy7Tx53n3jhNhbpzuDpG3 RQdXdabYqKfZ+ZyFJEczQbEzu/H3glWMHVSyRY+tytDXLMYkmnpmBaD370/1efz699vVeHSP8v8A +QXxwfelV1X8uOv8fWb4ztbntx7m3b8Wp9671yMUlTPU0WOy+8898gpczkqHF+Z3Hla81TLNVTeS pqJ5pIn2/kbm7ar3d9xtOebb628mMkskm363I/Ams3YpHGO2NAAqgEhak16B83/eq+7rz9yx7fcm cw/dZ3wct8t7clpZWdpzi1taI9Abi7NunLra729lrLdXUrSzzuQHkKqgFoGFyMA27R1tZuHF5sUW NjGW3HSGkpMXWVVDTquUyQSKrq6XHU8k8ckrR+Z1pwdOo6bmUbVtcERNwsraQGcUAYgZOK0qamlT ThXrBDe4fA3bcETaZ7GAzM0dvKWZ4Y2JaONmdEZyqUGsoviU1aRWgDrrrrzbHyvj3l2B2FuuDcHx dwuazO0tqbCwuUpaTrzuKHacaY/sTena24qKcVG9+v6fdMOU27Htj7iLbFfSY2smzEOXirKaHHqV ViyoikuTQAZJJ4ADzJ6KXdY1Z3YKiipJwABxJPkB1Mzn8wTDbyy9d1l8EeoM58wt4belGFyu6NmZ Gg2N8YuvZqWNI/s9zd+5ekm2lX1dHSMssGM23DmaipiRo1MTjgf23IUljDHfc67om0WTiqxupku5 B5aLVSHUE4LymMLg5HUa3XuPFuFxNt3Ie0Sb3fo2l5I2EdlEfPxLxgY2YDISESs2Rg9U8/zAurd5 9x4XLd1fIH5m9J03dPTeI3Tsyh2N8dOjMZvDprrF8vP/ABDK9a9l/IDtDfGJwO2N85apwEKUX94M lt/LJOZY8ZjqiWsWF4856tNoF9tPNnt5YvHuexW93K8m4Ri8hubdolecXFrH4YgSMQ6xLHKWRdWs sKUzE+6rzduk+3c6fd694+XLjmHkn3E3LZohbbBcybVue37haXM0dncWF88d0LtmF7JHJaXdt4Mr eGyGEhi9O+zPnB8Bzjdu9UdA/wAv/evyl+RLY3EZTdm0cJT/ACY+W9HPvd6KioM9iMr1jV7s6Ixu 3Hps7FKsVdiYN4wzBQhmZY45WyM5Hj9w965I5V5x5i5y5e5P23c9tt7pYVEEM5juI1lRooIYjOVZ WDKrSBwhFRXV1CHvb92n239sveT3P9u4bu65g2/YeYL6xiu765muJJktbiSFWkUymHxKJSTQgUyB qAAACyLq3a/81HO0Y3Z1p/JE6u6RxE0rtiqKPe/8vbqXJ5CklFWnnqtqdofHTsjtfByrFMFaHL5S WoSPxx+Wo0yyyIdxv+Smfwb/AN7uYtwbzeGzlEQ86KtxexvSvA6Frg6R0D7PkjkywA+h5T22IjzW 2hB/M6Kn8z055HcPzH6D7rwHy0+YP8qv5jbdz3XW0qvblN8gPh1v34AfJ7Mbe2vJA61+VrujdjfH DbFXHV7dxk8sLZueP7qloHqEikipF0mPZ/ab2p5n5mteadk531c1pGYkfcbUwV1U098dxctJIalE Kws4DFPxCmQu0e+3upsfszvX3ftp5vuIPaXcNwS8msUoE8WOtUVgA6QSuI5prcN4TzwxylQ4YsI3 xC+Q/wDL/wAjvruD5sdIZ75x7UwPZO6cvhd/fKnbPSPxr7F6+wVRjZIMjnKTd+29l9Bbw3p8d8vu VpIcjl8fkdr4Weu+4iq5GmieGclVv93O35b5i3Xddqk23+tt6F8W2aXwZgzAFlhSdY0JdiHl8NyW b41Bx0H/AHS++/7xc4e2/I3sn7pXu9n2y5WaRbSUQmaCZASIHvJrd5ZZRaxfo2f1ES/TwEoK5PV0 mY6mj+YXUeMkw3fHxn+T3T+ZqGz+0N0dv/GbYPf6Y7cFDS5rF4rcOKl2v2F1710m69u0+Zmp5hUb eZkkepp5YI4p5qcIpDzLypf3dvFdX21bwFKOY2eCYKSGpUUJWoVgGDI1FJDDqLLSblTmq122+uNs 2ze+X1lWURTqLi2kKjS4ajB1ZlLIzRyRTR6iEeNqEM/yE+OWHwfxay2C2/8AH34tZPuKfIbA6t61 l258Ydrbp2Ft+bfm+dndX4vcR60ztPlzidrbSw2ekyGTiaqraHC4iilnlNTTUsiyOR80czJLJcR8 w3wnYliwuJdRJNSSdVSS2ak/Otekb8pcqSQpbScr7c1uq6VU28JUKBQAKUpQAAAAAAYpTqmz5FYr 4u0fZ29KTD/E34l7H23TZn5D7AjzOK6Z7C2hmeoN+9LZjtrGddbckPTHavUld3T2X8qsN0Tnp8Ls 3CT7XzWPodwbbqKUZeOtc5E8tvcrny2XQvNV3InpK3jA+eRMHB/P5eg6ILr2q9urptbcn2Ub+sKe ARXGDAYyMelPP1PTztn4j/ETuzsXb2zNqbX+d/xu7K3Puh8RBu3bXcnX3bvTMu6hl+/cA2cxcvZm /N/dmbt2ZV7k+Mu8Dj6+HHU9bV4zGwZZyuMm+89x7zNy57Zc9TyXfP8A7M8qbtuEjanuTYR2d6xr q1fW2BtbgNqqwJc0JJAqepK5U5n92Pby2jsvbf305x2bbY10x2g3KW9sFWmnT9BuQvLYppopUIKq FBJAHTj8qNkfOf8Al6dfZ7Pz/Ljr75S9H/xDCbLz3V/ZVPQQb5rqjfsxotubXl6h3xN2TsLdlDlf 3DOlLJj6l6WGWsjphHHL4YY589suWuT9gvOY/an3W5t5X3iKi2+2XUo5h2y6mc6Y7SBL5ku7d5mN A5mnEYq/FKnLL7uO9c+feA90Nj9s/dP2l5J5m5bmWS43Pf7eFuWdw2jbbZfFvd2vpNvDWNxBZwqW MZitfGkMcAYGZQpfPgF2PnaKk7p7Um2p2F1/3Bht7vgvkFl9ubB25uva3UVFM1TktmdZbw+LtWdu b12B0fsCKaup8RNtbcu1o3q4KmnqZax6GOhpATvW9e7P3euYt33L3l9rpr7Ytx8OY73tcyXypb6B oWSBVQpbwn4njIiViVVp2APUxc+cyexP3vtg5T9vvuse6keycn8oLNZ7dyzvMD7fNc3RkP1O4zXD Mwm3TcmHiaJl8RYvDQJbIJC1vuN7n6x7KxOyqrurbGw8ptqm33tDL9fdrYmoG/uj37RoMjI+yfLm 85hMNuXpbtXHZWSlagx+8cRg3bK11NT4Svy848onvk3nnlH3B2aPf+Td/t7/AGtjQtGe5G46JY2A kikpnRKiPQg0oQTgnzz7fc6e2u+Tcuc8cu3O27ugqElXtkXhrhkUtFNGTUCSJ3SoI1VBArs3x8Tc 3/L62nsDsTpPaWc7O/0djuTBz7o2rh+067K7N2bvPZdPUnfeX6X69q+x4uwvk92LntvU+Iy/Y+K2 x4qmesOWzuAyMoeeIWdA3o0fxh+Zm9qbF7R6s+UG1N2UXY2H6bxnfHbfdU2b6Vqup+sus+z92d91 vSY7Y3jtXNbHx0u6P9HfS9RR7lz+3NqxbHh3NTSxw1FPDUUye/de6Mtj+5tsdN1eP7c6a7r6Vn6q 7hn3Hmn2HvzsPFbb6Q7C3ZRZmSg3Vv3qjt3D4/c1Ps/ekuXjmO4KWipM3i83VQS1D0NJkpchlZvd e6S/95N9/KXeVBktg9ibR7V7OqaSoxOzd6dWRS7g+NXxC2fuWGmod5diHcU1Vntt9gd+z7Yq5Y8P HWP/ABjMCaCkp8dgtu1m4shJ7r3RuNq7iFVtjC/Hr4U0lLjti7DpZtlbk+Qtaj7i2L1+uHlqsZn6 XYuRzQyCd/8AfTZyGoFfPJJW4XG5pa2p3HXT5KFsJk/de6NH1h1Vsrp/bC7U2Pjaikop8hV5vN5X K5PJbh3Vu7c2SEP8X3dvXdmcqq/cO7t2ZgwR/c5DIVE9TKsaJqEccaL7r3Sh3XtHae/Nv5HaW99t YDeO1swlPHlttbow9BnsBlYqaqp66niyeIylPVUFdFFWU0cqpLG6h0U2uB7TXNna31vJa3trHNav TUjqGVqEEalYEHIByOI6ONg5h37lTd7PmDlfe7vbt+tixiubWaSCeIsrIxjmiZZEJRmUlWB0sRWh 6YNsdSdVbJrIMhszrLr3aOQpaRqGmrtsbL25gaymonjWJqOCpxWOpJ4aVokCmNWCFQBaw9p7badq snWS0223hkAoCkaKQPQFQDT5dG+++4PP3M9tLZ8yc8bxuFnJJrZLm8uJ0Zwah2WWR1LAknURWprX oRvZj0EOve/de6Lp3n8regvjdVbdou6d+nZdVu2nyVVt+L+6+9NxffwYiWjhyEmvam3M7HS/bvXw i05jZ9fpDANb3Xuqv/nl/MA+I/bvx7puueve2v7w7z3R8iPhhSYLDf3D7MxP309L8yuhMnUR/wAQ zmzMZiqbx0VFK95p41OmwJYgH3Xuv//Q2zNw/wAo/wCBNf3r178kdi/Hnqro3uHrem7fkxG8ejOn +kOvczlt2dwYahxNV2ZuXMUnWNXnMt2VsCppZchtnLGqjlxuRraqaRajzsnv3Xulr8I/glH8HNuy bH2r8pfkn3T16afNVEGzO8sZ8WakHeO5s+u5Nz9oZ7fvUHxi6e7e7D7Q3Rk5ah8pmd07jzs+TkrJ p6oTVRSdPde6BT+cn/2SXsj/AMXI+FX/AMEt1z7917qvn37r3QBfIPtLc/Wm3dm0Ow8TgMv2F2l2 TtrqrYy7uqq6i2fjM1n6XL5muz+6ZcWrZOpxmB2xtvIVSUdMYp8lVxQ0aTU5qPPF7r3QZ77+TVP8 ZMbsHDfJTcu090br3lmVx53N1tjtn9XYSGirtx4Tb1FkKfqzs3v7dHZ2bioKncEBrRt19zTxRqZH hi1Ro/uvdQl+dHV1FHuHM7s2f2dsLr/Abv8AkXsOPtLd2M2ZBsrP7r+LknZ8/aOMwKYbfWb3hOib f6b3LlqCpqMTTUtVQ4qdWkiq0alHuvdKf4T/AMwvI9X9m90/IHobZOe7u6V3lltk4z5TfHvBbg6w z3ce0t07b2Zioto979HZLY/YG79gb3yGU63lpsZm9m1eZpa7IDEU/wBpNR5OiqMdkfde62suhe/u oPk71btrujove+N3/wBc7qWuTG5uggyGPqqTJYivqMTntubiwGZo8buLae7ts5mknocrh8pSUmTx ldBJT1UEU0boPde6GX37r3Qf9h9WdY9u4EbW7Y652H2dtgVJqhtzsPaG3964EVX21RRmpGI3Ljsn j/uDR1k0Wvx6vFK630swPuvda+H82L+W98SOquodtdrdG9VYLoCq3j3/ANKdWdp7L6RpIOsuuOy9 vd0dkbZ2FJuPL7D2mmM2tge2OutxZOh3TtreWIpKHcmOzeMUmrkp6mqhl917qyr+V78l96fIL49Z bancmZp858hfjPv7J/H7uvNxxQ0cu98pt/CYDdPXvbr4yGKnhoW7j6i3bgdw1cNOhoqPM1lfQwO4 o2t7r3TfvqkfrXu3sbPUKrQ7i2B2l053ztCtivS46for5GZLZ/RnyZ2DJRtLFPnocbnOs8jvyugp ZNA3HW7enkieVEjqvde6Oj3X1BSdy7XxOG/vXuTYm4Nsboxm9Nn702omEnzO39x4ulyONLGi3Hic 3hsnh83gczXYvJUs1PqqMbXzpFLTzGOoi917opHXO4N0153xs7sAYFuxupt8VfX2+KzalJW4/amZ rn29trfW2dybex2Sy2dyWHot0deb3wuRmx1RW1suJrKqehNVWCmFXP7r3UvfG7c5t6p2VgtqbRqN 7bx7F3c2zNqYRcvj9vYsZCm2nuvfWTyO4dw5BahcPh8ftfZWQkMkVNWTy1IhgjhYy6k917rnsHfd PvrH5hpMFn9n7l2puGv2fvnYu7Kehpd1bJ3Zjaeirp8Jm4cVkMviKha3DZSiyePraGrq8flMRkKS vo556Sphlf3Xum3Z+Nj6w+TOw9z7Q/3G0XyNzGZ687c23B+zhtzbi2p1TvDf2xO1pqULJFFv3bOF 6vn21NUwLBLmMLk6ePIS1C4PDR0vuvdWP+/de697917r3v3Xuve/de697917ooHzEr/vtq9V9ZxN aftXvHr6iqZQfIKbBdXT13fufFdSC7VGI3BRdTDAT6lMOrNRrJw4B917pr4uP999D+OObG/1/oP9 f344Iz/q/b/xXXqn1z/q/wBWOqm/5hWWxfavYXxz+N+f7Rr+qeg9zdsphPlF2ZBhq6q2Ttqsymza 7O9R9U763SlXj9vYjJ9lVcMrx0GSnkpaWOXH5DJ0z0M1MlXF3uR9PJd8nbbvdw0PKd1eut0wYors ImNvDK60IhlkqGqQpoASPiGeX3Kk3nbtg+8hzp7YbLBuH3h9k5atptgjaJLm4gie/ij3jcNvtZAw l3CxsiHgKK0kYd2RJD+k5ZtldddTfHnv/wCO+yPj98WtifJnvis2H3Mvyi+L/XG9sB351Psnegzu Km6Q7cznavYe3KHY3RW6M5Mq/wAXqcfQYqnoMey0dPjYYUolqmPb7YbC39weXdsiurPZoLnb7qfd IoHae1iiiZRaTIihS1xKToRVVWcFq0VS7SL95LnHmDnP7qvu3zfztNvvOFvsvNOy2fJG875ZxbZv 19cXcUj8wbbIxkmL7bZqpnZpJZY4ZEjZWMj+BBYDm+r9/fInds+1vlTvGs+TW5MDkBjp/g78Vcrk di/ELpXILR0GSxlB8pe5ZJcZkd2ZnG0UlBVSYjKztkTSVRnxm1shTPdsoG5x2jlxGtuQtrMNxSjX 1wFku29fCXMVspqfgDSEUq4I646pyPvPNDi59xt2E1rWq7dal47NeBHjP2zXbCg/tCsQNaRkHovP yi+bvW/VOZw/wp632inzh+WdRif4DtP+Wn8Il/uL8YenaWSINJS/JvsLDQ09XUbSwlLW1EOWpM9L Q4XLUDQ1VZs/EwymvirsvI3MHM7XG/79fLY7KKPPfXjMFowqCK6pJZJBTwkUM8v+hhgrFZLs7Oz2 +2gsrG1jhs410oiKERR6KqgAD5AdPvVH8kndnyWi/wBMH82jtJe0ez/7rZHB9J/Gb4912R6v+Jfw nxWWxC46gpundmYmVKbc+/NsQLFoyeUWtofPAqyx5Pww1hZ535h2O65U3r255MFzByvfW7wXdyaQ 3F4rKysSI6lYTXUsMz3FDkeGrNF0Pvbfn3fPa33A5M9x+WRCeYNi3O3vrcTLriaW2lWVUlQFS0bl dLhWVtJOh1ajBg763f8AzAP5dezeifj30L1j033PXUHZdLnOs67487Cze0t69idcbZwuVwm5sP39 8dNg7Ofav8PraTcVPHV7hxWWoaaGvjo6tUWqieSPDzmrfPczk+HY9ps44d0vBcAwyQrJ480Masrp dWqIV00cAypIqhgjgBgSOqPsJ7Yfce+8lunuv7kc0blufIuwzbRIm5226TWZ23b90vJ4p4LnYd9u LmOfxhJbyPHY3VnPNJC1zA7tBIqPfp0V2Lu/tXrHbG9t+9R7x6N3dlaONs91tvepwNfmcFkUiiNS sNft7JZGkrsVLKxNNLKKSreMAz0tPJqiWa9j3G73TbLW9v8AaprG7de6GUqWU+eUJBX+EnS1PiVT jrl37p8ncu8hc873yzyp7hbdzTy9byHwNxslnjhnjJOmsdxHG6SgAeKiGWIN/ZTzJRzH7q35u/Zd DsbGbCx+16rdvY3YFBsPDZDfFbk6HZuBlk21und9Rkc/Lhqeoyc339FtCXGY+GLxmfL5CkjLhWIJ x1HnVAG+uv8As3+Wt/Mx6U+aU1F171z03/Mz+RGN+KHyg6S6rzeUz3W23uwtz7IxVN8cu3os9kdi 9bnJ9g7j7C27n6zcOTmwdDFTUuUmpQ9RLPPkJZ55UkHuF7a858q7nqm5i2SA7nYzMS0ngRJFDdWx JyYxEkRjQE9wX8Mar17o/vyT6mm+DO4s587PjFhRgdkUNVS5f5pfH3bVHHS7M7O6xiqP9/P3VtXb tKIcdt7ufrLHTS5Saqp1gjzWPgqEqm8hkapDHLm6jnW3h5J5km8S9KldvunNZIZqdlu7nL28xogB qY2KlcU0w/zRs55Cubjn/lWHw7FSG3O0QUingr33MaCipcwKTIWFBKgYPmuq1XB5nFbmwuI3Fga+ nyuDz+Mx+bw2Uo38lJksTlaSKux1fSyWHkp6yknSRG/KsD7jGaGW2mlt54ys8bFWU8QymhB+YIoe pagnhuoIbmCQPBIgZWHBlYVBHyIII6ePbfT3SZG0NpivoMqNr7dGUxdVDX4zJDCY0V+OrabFZnBU 9ZQ1n233FJVU+E3JkaJJI2V0pK+phBEc8qt7r3VV2P6x66+c/wA9Owex96bF2fvDpH4PrlOkNrU+ e2tgMxQdhfJbdWKw9f27ls7/ABDH1EmbxXUW10xGFpKOsWSGDMSTVMJ1RKRGNoP63c8XV/J3bFsL mGIfhe/dQZ5D6/TxssS1+F2dlPWcfMEh+7v91bl/lO1URe6nu1bpue4SZ8W15Ut5mXa7NTXsG8Xc U19OUI8W1gt4pVIIogf5lvxv3P1TvTD/AMzj4xZmv677s6cw7Yjv6XAYhc9SdmdAyGgTcGT3Vsx6 ygoN+Hralx8GRqsbLUUE+Tw9EywZCgyFDiq6kyY5QvIeZLBvb/eJBSVi23zNxt7o8I68fBuT2OuQ HKuF1ZHMbnWxuOVtxX3K2ONiYVC7lAvC5s14y6eHj2grIjYLRh4y2ntL6nXH+lXa26O/vjltjbGw PkJgKKLF9/dA46ZN0dG/IDbm4tsUu546anoZaDG4Te+x+39jbggyu3cwtJSmujrnpMlBQZyDIRY7 Bb3N9kt35S3m/wDdD2RhG1+41qzNd2CgrZ7skZJltp7dSEW4Yg+HIunVKSWKysJ06Fe0/v3svOex bb7Se/sx3f2xu1VbLcnIe+2aSQKIbq3uWDO1soK+JG5fTCAFDwqbeSX1PvHG7b2/1ru/aVVk5fjT 3DXptHbOG3JWTVuf+MfccMxx69KZXMVMb1mR6x3fl6WopNsz5OWOowuX+0w8D1FHmMJRYuYvbH3A 2n3P5K2XnLaI2jhuUIkhb44J4yUmgfgdUcgIBIGtNLgAMOoQ91/bfePaXnzfeRt6kWWW1cNFMn9n c28iiSC4j4jTLGykgFtD6oySUPQVUXwz2D8g91dpYHrDa/WfSuBTvLAn5a7Cws1btzsP5O9X0eB7 GfG7Z7DpNu4nAZjZvVW7uwNyz7ix8dNkazD73gXMwZCLxZXMQzj3qOujK4jePfeF7Jz3wx+EPXPx s6n2d8YdgbAzm/tzdq0u9cps7H5Ht2u3pnNldQ9O9P8AXGX2nWYvBYrbuAesrc1UZejw2GFXS4zE 4qtSGqGO917oatl71wfy3wua6Z7alqNidp9V5Skh+TvRfVHZUO9dl66ur3HR7Z2Xu3tvbO3sTV1e zOxsPjaTdcO23n2xuit21XUMG5cTBj8hWYqq917o5+JxOKwGKxmCwWMx+FwuFx9FicNhsTRU2OxW JxWOpo6PH4zGY+jjhpKDH0FJCkUMMSJHFGgVQFAHv3XunT37r3Xvfuvde9+691737r3Xvfuvde9+ 691X/wDzO/8AskPLf+LAfCf/AODY+PXv3Xuv/9Hf49+691737r3VTv8AOT/7JL2R/wCLkfCr/wCC W659+691Xz7917oOe0esNk9vbPq9m7+x9RW4R67FZumq8dmcttrObfz23cjT5nAbn21unb9di89t ncOBylHHUUtdRVME8Lp+rSzK3uvdV47M2P0L3fi6zfW5KX5RRdO02x3rD8k+4u1dv7Y687r6/wBv 71pd4bdeqqv9IVP2ZBsrFZoHNYWoyOA27iK/GSSyLLVUdSyTe69064Lp/wCJmzOvc12N2p3ZtHs7 Ye/OyflzvDasGT7YxVP1Bmcp8kd+9v5jc2E2Pj5tzNhsjvZOt99Vu05/tKxkcffzwU1NUVtWz+69 0c345DEVvT2xt3YDOdh5vBdj7Y2v2LhE7N3I+6dzYLC7q2ngK3D7ckykjSu0OIxixK+uaplmqmmn lnnmmklf3Xuj4/ymM7jdofKP549NpCuIO88Z8dflBhMdC6wY3O1e68HvjpTsPOUFBGDCc5QVfS2C GYnGl5VyFAZF1N5JPde6vp9+691737r3QMd+dB9V/JzqzcHTXc+3Z9z7C3JVbdydZRUGf3FtLM0G c2fuXEby2huTbu7No5XBbp2xuTa27MBRZGgr8fWU1VTVVMjK/BB917rXN/lwU+a+NH82/wCRPx02 r2PvPcvV+8sx3/sLMUfY+4pd6ZbOVnRm3fjn270rWDdeeNVuus3xsfavyO3VtuaeavqXy23sXSGq iaTGwywe691cT8x6dqjtXo+jjX0bg2+do5YLUSUrVO2t1/Nf+Xtt7cdKZY4pmEk2By1VHEQodWkI SSIsZB7r3ViHv3XuiSdvdWdo4PuDI9vdX7YoOwdv752ntfbvZGwo9zY3ae6cdm9jVW4/4JvvYqZ2 kptq7rzO5cLuaPFZimy2awaQUeBxz008rCaI+6900bL6z7j3v2p1TvjeWwMR1dsnqjdG4N70NLuP d2I3R2Zn9wZLrXsXquHEybc2XHndjbZwoxvYs2Q/ike6MlVv9qKRsfGKhqiD3Xuk93Fjdw9Fdn9j drV23chn+k+18rszc+893YSeiq8l1JvbHbV2z1XkMxvLb032ORfqqu2zs7AStlsc2TmxFStdUZGn pcYjV0XuvdOPVOLm7I+Ttbl2QzbO+N202pI3eKoehre9O28dE5NPOGp4aPcHVvSyuJVK1K1NB2Wh BhaEiT3XurAvfuvde9+691737r3Xvfuvde9+691Wud40nfndld29t+siyXU3Wu1831Z1BnaKrmfG b+zO5czg8v3B2Li0VFosvtFK/Z2EwO3skCxqGxuZqaRpMbkaWpq/de6C7sntrdG4tu9ijpWl3bXb a6zgyUXa3dGw9jT9mV206vFtJDlNh9H7JSirqDubvgVkZoTS6Ztu7SqWepzrTy0gwWQXbbYSblf2 u3xTQxvK4UPK4jjWvm7thVHmfyAJoOi/dNxj2nbrzcpreaWOFCxSFGllan4UjXLMfIfmSACei77l 693/ANsde4Hp/vqlzHxO+L++GydTtf4X9byJ2387fldIuTpcxmNwdw7rpY9wz7bTceeq4cpuepoz LLjmrJJdwZ2hjV6tBpff1B2GyuNsi2225h3SRNMkl1EH29K8RHbSD/GSPKSYeHUB1Q9BTlndvduX f9r5t2rmbceTVs5hLbHbbl7fdwwwrtfW7K1nqBNUtm8XSzRvIM9Qu5e4vhX/AC1uvaPDd55/Zvwy 2DudsYuxvhZ8V5nzny3+QEsCmi23J3B2JsWsk7I3Dmq2rkjpUgwmTocdTVqvSVu785R1ppUDPI/t Zd7oL6blXl20sdo8TVPcCOK0tEY1Pe6qqFhXsijDyU7Y4yMdTxz57p+5nuld7fuHuX7g71zBe2kX hQPuN7c3jQxnTVYjcSSGMOVDPpp4j976nJYhbtnrH+aN/Mo21ith4jblX/JM/lvUtMmLxXXGwsdi cd87O19ktNFK2MhpsdQUW3PjBt7OU7SmSFaeDN0U7yQz0uUpZjKZC+q9vuRdP7uX9+8xr/ozrotI 2/4VG1SwBp3yBpHUnQllMqyABdXO/Df4HfFX4D9c/wCjX4v9S4Hr7G1phqd17n0vmewuwsrEZpDm +wt+5Q1O5d2ZJqiqmkT7mc09MZnWmihjOj2AeYua995puFm3i+eRELFIxiKPUatoTgGc5kc1klbv kd3JY+6OH7D/AF7rBpUOXCjUyqpNhqKoWKqT9SqlzYfi5/r7916ppSp0g8Pt4/4B+zrP7917oLu4 Y+n5Ovs0e96HYWS6ygmxFZm6LsvGYTMbTmrsfmaCt24Z8VuCmrMfX5aPclPSPjYlikqWyKwCnUz+ Me/de61Rfnhu/sTO/wAlnuftrP43E7Zx/wAfO9fi52zt7r3H4fYWLqen+wKv5BbFbNdfbebaW3eq d3bVymy8N2HRUuQ2j2P19it3YDI1VWajN7kp5KOvacfu6HxvdPbdrY/p31newMPIq1pK9G86fpg4 zUDyr17rbr3Nt3D7w25n9p7go48jgN0YTK7dzmPmAaKuxGboJ8bkqOUEEeOpoql0YEEWb3ClrcTW dxb3cDlbiJ1dT6MpBB/IivTF1bQ3ltcWdzGGt5Y2RgeBVgVYfmCR0R3+Vpmsrm/5fvxf/jNU9dX7 d2BPsH7uWRpXqKLrTc2f68xUt3AeONsXtiHRGS3iSyam06iM/c2GKLnvmXwUCxSTiWnoZkWVv+NO c+fHHQD9qJ5p/bzlXx2LSR25hr6iB3hX/jKCg8uFTx6sC9gbqQ+q/v5mvb3cHx7+IW+u/OjcpTUm /wDqLcGwdzU+GyeMizGC3jhcrvLD7I3DtXPY93p6ipx9Tit2S1SCmlhq1q6SEwurgXAXuVu278v8 pX2+7HIBf2kkThWXUsitIsbowwSCshYUIbUq0NestPuR+3nt37v/AHhuVfaf3RsXk5S5hs7+2aaK Uwz2c0VnNe291BIAyrIstosTeIjxGKWQSKVJ6Sf8qTY3eXXXw/2FtvvXrHE9X7jqEr91vRSbkrc/ 2LurN76zOX3lu/e3atPUYLE0+2t17jzmcaVMUs1dUY+n009RJHJF4IkvtZY75t/KNjb75tqWtwav TWXmdpWaSSScFVCO7NXRVigorEEaQf8A39+afa7nD7xPNm8+1nPFxvuzoY7UOLZINvtYLGGKztLL a2WeVrm1t4IAhuikEdxJqmhR0fxXsXzGJxm4MTlMDmqKnyeGzeOrcRlsbWRiakyOMyNNLR19DVRM dMtPV0szxup4ZWI9yVFJJbyxzwvpmRgykcQQagj5g5HWFE0MVxDLbzxh4JFKspyCrChB+RBoeqff 5YP3NBsD4hVSVlRkJt1fETt/rncGUqJRI+S258TPkVgNndIU7CSmgqQ2E2/3NuFLhY0K1AHjj0qv sb+5qIvPfMbJGF8SVZCB/FLGkj+vF3Y8T9p49R/7TySP7ecsiSQv4ULxAn+CGWSJPTgiKOA4cBw6 Xmy+s5N357+Zz8asHJHiTWbl27v7Y0xSFo9odj9s7Bm3ltjeuJkbXT0OU23vnbuNy1C6KrUNVQwu LMi6cKPZCMbH7qfeT5Mtl0bdb73ZX6Rj4VfdbQzylaYAcxr2gDSAB9mevv8AStv/ALP/AHWOebpv E3O62C+255D8TJtF6LeJWqKkoJWGok6iSfmYXVm6qnurvD4u77602lmabN4vr/b3a/Zm91/hVFgM F0J3t132RFievM3kJ8hSZreTbt7I2Xjq2nxOOSaKhyWBo8rWskVPDBWZO9YndGy7u6K6p7S39FBS dgbs6T+Qu9Oq81tpOxem9yUe0O4dwdD7W3zsuu3ztsZCpxuXpKjB4/LbvpqOjy7Upze0qjclRVYC txddWS1Le691SptT5N7O/ldb9+UGCk6hrOs9o4fCdFTbP+KOz947m3ZsbEVO7N6dwZCk3hk+xcvJ vjdm/wD5r/MKJ6uOmgxO3KTZeU3HjcLt/Nbyrc/WfeQ+691smY3LUGXikkopw0lM1PFkKN/2shiq urx1Dl4sfmKF7VWLyX8NydPM1POqSrHMjFbMpPuvdO3v3Xuve/de697917r3v3Xuve/de697917q v/8Amd/9kh5b/wAWA+E//wAGx8evfuvdf//S3+Pfuvde9+691Tv/ADw86NsfCva+fkqMNR0uJ+Yv werMlXbhytPg8HjsPF8pesf43k8pmKt0psdSY3EmedpX1BPHfS59De691rw/KXvT5A9o9adX9X/G 3qHt7rmr+asmZwfSnyg3fPsTZ+BpOosFJjqvsz5CbH2MN9T95Ve1sTsrI00mFzFft7AUFZV7gw70 dbJNVU8cnuvdH72D1ptzrzq/afUmLbJZPbG0tl4nY0M+eyE+SzeYxuNxMWJmrs9lnKVWTzWYjjaa tqmIlqKmV5CdTH37r3RP8d8YO8YOpcD0BmOyesdxdbdT/wCiiv6ez+Q2PuJd65Sq6L7J2Fvnq/Bd uY9N0HaucxFPhtjR4rMVmPipqjIzyJkYIqGaLwv7r3TTlviV2LSZrcHbNHvbqvH7+3rP32ewMRnt r5yv6k29ge8dldI7QylftnGpnMVXVWc2nQ/HzEVVTU1jUseenyubeT+H/fjw+691h2fvfpDcfWfR /wAcejPmP09nvkH07tnaGF2M2w+ycRurH53dfVvXs+Jy2M7F672ZvCony2ytzbcxWTFbjK6UVFPT +SropI6+hhqYfde6GnrfvTfcXaGxfkH0pQYDbnzC+NsG79l9sfGneG5ZMXTdk9ZbuO2J+y+pMhuA 0FJWNs/dlfhMBuTYm+Y8dLjostQY6WeEU0+UoD7r3V53WP8AN++KW/Nz9Z9c7q298j+lO1+0d54X rvC7H7X+NvcFDgqHeudWYY7CVve+1Nq7s+M9R93U0ssVPLSb0qEqWQeLVrTV7r3Rm+//AJ1/Dz4s Z3FbV+QXyL6u6v3bmcaM3j9oZ/ccEm75Nv8AnlpTuao2ri1yG4aDaqVMDxNlKimix6yRspmDKwHu vdE77Q/nNfF7H0lVivi/it+/NvsFqY/w/E9D4SSHqzH184iFEm+fkXvRMB0ztWlQymSrgpMnl89B TRSPFiqiTxQy+691Vv8AD7bm99sfPX4Wbp7Gy2LynbvdHffzW7L7crtuNXnbSZzuDpDubs3J7L2v /FbVsmzthyYXC4TEVE8cVbNjcFTyShJJp0b3Xur2vlDsuu3v2x1Ng8Zl8dtfcuY6j71oOqd0ZqNz hKfvrafYfxh706nxNeIyZstTmq6TrszW4mJHlyOEwWQtpSFz7917oyHTnauM7g2VTbmpsXkNsbgx 9ZUbb7A6/wA6Yl3R1r2DiY4BubYm54oSYWr8RNUJJTVkBkx+YxlRS5PHzVOOraSqm917oV/fuvde 9+690iuxdi4LtDr7ffWe6BVnbXYmzdz7G3EMfOtLXnBbuwldgMuKKqaKdaerOPyEnjkKOEex0m1v fuvdIjo3p1Omdt57GVO7cvv3cu792Ve9N5b0zePw2JrtwZ2bDYLa9FKcVt+jocTj4MbtTa2NoI44 owNFIG+rWHuvdDZ7917r3v3Xuve/de697917qnv5V79wmN7X7YwPyzyvbdF0Ysu1oep9kYPZPZFd 0nvnYa7G2jV7xzO/ch1Fhc6u/wDK5DsrLZvDZLbm7qsYz+FUNAUwZSp/iGSSXd/Y2CCS+vIoUPnI 6oMUrliPUftHR/sHKnNPNdw9ryty1uG5XSkApa281w4LBiAVhRyKhWIxkKxHA9ctkbn2L8jNoZ7s LdHcmxenviNsaakx+Zx22u0duYfsXesEpip8NRdmbk21nIp/jrsrKxGN6PbtNVQb3y8dTTQ10mAa Ktwlc3Ybrtm6LI+2bjBcohoxikSQKeNCUJoaeR6W818hc88hz2VtzxyXu2zXNzGZIUvrO4tGljB0 l41uI4y6BsFlBAOK16Av5ifze/jV8N9pYvYNJuXGfGva2Kw2Nw+xdhYDrzFZf5RblwqU8NHgcL0j 8SainxmL6SwVXSyCLE5/tWPA0kVRSGGHbORpJ6eqMocoe2HN3Occl/YWS2+wx5lvblhBaRKMEtM+ G0+YjDsPMAZ6CfRSOpcT/N9+ei5iq6B67X+Ul8bew3x0m8fkv32mS7c/mLd64WijmhoMhLSbilxu X2nB9pUOcbR1K7cptu01QsWCrJqGNICKZX9p+QxS0Vua+Z1HxuGg2qJ/kgInvNJxlo4ZBRh6de6t 6+GX8pr4d/CnNVHZW09pZnuD5J5wy1W9flf8hM5N2z8hd2Zerp/tsrkxvbcEbptD+LQ2jqYMDTYy KrjRPuRPIvkIB5l555n5raFd23I/RRCkVvEqw20K57YoIwsaChoaLqYfEWOevdWZ+wn17r3v3Xuv e/de697917quD4w53d3T3ys+SPw+3puncu8tu1+OpPll8eM7vDN1G5NxU/XHZe6sphe1dg12ayNT Pla6h677bUvjjUvUVS4/NxJLIFWDXIHMkFpu3K/LvNlnaxw3CsbG6WNQiGWFFaGUKAFBlg+OlBrj JAqWpGnKtxe7LzbzNyZfXks9syjcLN5GLuIZ5GWeEsSWIhuMpqJbRKATQLXj/MtbfVN1Js/KbV66 rt94zAb6xuWrMnhMNldz5bYW5qmWl2ttvd2d23i+sO75KvqWiw+58yN4VK7J3dNSYgnRQU6yyZrE R/1JfVSH80bacmF/kXdSdS5PEZDbuQ+Q3ePxjxC9e5qhqNkU20avtvv7H9vf6IsXtNpTlMBsTrah jbCYLCaRUYbB4qkhEFOtGIIZ0+7rqh9yU3MfDZbbfTkgVKhbd0qPIGrgVOM08+vdXIfzLPk32L8O fizm/kh1zhcTuWo643tsB917Zziyx47cGzd17jptj5DHNkaemqarC1a5LctHPS1cY/aqoYxIk0TS U8wE9uuW9v5u5ni5e3CZ41uIZdDrxWREMgNCQGFEYFTxBNCDRhHnufzRuXJfKdxzNtkKStazw+Ij cHjkcRMNQBKnU6lWHBgKhhVWAv8Akp9h7v378Euposl1ZXbA2Ns/buP2tsnc+d3DHkNwdtZalqst W9k79GApsDj6fAbUqN51k1PjJpK2urMk8VTNOIgI3nO/eSwtLHnfdDHuiz3k0heRFSiQKQohi1Fi WcRgFwFVUqoWuQpD7G7lebhyBs6y7S1tYQxCOJ3er3DAsZpdAQBIzKSEJZmejM1MFidbi/n/AGC2 r2D/ADbdnZvpGjo8V/Lz607L3l0duVt8SfbfJvcvTG6qbp3tHalXTtgUl2V/df5B7q23tmWamOVc fxUyGPyLHDLFfUw9C1hf5mneXcHzh7G+EOzuuPgpiMt0XVfF+h7Sx3yB+WO6Nldlbp7A7S6x2/3Z vjCfHrqrB9Db+/0pZPpOnl0O1RX4gjJQwCR6ZhK9NR445V0yIGWoNCKioIIOfMEAg+RAIz0otbu6 spfGsrqSGco6akYo2iRGjkWqkHS8bMjrwZGZWBUkdJL4yfzsN597/K/qbpjKfHvrWHpv5MfI35n9 DdAb+6+7+r93dzQYj4cVm9I8n23230XkOp8Fj9udbdjU21ClJkMduivOMrCYp4pVkila/Sfq2/5k d6U/xs+MHdfcx1y5faOx8ouzcfCsktTm+w8+I9t9c7fpYIL1E9Rnd8ZegpVWJXk/dJVWIsRFyjsh 5i5l2bZxiOWdfEPksS98rE8AFjVmzjHQX5039eWOVd73vjLDA3hjiWmfshQDiS8rIuKnPA9F8+KP TEvQVR8OujFeOoyvSPwo7Bw/ZH25vFSbv7C3x8e61K+S6Tao917q2FuuWm0ztxQy6g3ob37m7eRz BzPvm9J/Y3Fy7J8o60jH5IFHW+S9jPLXKnLuxPTxra0jV6cDJprIfzkLH8+nrpbI0uG+a/8AMGr6 2WOLEUmG+M2YzOTmZo4cOuM6oyzGKdChadZaDyVBkQ2RY9JBY8Yh+2bOv3kfvOIiao2j5dZm4aGG 3SBUofi1KS1QaClDk4zW911V/ut/dOkdtMqS8zqq8datucTM9Qe3QwCaSKmtRgZD3+XjDX0mRehy NPLRVlH8I/gfDWY+YxiShr45/kxDW08iaI6xJYpYdDeRVUlPSAwce8musUOjR9B0H98959z/ACAy jCfIbu3tnuoNk07xwu+2erOgd3bp6/gx1PVRwRLVrvPs6j3Lug1KkmWgzFBTO0goIn9+690qu6Pj t153ZJg8/mKGn252nsnH7joOre8cDtnYmU7a6bbeNLTYvdWY6q3Dvzae88ZtPcGawlO1G9YtDLIk MjaQCb+/de6p7672d2R8K/k52VVdD/Efdh2um2sk+8NkbW7SySbX7I2Vl+wcHU5r5vfLv5YfJPKb d2Rvn5GSYHrjMUmz9p4Ku3BuOmxuWq593Zilp66mO3/de6uq6P7f2h8gumuqu9ev2yTbG7i692h2 ZtBsxSRUOUO3d64Gh3Dh/v6aCpraRKr7CvTWYJ6imc+qGaWIpI3uvdCr7917r3v3Xuve/de69791 7r3v3Xuq/wD+Z3/2SHlv/FgPhP8A/BsfHr37r3X/09/j37r3XvfuvdVPfzkd3dObC+J2xd7fIU7d Xo3anzI+FGe7Ybdu2pd4bYXYeM+S3XVVuN89teHFZ6XPYpMbG5mpVo6kyoCvjb6e/de6IN8ps7je wP5kPZeXxM8c+1epPiB8ZOvNiU1NSNTY7Ezdk7r7p7U3vVY6OamppKb+822hslJYolEKxYmnBZpF aOD3XuoPv3XugB3p8pfjt15uXKbM3h3FsTEbxwkdJJl9pDNwZHdGMbI0qV2Mpq7b+K++y9LX5Oim SalpnhFRUxyI0SMHQn3XujO9Hfy1u/8A5o9U9X9h/K7tPb3TvRHcGE2l2Hun4g7C6mzcPbeT643D Bit243qDu/vXfG+Hp8ZNn8PLFjd54fCbFxVVDHLW46HKHWKlfde6Wf8AMVrcJlfm58YujdsYvF4L aPxo+NnY/dlbtzB0NHjMXjdyd8bzx3UPUVRSY2giipMZSUO1ep+x4EjWNBM1aShHhcN7r3RKd0fG rrrcXfew/kzAc7gO49ibfyOyE3FiczWDH7o64zBqJsp1/uvbtXJVYavwTZOdclTSwRU1dS5OmgmW cxrLBN7r3SX7a7o+Jmfh3h1X23kdidi4vBTLRdhbMy2yKvtbbOBrI6SPJHG75oaHbe6dvYbI0+Pq EqXpsj4p4qeRJWRUdWPuvdILo/MfHXD5TH9Q/wAuvorrnsTtDsvcMMP9wvj/ALTwuwdq05jhqquu 3z3T2Ht/akm3uv8AZG3sbDKBksok8ryGKhoKeonlig9+691ZDL8C/wCZ1LtzJbp+6+EWLz9BRTZD GdM0u6O7d2tuWeOCeWPbsne9bs/r2g2rX1DxxxLWtsbKUyySnUgSPXJ7r3Qdfyqa4fNP5U7L+Tu3 sLk8T1F8YujfPVJn8e0OSj+TPyl2FsTcmP2PFUNeAZ3pf4+5WrbcCxrpEm/cckcraKmMe691sOdx 9W0/bOz1wkObqto7swGaxW8uuN+Y2mjq8tsHsHbkrz7f3LR0sk9KMlQsJZqDLY15oqfN4KursXUs aStnVvde6Kri4MN2Vv6hxe/qnIfF35xYzbUME2a67zbDCdubY2xJLJJmNoLuXGf3O+SHUeMfK1Gr GZ3GVW4NjjMOTHhK6tpchUe690LeL7y3R1vkaTanygxO39mvW5Cgwu2O8tqmup+jd+5HJVVLi8XR ZQZmtyWX6M3pncvVxQUuCz9dX4+qqKuno8XnsxWPLDF7r3XP5afIXJfF7rfB9vy7KbdvXeH7E2bi O6cpT5KSlyPW/Ve5K2XCZns6hxcdFWS7kj2lmq3HSVtGrQsmNkqKnXanKkMc17/Jyzt0O7m08WwS 4jW4YGhhgc6WmC0Ovw2KFlx2Fmr29Tl93/2gsvfPnPdPbxOZht/OFxs95Ls0TRho9x3S2QTw7Y8p dBbG7hS4WGYhwbhYYdNZQQZilqqatpoK2ingq6OrgiqqSrpZY6imqqaojWaCop54WkimgmikDI6k qykEEg+xIjqyq6MCpFQRkEHgQfMHqEp4J7Wea2uYXjuI3KujAqyspoyspoVZSCCCAQRQ9Tfd+muv e/de6Y6rc+2qHcGI2lW7hwdHurcOPzGXwG2arLUFPuDOYrbsmLh3Bk8RhpahMlksfgps5RJWTQxv HStWQCRlMsephrm2S4htHuEF1IrMqFgHZU062Va1IXUuogELqWtKjo0g2PerraNx5gttnupNhs5o Yp7lYpGt4JbgSm3immCmOOScQTGFHZWlEMpQMI3o+e3+ivr3v3XutfL+cNvrYXynrdqfy7eoOvcN 3R8ndwZrH7lm3K1fPR4H4x4OiaKpzG9N17ioJEjx9XVYOKRJ6GdmiFG3kliaZqSOSD/dD6TnWe19 u9osUut/Z1kebOixSorI7KRV2WqrFXurkV09dT/uHx8yfdl2vevvie4PNFxsXtNHbTWlrtwCfU81 3RRvDs7aKVWpbQS6ZZb4L+ky0Rivi9UWfy5PjX82vkrF2p018Huxuv8ArbpHZ3dW7cbvn+Zj9vvH eGPStxMFLsupw3wl2Vnf4Biq7sGuxNHUT1u9sfHi6+LE18dLFnaFGhiyM1ew/Ill7E7JvY9xuWl3 Pmma+Etlbu6iya3MKBbqfSWkmUv2rB2ISJFZ30sFBX94995bkH70fPftPz77fzzrZQ8rRwXNtMKS 2l39VcTSwuPhZlEqgSx1SRVVgQaquxf8W/5V38sz+VfCve2+c3tbOd11uRlqtwfMD5k9h7Xrd81m 7crK9Zka/bec3pU4fZuwslkK2eY+fE09PmKqGTx1tbWkeQjznH3F5s55li/fu5H93xACK2iAitYV GFEcCUQUHaGbU+kAFiAOucvVwuzd77M7H23jN5de7v2vvzaGajkmw+69mZ/E7o21looZpKaaXGZz B1ddi6+OKoheNmilcK6lTyCPYJ690rPfuvde9+691737r3Xvfuvde9+691V721vfZH/Dk/w9zG39 3baknoemvnB152pVUmaxcpwUO0U+N+86fbe7T5y2BqcXVZNMh46jwSeGeOXmKRS0kbXZXp9u+bIJ 7WTS15t0sIKt3eJ9XGXTHcGClKioqCOIxFm8X1j/AK5/Jc1teRFlsd0hnIZTp8P6KUJJnsKlg9DQ 0IPA5Nz8mcNlN3dLZODbmLzu64od2dQ7ry2E2dk56PPbm2FtLtvYm8uwMPgJsdkcbPlazO9f4XI0 8VBHUR/xXyikuRPYxwQQSrChHUoqwYKysCpFQR59ayPz52zgd899/wAsv429TZhot79kfP3q3vPr btCsruxNz7B7x+N/Tm2ty7y2jlu2dnUm7Ns0HYe/ek8gP7k7gqchWf6Qv4Jt3Gz1maxwzMcazL7S qbXavdbmBNwaCa15dmjXT4Z1m5dItJV1btJoCyFWUstDmht1fJ8iesMj/MT+A9H1+YaXZ574f4/Z fdYxmaizVDhtsYburrTenYlbs/cc1BjIt00C7V25kZ8BXPSUgy0RpZTBB5jGgE5I5iXlPmWz5gaP U1vFcaR5GR7aaOMH+iZHXUfJanoGe4HLD85cq33LSy6EuZrYO3mI0uoZJSK/iEaPpHm1B0fDa219 v7J2zt7Zm0sRRYDa21MJi9ubcweOi8NBh8HhKKHG4rGUUVz46WhoaZIkFyQqjk+w1c3M97cXF3dT GS5ldndjkszElifmSST0K7S1t7G1trKzhWO0hjVEVcBUUBVUD0AAA61uOx/+E+j9jdS/CbZm5/kh hqbeXSnyW7n7c+VO8Kfr6enpvllsP5G/KzaXym7O6oraIbphmwP3e6eu9vUeNqaiTIfbx47mJxNM krQr5KTjp8kLxIGejafGr+W98m/j38mPlH3M3afw03tt/wCSHyP+QPyRpt0bl+KO88t8pOusz2Ts 0bP6n2RtTvCu75fbFJsfqqkwWEjlpDtRxkKWPIxx/bSZDzU+ut9GS/lr/wAtPon+XX8fusOvNq7G 6pzPemA2DBtnt/5K4Hq3a+1O0O7NxVmRkzu5c/vHdsFLVb1zNJlM7L5IafJZSvaCCGCMyP4Vb37r 3VN3Zvf/AMnvkf8Azb9//HbrfrOb5K/Hnor5FdcdrVHXuR3hLsXY2yN/9ZdSYbYiZzfHZb7R3uuB 2TgOyo6rMTYJMZUtksxj9NNFJUNMZsntt2Hlvl32qseYNw3IbdzBfbfLAJRH4kkkU07S6Y4fEj1S NDpjEmsaI2qxC0piTuvMXNPM3vFf8tbZtZ3Tl3b9yhuDCZPCiimgt1i1Sz+HLoiSfVIYgja5EooL FtWw504j5juj5UbryojbP4fe/V3T9N9tUVElLQ7L2h0dsDtnEYkLJBSxVFRT737+3NUmr8SyTQVk Mb2EKImMJ/FpNR+z/P8A4T1lqurSuoAPTNM/zoK/sH2dVzb43CuY3d/MKxtJPLTVPyR7c6X+I+Mq IZf4e8NBietc/jO5sxja+QyQUmY2V0lR7lz0TySKrz42NFCPIinGT2Zc7n7z/eb5jjU/TSbrtlkD Sg17dZNDIBxyC41Z8wdK1p1lj75ou0+xf3T+V5GH1MWz7rfkVq2jc79JoyeHaRGdOPIjU1K9Hn+H GMnz+2t5d81cFRBTd55rE5XrimrUEdXj+jNp4aPC9YKI1SHw47edVNmN6UkEiJVUcG7RTVCrNC6L k31if0IXxIAb4sfHCqdmkqcn0b1ZmsjVSLMk1fl87snC5nM5Oq+5eSqauymVrpqmdpWaV5pWZyWJ Pv3XujE+/de6BTvvozYvyG67ruvewcFityYf7yDP43DbliyGW2VU7pw0FVJteq31saLJUGA7L2vh 8zNFXSYDOR1mHq6mmhllgMsEEkfuvdUm/HjYPyg+GvcO29s4vNd1fKDuzevQueO9uhN1dg753Tta PtXcm9NsULd+9v8Ayi3FkK/pnrL484qu6t3FU7GxtFtWPsqTFbyqsVTYGoo8HS4vH+691e/1pD2Z Bsfb0fcWR2Nley2pZ5N2VfWmFz+A2MtbPW1M9NQ7ex+6c9uTPyUuKx0kNK9XU1KvXzQvVCno1mWj g917pfe/de697917r3v3Xuve/de6r/8A5nf/AGSHlv8AxYD4T/8AwbHx69+691//1N/j37r3Xvfu vdUWf8KL62Sg/lgb+np8NkNyVz90fGyjxm2sTRTZLLbly+R7r2dQYfbeKx9PBUz12Tz+UqYaOniW NzJNMq259+690QPt0Y34y/JL5B0nbW48RhMX1h8QPgzuDe26KysWLGYyHbXWHYfX2aM88jMJWXId ZzzRsjuZxVRogL/q917olXRPa/a/TG5Mt0v3hD272H8lO09qfHntTp74w5CoxW4O+9x13fvXb7pl 23tDb9RFtyk25sjamSpZMbmq3L1cOF2lksTlpMlkaakjST37r3W0n/LQ+NvaPxs6F3dQ9143Z+B7 U7g7v7I7z3dtnZWcm3bjdptvRsNidt7WyG9Z8Jtw7wz2B2dtfG09ZVx0cVLDKn2lK9RS00NTN7r3 VgddXUWNpZq7I1lLQUVOoaorK2oipaWBCwQNNUTtHDEpdgLsQLm3v3XutXH5N57vHdv8wvuLL9Wf Fb5D9g7t7t606D2N0zQ7i6q371dsJsV1FvD5EbX3pkOyu4ty7OqNh9abT2xuKWvzprqyqqKzKYLP YmTE4+vqK+lp6j3XujV7P/lSfKHsr7eX5MfLfBdX7YqZL5bq34a7LrMduKahYDyYat+TXb8uZz9T TVQJjeswGx9nZaJBqp6qCVleP3XuriOgvj5038XesMB010PsTE9e9ebcatqKTDY2StrazI5fK1L1 +d3PujcOYqsjuPeG8dy5KaSrymZytXWZTJ1kjz1U8srM5917oaffuvdNeWqK+kxWUq8XjjmMlS4+ sqMdiPvIcd/FK+Cmklo8d9/UK1PQmtqFWLzSApFq1MLA+/de6qD/AJGPws7x+DPwTwHWXyQx+BwX c+7t0UW/977YwG5Yd5rt3I0fU/VXVC0ub3dRGTGZ/dOZg6tXL5OSjmq6OCsyT00NVVxwLUy+691c h7917pBdidZ7D7Z24+0+xNsY3dGEFdRZejirlmhr8JnsXIZ8NunbGboZaXNbU3dgKk+fG5fG1FJk 8dUqs1NPFKquPde6I78gsh8hvjB11XbnxtNRfLb414OqmfubrjsHb/8AGvkBg+j6yjy9LvaPae6I Mnjtrdy4/amIq6eZcfuPENnq3F0FXHXZXLVdatTShbmveN22Gwg3bb9tF1ZwSBrpBXxRb0Ot4BUB njNHKN8SBgKMQRPH3ffbnkD3Z5u3D285w5yk2HmTc7Jotiun0fu9t4Mkf01rujFHkitbxddsk8VD BcSQySB4ldGRm0eyeqD0dW9hdObng+VX8vDfGJyu1d8bKwz12/d2fH7bdfST4zedNgaKQzb33J1T tukriM3sXIRS7n2dRtMuHEuOp6Lb9EbRSbZzBtKyRMlztV5B9qyRyLQg/IqaEcRkGh6j3cLDnj2g 9wZrG9hutm9wuXN0yD2T2l7ZyhlZTkao5UDo4qrAKyllIJl/Bbftb0vuzO/AXsLcjbibrzARb++I fZNZVpXU3d3xNy0qSbYpaLOwE47O7v6U+7iwOTERiapxyUVZDE8DSTkD8l3c+wX117fbrMzS2q+J YyNxnsie1a8DLak+FIMEqEcAip6ym+81sG1+7fK2wffD5AsIotv3+cWnNFlBTTtPM6pWabwwS0dj viqdwtHJdVme4geRZAkfVo/uS+sI+ve/de6pt210XW9T/wA1Tpndm6O1uwu4uwO0PjJ8m8huTc29 6ugpsZicTg+wumf7q7N2Hs7B0lDt7Ze0tu02bqAkEEclRV1M0tRUzyyPdYettjfavdLZru63W4vL +62y8LvIQAqrLb6I4o1ASONAxwASxJZmJPXR/evdO25/+4b7k7BsfIO0cuco7Hzvy1HbW1kkjSSy z7fvH1V5fXk7vcXl3cNDHV3ZY4o0jhhijRc3Je5h65wdVYfOL5m7ywG4Y/iP8R5MJnPlRvPD1GS3 RvLL1MC9e/FjrIQ6893F2plpklx2NnxeNLzY6jnuWkUTyRyARU1ZGXOXNu4LeR8m8mqs3Ntyvc5z HZxHBnmOQGA/s0NSTQkHtV85Pu0/d55Ql5cvfvKfeTnm277vGzS/pW69t5zJfpVo9r25SVZomYUu 7hSqompFkj/Vnt6NPmRsPMfAX+Tl3J2l1gd45f5N/wAxXeOyOhsF2FvBaxO0z133Xk8nVmfKrXGH KbU393D1nicpmMrBNJDk8Dms9SYuerrf7uY+YzZ93D2v2GHnPlzYLqUyWzTPdX08mXn+njeeQyH4 qOY9AUElFY0JILdQ194n7w/OH3iudRzHv0EO38sWUQttp2m2Giy2qwTENrbxqFWoUL402hTNJVtK IEiTag+MXQey/i18eemvjv13isdhtodPdebZ2PjKTFweCnqZsPjoY8vmpbqstTktx5pqjIVlRLee qrKqWaUtJIxLHMm9XPMe/btvt2xM11Oz0xRVJ7EUDCrGgVEUdqqoVQAAOoA6p3bZ23e7vl1/NP7X 37118e+8flF8TN2dP9Y/GTqH5d5qsououn/i9WfHvp3tbK9t4Orx/Wnb+U2Z/pl33vffhye4sRtr IV1dPtelws0scNHIUJ+vdFy2F8y/kh3btv4GdT/Gn4s9u/GjYfe3wlz/AM/+2Otv5eS/BrD9iUNJ 292VTY/q7B7RzvzN3T0v1Vhto5V87Wbp3jlMPhsluSsy2TxcFqWnqqyoqPde6NB1X2P/ADBe9t+f GD4a/ITtXenw/wCz8H8P98/JT5T7169xPxxyXeHZeUxneVZ0p1PtrA5enxvdvQWwqeu29jxu3fcu 26HILTZDI47G4+ooqaace/de6BrrD5Z/NT5P4f8Al7dC9W/KSq2luHuPu3+ZKeyvlft7qrp3O7j7 o+GHwr7F3x0ZsDubbWydz7Iy3XmzN5duZne2xMlQV9JjFxAyitWrR1eJeTD1PuvdMfeXyG+XuC+N v8wX5O7O+cm/th574R9vZb4jfGXqbcexvj1uPB9z9hdZ4TrfrhdyfJSlbqKn3VvLtL5Q9tbnmnxV Ptus2visPS1WMqqLHiOWrp5fde6ee+PkN/M+7W7m+bXW/wAUtvfKrceb+F0HXfTPStf0vT/y3tu9 VdofJqT48dcd65zdny8o/lR2/sbuT/RzvPK9pYvFRUewsLj8XT7e+6rqOoq8rogxvuvdHU2R2X8j aD+ZtWdYfJPszuDrbanZG06zsj4c9YbBg6IzPxp7S662H1D15h++etu0MjU9aZ3vjFd9da9yb2n3 EK2PcONwuUwX8LTGy6IcvQ1XuvdEZ+Wn8vnEd+fzxun66uoaio6v3p0pgu/u7qPxOcfnv9DuaTYi 7byMZaOlq8RuuqxGz6Cui1eRqaeZ7XVG95Gcrc+y7H7K7tGkgG5Q3jWtufNfqF8XWPMMgadlPCoA 9esXecPbmHmH332WR4ydqnsUu7oeT/TN4Wg+RWQrbIw46Sx8getmn3jn1lF1qffNjp3N7z/na7B6 r2xkem8Ps/4+/BT5UfzFdpnvTBZvL9Kde77+QdYPj92o+/ttbc3lsOeq6y3BuTriLc+a8eWxgnyu 5MxVzu0jM00w8vyWVl7Ke4EsluDeXm77dbqxUHToW4n7Ccq2lZAxWhKtpOCevdGx/k/fMD5A/JjO dd7G318zfhN3ftLpv4tYOk3RtD4ydU9r7X7A33vu3Xu1qfsff+U39tra+wtt7d2/PhMqtHT7Nocf i81PnPNDSU1DSU0XuHuvdbCHv3Xuq4v5iEi7hT4adQRF6iq7X+c/QP3+NiWRparaPUldme8t2zu0 Lx1EFJBR9bxRSSxMHiaoRuF1Mo/5BBt25v3c4W12S6ofR5wtsg9CSZiQDg0PnTqNfcg/UjknZVy9 5v8AaVUecduWupDjIAEIBIyKjyr1Y77AHUlde9+690W34zfGXYXxh2Rl9u7UD5jdW+d27g7K7b7F yNNDDuTtDs/d+QqMvujd+caOSUwJU19U6UVGJJI6CjVIVeRg8sgg5i5kvuZb2K4uuy1giWGCIGqQ wxgKka+tAO5qAs1TQYADXK3K+38q2M1ta995cTPPcTMAHnnkJaSR+NKkkKtSEWi1OSQ33P21sPo/ sH5k9uZmvrX2P1h0z05u7sWkwdNHWRf6R8Rj+3K/KYKicVCxVvaud63GyoRiWaOqaiqsG2nRXQM4 S3G/tdq26+3O+uEisbaF5ZHY0VEjUu7MQCQqqCSaGgHA9DPa9uvN43Pb9o2+3ebcLqeOGKNBV3kl cIiKCQCzMwCioqSBUdU4/EDam7vlpnlxu+9u5Cli31vnfO6O29s0OSpdw0exeuO1avB787Zqu1ty bTyGa2FjOwvkVi9nbX2VidqDJS7pw2ya/KZyCWBMtWU9LBn3a+XbvZfbZd93S6in3jmTcbneZ5Ix KEZr9g8ZXx44paGBYm741yTTUtGbIL71HM9lvnuo3L202ctvsnK22WmxwRymEui7chSRW+nlmhqt w0y9kr4UatLVRb1/lBuWXEdQ7g2FtiqaDsrubG5Pp/qTG0FPHWV7bx3nh67E0+fTG+Kbybd66xk0 +4s3N43io8Li6mZwQoVsgOsb+terb2Y7oyfzS772P8evnp88/j/1r3R2hnPi/wBRVncH8vP/AE// ABbwi9GZHenX+69ifGXv/B7lp4Ouc/172tJvaDAZneUWOxk0VBTRT0O4KTGU1VU+691tTe/de697 917r3v3Xuve/de697917r3v3Xuve/de697917qv/APmd/wDZIeW/8WA+E/8A8Gx8evfuvdf/1d/j 37r3XvfuvdV9fzFkR+ufjiHVXA/mBfARwHUMA6fKrrKSNgLEakdAwP1BAPv3Xus3Yf8ALV+Lfb/y v/2b7tvA7o7L3xTbb6zweI673buioq+jMVlupMlvTK7I33P1XR01Dhd373wtXvutekqdxNmaXGzr DVUFPSVkQqD7r3R7zjse2QTLfY0ZykdHLjY8kaaE5CPHzyw1M1ClYU+4WjmqKeORog2hnRWIuAR7 r3RS+2t9/NLCfJ3oPZ/TnQ/Vu+fixualyp+Q3b+6uzztXffWdVEuTkxQ2ZsmGmrpt5LUpSU6OniU eaqQGSONZZYvde6Lx85+lfjudnfIntr+YZ2fke3/AIQ5nafVtFH8Ut9bB23m9i7K7B27uagpNv5v rF9ibZpe5d59m9l7wr6Ghx+MNbkKufI1n2tIPHNHTxe691Wbv7+aJ85toYvLfKCk2H111V8Y+ooP 711XxK3XtWr3p35uj477RQVe+c9vrtvD9gT4PaPex2FRVOUwe38LS5fF46vgioMhW5eSeSSm917r Zvoa6hydDR5LG1lLkMdkKWnrqCvoaiKroq6iq4knpayjqoHkgqaSpgkV45EZkdGBBIPv3Xup3v3X uve/de697917r3v3Xuve/de6LX8tvj9lPlD0DvzpTB909p/HvN7qixNVg+2+m8yuB35tHPbbzeO3 NgK6irwqVL4sZzEU/wDEKWnqKKavohLTCphWVn9iLlHmCLlff7Hep9ltdwgiLBoLhdUUiupRwRw1 aWOhiGCtRtLUA691W/8AA35xd47Y72yn8sj+ZAcLS/MjaW2qjc/TvduFoFw3WfzZ6joqd523tsqG WhxNHR9m4CggnG4cLTQKmqhrJ4I1Smqkhkfn3kbYrvYo/cz25V25Mmk8O4tmOqbbZyaeFLliYHJH hSMfxIrEllJ2CVKsrUIP5joN8ps+v/ls/LXcv+jKgOP6Z7woN2909fbYx8ATG7hk2LR127PkP8YJ aSlWSKTcFHtaaq3v1NK0dO1FlIa/b8U8WOyWSZsRtmU8l81tyxw5a3QyT2XpBcDvuLUeiOD40K4A /URQSOs6/cqdfvO/d/tvfM0f3s5DS02vmYivibntElLfZt9fFZLm3dRtm4yEvI4+kuJWVWABi+4f i/HurcmC6z6b3ZTbB3VgsRun5afA7snFxJW0fTG7sJmdo4bubqisgQ/5T8fuxansnAVFPh0Sqgjp Mxk6SKOGgxWGokEXN3Lb8wWlrPYXX03MNnJ4tpPSvhyUoVYfiilHZKuQVzQlQOoX+7v73Qe0PMW9 bZzXsZ3r2g5ltBYb/tZbT9XZFtSTwMSBFuFhIfqbCcFWjlBQOiyu3Rq/iZ8rKX5BYrcey99bam6o +THUU1Fge+uj8vKv8U2nnpoFNPubbExnnXdHV28FH3eCzNNJPT1NLIqtJ5VYHXKvNKb/ABT2d9bm 05ltCFurZvijamHTJ1wyfFFICQVNK16d+8B7CT+0V/svMvKu9Lv/ALJcwq8+xb3CP0rqAN3W1yNK /Tbnaf2V9ZyKkkcqlgmgjo4p+h/1vYv6x26LvuXoP+8Pyh6q+SX97Ps/9GXU3anV39zP4F9x/G/9 Jme2Bm/45/eL+Mwfw3+Cf3G8X2v2FR9z91q8sXj0yB652H6jmfa+Y/qqfTWk8Ph6a6vGaJtWvUKa fCpp0muqtRTMxbL7s/uf2M589l/3B4n775g2vc/rPH0+D+7YL+HwPp/BbxPG+u1eL48fh+Fp8OTX VCsfM35k7q2tvDD/ABA+JdFjuwvmd2ZjTPSUBZKzbXQ2zKlIRXdsdqTRCWHFUeOpKxJqChn/AHqy SSFihikiEwX5y5xura8g5R5URbjnK5WoHFLWM0rPOfwgAgqpyxKmlCKzt92z7t+w77y5uP3ifvA3 M20fds2SbS8lClzvt4pbRtW1qaNK8joyTzp2RKsgDB0cxhv1R8RNmdSR474l4DL1nYvZHa0NF3X8 +e78+hrt0b+2NUZWvp6fZWdrpxVyUWP773dja3BUOIkH20my8VuYiSOuWCSY65P5Ps+U7F0Epn3e 4bXc3D5knkOSSTkKMhV4KPmSeo0+8h943mT7wfNdpdS2MW0+3e0xfTbLs1v22e22SUWONEXSrzuo DXExGqR8CiBFUtH89PdeAqOx/wCUJ05u2pal2duz+ZZ1d2/vsiirKymfYXQGDy2X3O+cakp6r7Ha dBFvOKsy1VII4qKgppKmWWKGGWRci/bCC4stq9xub7Zay7bs8kYyAQb8NaBhXzj1mT5hCoBJAOOX Wwf7iPr3RPPkZ8Afhd8t9w4TeHyP+NnVfbG8duYeTbmH3nuLb0UW8abbE1RUVcm1Jd14mTG7grtp tXVU0/8AC6iplx4nleQQ63Zj7r3Tt2d8H/iX3JgurNu9jdDbBz+L6QwL7U6hEWPqMDkOt9pzYrE4 Sp2ns/NbcqcRmcJtWuxGBoaepxsNQtDUx0VOJYn8Men3XusnbPwj+JXem3Ov9pds/H/rXe2A6q29 Ps/rmjymBiil2dsqsxuKw+U2TgsjQPR5Ok2TnMVgqKmyOHExxuRgo4EqoJVijC+690K2A6T6e2nu HZ269qdYbD2zuHrzrOq6Y2Dk9vbWw2Fm2T1JXZHbOWrOtNoJjaSmg25sipyWy8PM+Mo1hpGfFUno /wAni0e691Un3v8Ayu6/5I/I/E90/Iqg+D+2dkbE782F3rku0+s/jzkMJ8n+1dtdG71pd69K9b9j 9r723tmsPsbH7cjw+Lx259wYxKzJbkxONahphg6CskpYfde6sV378Jfih2d27R99756K2Lnu36Rd rrNvx6KqoMxmhsirau2Yd1Li6yhot5ttKrfXjDloq00FgICgVQPde6deu/h/8Zep+29499df9M7N 293Nv4bkj3T2VHS1WQ3bW028tzf303hQ0eWzFXXz4PG7s3fbKZOmoPtaevr0WedJJUVh7r3Q3f3S 21/e3+/f8FoTvD+7v90RuExXyS7a/iX8YOFWctdaFsoBOyADVIATews/9XP9J9F4zfR+Jr0eWumn VT104+zpP9Ja/WfX+Cv1vh+Hr/Fo1atNfTVn7ekf3L2Dkutdkvmtv4Oj3Pu3Mbk2ZsbZe3Mhlzgs fld27/3bhdn4V8tlIcfl6+h21hJ8ycnmJ6Ohr6ymw1DVzw0tRJEInY6Uda2mycdhf+HCv5+3b3yk 7Dze+trfHj+X11D1R3HvXY2ztvUsGE2Bv7onePdfZu3umOu90Pv7CQ47bmE2zK1Hic7PuEy5XX/E pKr7iRXmrma2i2f2P9tbdF0zbtuW4XknqfpytpGTXgNJ7fI1JHE9e6ON/KC3J8gdo7y7T+N3yL3V 8wYsvsvpnpDs/qPrj5RdmfD75AR4zpPedZvXZe2dzYzvD4t9Vdf5at3dPXdcz0eVw+5KirSFYoan HzVomq6swr17q9z37r3VaGSmPeX80HbWNo1FZtD4J9D5vP5ysQL46Hvn5SJTYXb2EkSRVZq3F9Ib cr6wyIX8UOdRTp8x1SJGP3L7a3Dvi73u+VVHrbWVWZvsa5dVoeJjJ8uowlY797q2sSd1lsG3s7n0 u76iov2rao7VFaCUDGrNl/uO+pP697917ovXZvbOUXcZ6X6cbC5/vDJ4mly2QOQ1ZHbHSuz8tLWU lH2j2rS0FXS1n2NXUUFVHtzb6T0uS3hkqSaCmlpcfR5jMYj3XuqmfmrFiavDdb/A7qavzG6cc3eX RG/Plfv6vroKjdW7q/N977J3Vn6fcOSxdJS0lbv3eNRDWbkydLQ0lLSYzHUCLSQUuLo5aekxf9xu Ypfc33G2/wBh+XXd9jjgln5injaghtZIJI4bHWDia4eRHdANSqIyKqJlXLX2v5Yi9qPbDcvvE8zx pHzBJcQ2/LFvKtTNdxXEUs+4eGRmG2jjeNHJ0sxkBoxgZj+9I7v2t8fvgr8aqnb21aaqyOU6h6Zw PX3XW3vs8PXdidrdhbYw9ZRYSjl8MkUOS3VujKVWUzmYnjkjoaT+IZrIuKamrKhcmoIIbWGG1tol jto0CoqgBVVRRVUDAAAAAGABTrFC4nnu7i4u7qZpLqV2d3YlmZmJLMxOSzEkknJJqeizfMPtTJ/B Dph/kHuvffU9b8r+z8xsDYe7u8u1MRuPcfVXx46r3N2BsfA9l74231btzNYPe1J8ZOk67ceNmraK lyWMbIZKoxVXubNCaRsgj3TPQMfyVuk+tZtv9qfIrr98HtaR+6O7ersxL8TO4e26z+Xd8rajHZnb mRHyy6Y6M35vXfu1NmZnLVMtRgaypwFdNjnzGLynhqshTtTVI917q+737r3Xvfuvde9+691737r3 Xvfuvde9+691737r3XvfuvdV/wD8zv8A7JDy3/iwHwn/APg2Pj17917r/9bf49+691737r3Vf38x P/mXXxz/APGgPwG/+Cm6y9+691YD7917r3v3Xuve/de60Xusuy/kn8ld4bd2zunsv5P/ADI3b113 52F8i+z/AIY4HrNuwNwfHr5NMvZPVibO3N3DvHdO0di9DdX9d0e4quTbXX26a6hjjydJT5jENHAq p7917qx+o6c+ee4sbXUdb/Lb7YGGylPV46twe9O8vhIamtx9VA1LX02WxeC+SO8sBNRVscjoYhW1 CywN+4qlmjX3XuhL/lnfy8vlL0b8rdqd67y2RuPojqTZPRm/+ll2F2P8ut3/ACO7A3Ft7MZLrio6 u2BhNpJX7662666n6hj2dWT4uKj3RNNSTVrQw0WipqZ1917rY39+691737r3RUPmz8lq34h/GvfP feM2FD2bmNs5vq3a2D2TWbqqNj4zMZ/trtvYnUOCkz28qPae+6va+2cRl9+Q12Ur4sNk5aXH000i U0rKFPuvdQvhT8utq/M/pOm7Qw+3Mh17vPb+4811x3P0/ncpjszubpzt3ahpf7y7EzWTxYShy9M9 HX0eVw+ThjigzW38nQZGKOOOrVF917o3nv3Xuve/de6rB/mo/BWt+aXQNJk+qsp/cb5e/HPORd2f ELteikioMvtPt3ajU+XoNuT5Rk1wbV7AfFxY/II+unil+2rHimNIsTSZ7V89JyXzA0W7R+PyhuKf TbhAcrJbyVUuF83i1F08yNSAjWSPdFj2n3jkP5rv8rem7q2ThBs75c9C56PdFdshqOWny3VvzT+N FRDltx7G/hlZK9ZQUW89E1HBT1Evm/gm4o453WXyaY9+8T7YXnLNxu2z7ZL4stv4e47VOKHxUUmW 3YEUBLqGgkIopJenbQ9ZMfdI9ydm9uPevYouce72z5jgm2HfYyaI+07sotbh24/7iO0V6hoSJLZC ASKEzXwr7C2hueb415MZsT4LcXwB6AxvQtZlVjoo85nKWfdj/I7b2DCz1FJJu3B0mztjS5rHrLJP BFSxvHrihqHjD+xbtb7/ALLte92n9hdQJIBxK6lBKn5qaqfmD1FHuz7dbz7Re5vPnthzBndti3W5 s3ehVZRBIyJOgOfDnjCzRk8Y3U+fQ+/JX4fbT79y22OzNtbt3J0d8j+uqeem6z+QfXSUa7vwNHM8 s821N1YiuBw3YvW2SqZGatwOUDU8qySCGSneWR2JuZOUbTfprbcba6kseYrcEQ3cNPEUcSjqe2aE n4onwamhUknqRvZT7xXMHtLt++ck71y/Zc0+zO8urblsG4F/pJ3ACi6tZU/W27cY1AEN/bESIVTx EmWNFAL43u/+YZ1EY9udxfEXBfJKkol8EHcPxa7N2dtt89CqulHUZ/pjujMbSym3czUosZqxj8zk qBJmkMRSJYw5NHvXuBtBNvu/KUe5IuBcWU0aavQtb3DRsjHGrRI61rSgpWS732w+6D7hht59ufvC XfJdxKdTbRzRtt5cCAmhdYN42aG7iuIVOoRfUWdtOUCa9UhcrgzPZf8AMY74jO2Oqvj9tj4Z7eyO uDJ90/ILe2ze0+wMTjpleCar2B0j1blc9gZtz0jkSU7bizsFCdJ1wOujXqbcvcPfQbba9gi2eBsN c3Ukc8qjhWK2gZlLjiPGlC+qnFXdt5K+5t7VP+/OfPdy+9yd4ho0ezbBZXm12EsgowS/3rdIoJ1t nHbINvsXnFRplU6tKi666p6m+EtNJtTrSgyPd/y774lrc7mdx753DT1ncXdGVxj0VPnOwu097NQZ Cs2P0jsGoyFP97VRUj4vDrUU9DjqKuzeRoKDIiHlrlPbOWYp3g1zbncMGuLmU6p539XY50j8EYoi +QqSTDnvb94Pnn3xvtog3lLfbORNojMO07HYKYNq2u3/AILa3BKmZ6gz3Uuu4uGy8mlURTU9J9Ty dV7byf8AHtwf337L31nJt79udhtjFw399d+V9Bj8XUVWNwv3mTfbmz9uYbFUeG29inq62XF4HHUl NNV1tRHNWVAo6gvqn/5cYrB9yfzz/wCW31buTG4ncO3ekPiN82u6tx7fzlDRZLC1uD7rwGO6Eraf N4+vplocjiMnBQvBLBO9ZC6XDQRgmR5y5Yrt3sN7nXvD947pt1pX18BmuSPPyb0XjxPAe6si6czn 9wu1aXpDb3YK9qdWbm2DvTf/AFpk8huqHeG7OsD1vuDrfbm6utc1uyWvr8xvTbNWnauKrcDU5GSq zOPWCup62sqYXxywQb17o4vv3XuqVf502a7A3Rsf4d/F3qvY29O2N1fJf5j7AXd3UWwezaHprcPY 3RXx62tvL5H9u7dk7OyG4tqU+z8Hl4+tMXjKyp/iFJLImSWCCT7maFH917ol/wASPkfnuifjZv8A we2O0d0dCdkdy/OfvHYPS3w83d1h8k/5nfbXxzwnx32rtjrzu7pnYuM2JvyDfG/fsd8bUbeGS3Am bqOudnw7tFJBLOrU8tT7r3Q39c/zL/l53r8fv5f8HT+C6Jp/kV8yflz8m+kZ969h9a9l4zrFfjn8 V8j8iMZvr5L4fpY9q4DsjbGeytP1dt6po9qZbcElq3MNQS1kazU9WnuvdFs+f3zZ39N/Lg+WGwfl MMX2c20/5k+xfhPn93/HnrDNYfIdzdDdezdO/Jj5A5rb3T2V7F3lV02+MN0fgd/bcrqH+Prj567b 8tYZKOjkfw+691fP8N+wvkD3H1LQdz96p0fhaDtxMZ2B1BsLpSuym9Y9h9U7kxkGT2nit+d0NuzK 7P7k3xkMZVQ1lbk9tYjCbfpZZmpKJspBFHlKr3Xujb+/de697917opHyp3xs/rKp+P3Y/YWcods7 B2B27vre2887lGjTF4nbm1PiZ8nNwZLKZEyRyEQYmLHfdLoHkEsCFbkAFXt9hd7pfWm2bfbtLfXE qxxovFndgqqPmSQOvda6PxT7t3Livhr87fkhWZDaHXny5/mo4b5dfN3qSPuNMGnWXU3xR6e/uV1H 1Vl++K7c20d8bfh2LiqTsGBsXSV+Kq4N3UeRWkgERM9RDMfvjdWljvPLvIO2zCSy5c22K0dh8L3T fqXTj0q5VWHk6MPLr3V0X8sjoLA9G7N7Lip/5bfX/wDLw3VnsxtePcVDsDsfrXtnEds0uGwk0GIy OK3js2HFboptr7M+5npMdic1icKuPWok+zo40kl9wj17o6HyN772V8ZOld/d27/kmfB7Iw0lZT4e iZP4xuvcNXJHQbY2Xt6Fgxqdxbuz9TT4+ijAIM9QpayBmBxy9sV5zJvFjs1jTx5noWPwogy8jnyS NQWY+g9eiLmXmCx5W2PcN83Cv08CVCj4pHOEiQebyOQij1IrivQH/Ajo3e/T/TOR3T3M0FR8iPkJ vTO9+d+VMSIVxm+d9rTS0ewqGUNMyYTrHa9LQ4KmgSaWliejlanIjlA9nXPO9WW7bxHbbOCOX7CF bW1HrHFWsp4d0zlpCaAnUA2R0Q+32w32zbJJd73Q8ybjO93dn+GWWlIhx7YIwkSgEqNJK4PR4/YN 6HfREflR8vML1ZuvbPQOysxkYe6ewcNk8xLnsN1jvvuWk6Y2VSU8+rsDdGxuuMLnM5mctkqiJqfb uIkWniydZHJLPLHR0tQW917os24/lf0b1bs3J9MfFHsvZ25u4twUldvLvLuXsjcmKx1f1VJJQUGO 3X3d8rM3mKLB1W3Owaaip6aCnw+UocccZHDRY+DH0tDBjMVJAHu37jcx2m5bf7Xe19ibj3J3aJiJ 3Vvpdsth2yXtxJpKl0r+lCNRL6S6tqiinyO9mPa7le92rdPdz3a3AW3tXs0qg26Mv1m63R7orG2j 1BwklP1pzpUJrCOumWa3Lh1x1HV56o2HgdoV+74929057dNX1TlN301bhOwMLtOowxwvevzl7Hwe YgrM1iOyKrY+66jHbJx+VgmO2V3RhsTkIKDI7i3OSMPaj2s2T2p5dk2nb55LvebqUz317MS1xe3T 5eaViWIFSfDj1MEBJJeR5JHBfvF7vb/7w8zpvO528VnslpCLfb7CABbawtExHDEoCqWoB4kmlS5A AVI0jjjshzuMz9Vv/es/TOwsTuql+EfStbszojrCryy7Y2xuH5Lb163p8tjdvV+Xy0jw7ch2P07P trEUGcjiljhx3YeahZ5HgkiWT+ol6pO+Lu4u7fnH8kMNW7z707P+Fn80H4U9F7U6p3H1t8jdsbP3 DjfkRtHseXC77+VmYqPh5jM5itkVvxhy2/aLbW3ts796+3ZDncmNt0lVma+rWDFrP7r3W01SUlLj 6WmoaGmgoqGighpKOjpIY6ampKamjWGnpqanhVIIKeCBAiIgCqoAAAHv3Xupnv3Xuve/de697917 r3v3Xuve/de697917r3v3Xuve/de6r//AJnf/ZIeW/8AFgPhP/8ABsfHr37r3X//19/j37r3Xvfu vdV/fzE/+ZdfHP8A8aA/Ab/4KbrL37r3VgPv3Xuve/de697917qPHDFGZ3jijjeokE1Q6oqtNKsU UHlmZQDJIIYEQMbnQij6Ae/de6ke/de697917r3v3XuqRvn18bv5tmR7azXcPwU+Z2Wpet8hgKCo g+MGXj6N2jU7K39jcdQYqp3FsXem/wD45dt03Z2190x4+GprNo7nyu3KalrHrZaLOUwq4oaT3Xuq me8v5hfyJ+S+1aL4x/OPfXQnwqxOVyu2YO2em94dSb86o7j7Ty+yNyY7cdXs/bO8e+t8VHXVHtTJ Zjb8U0ldsj++MlXRfu4rPRIFq2917qxT+UBk6He/yr+dfZPV+VpM90xV9f8AxZ2HuTdG3quHK7H3 T8idm13fVdu6HBZqgWfD5Pd+zOqdy7RodwzU9Q7pDNiqSb9yi0Re691sF+/de697917r3v3XutfG aJv5c/8AOooJKVKbC/Fj+b/ha2KtpoIjS4PZvzr6qo/uhkHjRpKTG1PeG3MppZlWOozu4si7uCKF nOQGoe4vstIHq/NPKDihOWk2yc0p6kWzr8xFCgA+OnXuhc+BHXHUew9m/I3+Wb23ncZuWn+LHeor OpaHcGak21vam6e7cG3ux+k947Wz+LyuL3Hh9+be3hvWqoafO4Gpo66gzQp3pZKSolgjXDbkGSPa m5r5XkcJFt+6N4IJoBBeabiBRX+nI6KPkAM46zX+9rb3XuDbfd+9+LK3kub7nDkWD94yKpd5N15c Muz7nPIFBIH09la3MrmgAdpDRKMbkts4WTbm3sJgJs5nNyyYXF0OLbcO5qmlrdw5kUVOlMuRzdZR UeOpazKVSxhp5lgj8shLEXJ9yT1hR0oPfuvdBF2dk+4Fl2/trqDbm3fv9xLmGzXZu96pK3ZfWdFj Y6BaSoqdj4rM4jePYu5s7VV/+4/F0tRicaaejrJa3MUMkdFS5H3Xuo3WnUu2Oo6bcmfqc3lt2b33 S0WU7H7Z33V4+fdm6WxUE32UddV0VHicHtvaO3aeWb+HYXFUuPwmLE08kNMk1RVTTeALsqqpLE0A HEn0HVWZUVndgFAqScAAeZ6L51f86etPkH8kM90L8dmpe18D1VhJc73t3JhchT1HW2z6zJJWUGzt hbUzVG1TFvbe+4MvTSzztTWxdFj8fVD7mWrHgjGm5ckbjsPLtvvnMFbWe6fTbW7AiaQChkldTTw4 1UgCvezsvaF7iBNr592vmPmW45f5bpeW9pHqurlSDDGWqI4Y2FfFldgSdP6aoj9xftFPPwZo9k/z QP5r38xD5nb968wu8ugfjbtvav8AL26Ix+7aVN07M32dj76zvYPYm6azDV0b7Zziru2lpc1Q01bT Tigp81jp1SOthMxGPN1lPyz7Ue3+w3V431e6XE26mAHSscTIsFvI68ZJJ0DFXOEjTQiqTK0g962M cL1f1ntvcTbv2713sXAbsfDS7bfdGF2lgMXuJ9uz11Pk5sA2bocfBkjhZslSRVDUpl8DTxJIV1qC Ia690vvfuvdEy+UnwX6Y+XW5+qt6dlbj752hu7pih7BxvX+5uhPkR3H8dtxYyg7Ri2pT74pK3O9M bx2Xl81S5qm2Xj4zFVzzRRRxusaqJptfuvdIPKfyxvikdtdFbY2Hiuzulaf47RdsY7rvO9L90dnb E3w+3++8ridwd64DdvYNLuar3zvJe4dyYChyueymQyE+4KnMUkeQjyEVaDUH3Xul1038BPi/0I3x pHV+xKzA0/xF677a6v6EoptzZ/KUWzdrd4Znamd7JL0+Sr6lM1nM9XbMogMjW+etgh88cUipU1Ak 917pywfwb+OGAzvX+5KPZ+Sny3WvyN71+WW2pcjurcWRpT338jMd2dhOzN8ZjH1OSkx+aafCdwZ2 jxdFURPj8LT1ES0UMBpqcxe690JHx3+OvVnxY60punelcRkts9ZYrcW69wbZ2dV57L5zEbJh3juH Ibnr9q7LjzNXWy7b2LisrlJxisNTstBiqZxTUscVOkcae690Ovv3Xuve/de61Yfmf27h/wCdf8wO rP5a/QOTy9X8Lume0srv75sfJbapq48Lv3MdcbVytHV/HTqDdVFXU1Hl4K0bwioM9lIDNFTvkoJ4 hJTwRpk8g9j2ib2X2bafcPfI0HPF3r/d1k9NUUUkEyG9uIyCV0u0ZiTBNCpoWYxe6M13Fs/+TH/M f71p/h1u3GQ7c746M203Wvx97M6+rdz9F1+d271VX0FVufYPxd7p2jWYrafcWN+Pu9Md9rndnh8t TbdzWPnllxVqaSoSAbm4uLy4uLy6maS6ldnd2JLMzEszMTkliSSTkk1691ap/GKT4TfEzNbk7u7v 7A7ux/ROyd2Z/cHb/bg2NR9lb2xtBX5bJ7cxeffr3aOxNoZTdIoquiwFHNS4imqMpPFDJMs1ZPLJ Kt2Xabvfd22/Z7FNV3cyrGvy1HLH+ioqzHgFBJwOinfd5suXdm3LfNxkC2drC0jfPSKhR6sxoqji WIAyeqKf5ZXyU7F/me9wdbbn+U+D3hmdv/GWr3Hu/rbD7e683LV9Nbh7wyOZ3BmqHtHsvfJpv7o4 zcXV+zsnS4faWDlaSaKqMlfE6SN42yB9yeXdv9ttp3G25ZmhSfcgkczPKguEtgqqYYY6+IUmkDST yCgK0jIIz1jZ7W8zbn7qbztd3zZbzPb7UzyQqkLm2e6LOwnnlp4avBGyx28RqQ1ZAQcdbQ3vGzrK npK713fgOvdm7t39uyuXF7W2PtnPbv3LkmRpEx2A21iqrNZmuZEBd1pMdRSSEAXIXj37r3VEHyp7 HptjbG6o6P2ntXN7s/mY9k7+2B8lMrUbS2ruPdg6O3h2nn4Nv7vyfYO88TgcxhsH1riuuP4j19Rx Ziojij2bjYpZii0tNK8Qe5XPG8WE+3ci8iwxT8+7qsixsZYQthEqrrvpo3LSOsRkjKosUgJILgrR JJs9quQNk3K33T3B9wZpbf252domlURTltxmZ20WEEqBY42mEUgeR5oioUrGQxLxiJ8VfhNvubr/ AG/3LT7w6L352Pnd271zeXzXafReQzW6KTPYbeu6tu0tRtDtii7NrMnRUdB/D45RWRUNbT5hleqp WpI6wMir2l9qdp9rNiuLSG8lv+Zb6Xx9wv5iWnvLlsvIxJJWMEt4UdTpBJZnkZ3ZJ7ze8W8+7/MN reT2MO3cq7fF9Ptm3QALb2NotAkahQoaQqFMstBrYAKqRrHGh28dtGh+J+D3f2fubLVvffyR7fyO J2VtTH0GOh2bJvXNU6ZOfr7pHqfa71+6f7gdf4mSWvzGXrqytyr46mOUz2ar2oKImilXqHuqafmz /MNznQsGwPiL8KPkzt3dHycxe/t81XzE3d071TS/IvsLr3t7dGfwdbmd7b06LosL2Lvio+PWH3hu 3cNVu1Np4LP5va0OExG2Y6jDNVx1EXuvdX+/Hncmb7d6y607u7L6eqeqO0dw7UzEUOA3fhoKLsna uzc9uCOvxmK3DBVUiZrZOU3dhcDhcvmtsySu2HygWhqHqJqATt7r3Rg/fuvde9+691737r3Xvfuv de9+691737r3Xvfuvde9+691737r3Vf/APM7/wCyQ8t/4sB8J/8A4Nj49e/de6//0N/j37r3Ueaa KnilnnljghgjeaaaZ1jhhhjUvJLLI5VI440UlmJAAFz7917ogH8w6WKo61+Ns8Esc8M/z7+Ak0M0 LrJDNDJ8pesnilikQskkciEFWBIINx7917qwf37r3Xvfuvde9+691737r3Xvfuvde9+690AHyf8A kZsT4l9Fb++QXZOP3ZmNodfU+Catwmw8NDuLeufyW6d0YTZe2tvbUwNRkMXFmNwZ/dG46OjpKY1E RmmnVQ1yAfde6QqfOX4vQ1e4n3D23s3Y+zdt9W9Cdt1HavYW59sbF6qrtu/JBuzpessXjt6bnzeM oZN1VmJ6sqsjU0EqwyRY/I4+ZDIKkiP3XulVvXvT4kZjcO3ujOxu4vjnld19pUeEm2p07vXsHrOv 3F2Nj9xwz1m3JNvdfZ3Ly5Ld9HnoaOSWiampKhKpYmaLUFJHuvdI346/K34Y9oVW4eqfjf2x0jXv 1nv7PdVDYXXu49kUdOu58FiG3buCi2ZtrAVyLlcbRQvXvNUUEDQfc47IC5akqCvuvdCh/szHxwGR 68xB+QPSK5bt3bMm9ep8Ye1tiDIdn7Nhxs2Ym3b15RHPfc712zFiKWWqavxq1NKtNG0pfQpYe690 GPXfzl+NG9Oi9s99bn7d6z6g25ldl9Ubv3hiO1uzNgbRzXUVR3RsPC9k7D2d2wmR3FFR7J3pltp5 +mqY6CsljlmjbXD5I7Ofde6Vm0vl38bd9997j+MmzO5Ov90917S672n2lntkYHdmByuTotob2lyg 29VrFRZGaSqrKjH4oZCanhWSWkxldQVc4jp8jQyVHuvdET/nj/HjOd8fy8u1dydfxzQ91fFvI7e+ XnR+Yooopcnht+dBVcm7a+bGRtG08+Qr9hpmaSmhhZZJKueG2sjxvLXsjzBbbJ7gbZZbnRth3ZH2 +6Q10vDdjwwG8golMbMTgKDw4hyKSSKSOWNiJFIIPoRkH9vVcHxW+EHYneXyB6k/mZdL9kbm3Z19 2J8W9vfIToak7W7Art/z7K7zkg23Qy/Fzsbcu8I93blrutsXiM3uHB02Zjp6jJ4Knu9K5r8dDUTY s7t7KbnyD76cwC+v7i62ayMyxGaRpGWaNzFEDrZmZBDI8luxqUVgtags3Tz3B+/By7z19xa19mrH lTadj93DvUVpfnbrGGxgvNpcG9ub2FbWKKG3nvbyysY9zgj0pcOnj6NEixQ2T/L3vn5EdgbK+O9X 8fer+2Zuruyt8bRbsjJdTd8/H3pv5ILW09F2ZjN+/H7BYjvLNbd29iOzOv8AdGEocjXw0WamqsnP gMpgG+xV5K9ZM65f9HW+I+SzeR6jjXce4vkln87jtzZ3G5GP5X7c6o233Ht6SA0stPt3KQ9MbS2l sbMYWjop4pcfkoRkp66mnEktfVEhh7r3RoffuvdVDfzW9s4P5Eba6r+E23KLPZ7vD5B56sk21BjN 7b+27tPq/rbb7Uj9kd5dpYDZ25cDhN4bf2dQMlPhsbnEqqeuztVDFTxu4lRpV9r7mbl+53TnK4ZE 2WwQa6xxO80zV8G2haRGaNpDUyPGVKxKSxAoeod93LWDmS02rka2jkk37cZDoCyzJHBClPGup0jd FkSMUEaShleVlCgmo6oU2jhex/5dfTee+Kvxq7G7D3D/ADR/lN8sezer/jn1vsbeGKXbG1ur9jVp 67yfdPdnXc0O59orsA4PbmTz8eXy9F/FKGNlfHVWOho8rUe5Jktbf3b5ivOet7uGsvbbZLKIzSup KtLoEjWsanT4srzv4bBSCyBACGeIEx9o+Q25A5YudsuQp3CW8mkdhQ6lDmOE1BODCiPpr2s7Aite tnz+XN8Jdqfy+viT1l8bNv5f+92ewFNWbj7S7Hngqocn2l23uiVchvvf2UFfWZGvaXLZHTDTLPUT SwY+mp4WdvFf3AnNnM19zZuv7xvSPDigit4UVdKx28CCOKNVBIUBRVgCQXZj59Sj0ej2HOvde9+6 91737r3Xvfuvde9+691737r3Qcbs7Z622LuvrvYu7967f29vLtnMZTA9bbZyNfHDmt45TB4Wr3Bl 6fDUAvPNHjcVRs80xCwRu8URcSzwpIuttr3G9tb+9tLOSS0tUVpnA7Y1ZgqljwFWNAOJyaUUkF13 u+2WF3t1heX0cd7eOyQoxo0jKpdgo4nSoqTwBIFasoLR3d3v058beuM/273z2VtLqnrbbMBmzG7d 55emxGNik8U0sGNoVlY1WYzmR8LJR46jjqK6tmtFTwySEKXtk2HeeZNyt9o2HbJrvcpT2xxqWPzJ 8lUV7nYhVGWIGejHqgnO9qfND+eDPUbF+ONN2L8If5W2Sl+23v8AKPcOOk2z8jvl7tlHaOs250Ft ysVqrYPV+4HUxz5uoXXW0hAeRv8AL8E8/QbVyX7IBb7mNrbfPdFRWKyQ67Pb38nunGJZ04iMfC3A D9Oce6YM98r9v/FXqrob4efBDbHVnwT27sLsz/RB8gO3O1sDt/5A7S+Im8t+bJq9+fHTBfILHbR7 HwUs2E+cWWrNvS0/bCZ3NbaglnqcbNUHMaZMfBPMfMe9827xe79zDfPcbpO1WZvIDgqqKKiKMKig KowB17qXgf5N2/8AvTrnqHLb1zvZ3x9qNu/Jmt7mk+Lu+ex9m9n9YfDvfcPckPYPcHcPwW3tsjaF L2rVV3b26tjmTYkG691UuL2nt/fGUrJ8J93/ALh5CPr3V53yS+LnX/ytxezNl9w1Wby/U+2tzxbz 3H1bQ1smK2/2ZnsOad9oUu/a6haHL5PaO26tqisbDxyw02Qr/tZakulKIZRDy9zLf8ry3l5tKom6 yR+GkxGpoVaviGIHtEjii+IQSq6gtC1QGOZuVNu5uisbHemkfaIpfEeAHSk7rTwxKR3NGhq3hghX fQWqE0kett7a25s7BYzbG0dv4Tau2cJSJQ4bb228VQYPB4iijLNHR4vEYyClx9BSozEiOKNEBJ49 kdxc3N3NJc3dw8tw5qzuxZmPqWJJJ+ZPQgtrW2sreK0s7eOG1jFFRFCoo9FVQAB8gOlB7a6f6qz/ AJinyGrsHk+o/il1pg6jfncHdGbx27a/ZVAJXhHXmyc1BkMdQbslhqYael212Tv7G0mMrqKu0Umd 2nQ7lg8kYglmihn3o9z7v282Xa7DlvazuPuHvU5tdrsxQ+JNpq80o1LS3t1IaVtQALIrMiM0iTn7 Fe0tn7mb7u25c1bsNs9stitxd7temo8ODVRIITpcG5uWBSFdJJCuyrI6rE5QfiL0hm+0u3+6v+My 7imxfbdJDvDsDvrZ0BoN9904vb0O3toPD1DvTNUpqth9WTb0qdz4ylzdFjRX5bEY+hy2263HwVVD Xqo9ofbKX2/2Wa55g3Q7nz/uDtNuF82TJK7FzFESAVt4idMa0WoGrSg0xxpver3Yh9yd+gtOWtpG 0+2+2IsG27emFihjUIJpgCVa5mA1ytVqE6dbnXJJbNuTsLBdP/3M+NXQOxcfufsrG7Cwz7N6woau bAbJ6w6uxbvtLA707Q3VHRZUbJ2ClVh5aDFwRwVud3DU0NXHi6KrTH5Wox8vdQr0Qbe3yj2F1js3 pzvnqHffUvzX+R3zB7uqfiB1B2luLtuDqT40bO3xLt7sXf2e63oN5bbwnbH+hPYtFUdP1tBBiKGg 3Bvbd+548PjshV186w1+P917qvL+XN8VO9d6dj/EP5BYebMb8+LnS/yj+deSy/RvcfaO39wd8fDP 5Y5TfPfXUnyF3HgPlFR9d1O5/m30Ju3sqp3MaWjyNdhMtUV2Zx+TyFTlP4eYaT3Xutqr37r3Xvfu vde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Vf/8AM7/7JDy3/iwHwn/+DY+PXv3X uv/Rt52l8nd39mfzovjRvbsHCfMHrRN3ZL5qdCdedJ72+Mfy96964w3T/VOD2Riuvexcjk9x9U4n qHfe4u3d9Vm4d2V+5sdX11Dt3auQ21j8lUUVRTsaj3XujbfHH48UO/8A5B/zjPjX2F2x3V2HtPO9 rfFzN/3k37vHGbx3Liq7dHR20uzZKLEYncO3Mh1jTbNxefWCli2vJtyXalXh6ZcdkMZW0ctVDUe6 90JHza60X4z/AA5+M/XnT23st2RU9efN74Sy7R2zm87tfadfu/N13y42PuKTFfxHG4LAbB2PQ5LN ZOVKSjxmJxu3sHSGOkx9DR0FPBTRe690P/8AsxHzr/71z/8As3HT3/1j9+690dbZGV3Lnto7czG8 tqHYu68nh6Gt3Ds3+O0G5xtnKzwRyVuF/vDio4cbmjQTEx/cwKsUttSix9+690rPfuvde9+69173 7r3XvfuvdF8+Q3StX3rh+rdtncEGE2/sz5AdKd1bpoZ8fJXtuil6M3zje19qbfpilXSJQ1C9m7Sw NeKhxKsaUDARl2Vl917qpHG/yje/+uOv91dd9OfL2u21gtwdrdiVu36agl7b6qqNgdGUfT2zemPi V15Tbo6O7T2Nv/dcPxR2/tOpqYsOcxicBu2szlU1bFTRQU0I917of+pP5W2L6s2Jidgpvnb+aoMb 3B/L93OMtU7MlTMr1D/Lu6v+P+L6g6xpqqTNVEsdTJ3Z0hPu5atnaOjG4qumWKRl80nuvdJyf4G/ LfblZi9wdXd1dI7e3rtzdX8yc7d3NuDZ+/c1HRU/z67p233dt7up8ZQbixVV/pe6KqsbkNu0eFFc cJX4fJO6VlJ44aWL3XulNh/5d3YnW+wO+eluoexth4Xrzu/4d7A+MGF3fm9uZuTs3pM9UfHGr+Pu w6fZZoq9sPuTruhnqP7zw42qloZsfmazKaZKlcirUfuvdB2/8qLcGy9mdFbB6x7Gx82x/jL258gt 0dS7SO8u9eicrX7A7+xoipo+wO2/j32FtbsfdHbnUb5PK4ik3JVy1bbt21kJos5FJl6ifMn3Xujn fF34l1Hxe7H7DG0m2jF0llepfjb1X1Xt6Cq3vkd79c7R+OfWlN1ptfrirze7czuSo3VtHGxfxDK0 uTra6XNTVeYnSrMzR/cze690deso6PI0dXQV9JTV1BXU09HX0FZBFVUdZR1UTQVNJV006vDUU1RC 7JJG6lXUkEEH35HdHWWJisqkEEGhBGQQRkEHgevdUY/yIKip6p6q+X3wMystWKr4E/NXunqrZcNZ NJUTzdHb8zk3ZvU+bd5QskX8cOfy0iRWZViRGDHWVSdPfdBuu68n8+RKNG/bLbTyECg+piXwZ1/2 umMV9a+lT7pQ/N7pLobJJ2zie3sj8Y9k0XWXcnT3yk6m7B+Se7Mp1B191xV97tmtm706+wPbe1s7 s7c3XWY7a7W6VzGbyktDXSrmchuW09PUTugWC+vdIXpjcOKxPw97q7W2B2pv746ZTonvbeVB2JWf Dv5I7S/mAYL5G75yex+k8btCqfun54dR57+8dLmMBkdt4XHUP8XwdFsuGH+FVWco4sfUrQ+691YJ 8KO3ez9/0ee233B2Zjt87xoOverOzKTb83RNF0/vzZu1uw872ztKkg7GzW0e9e6uqt97iqt19Q5q jLbbXD0tE2LeTx1EFZSTD3XuqxN0fM3DfHfoj5e/zdM7tqXsfsPvnsqk+MfwT61WPJ1WR3ps7bO7 arrLpfZO3cfRGbIxU/aXZOOzO9M1BRXlqcdAZqdnZYFE6ty7FuG78pe2Mt61rtVlCLrcplRnKSyq JJnKorMzQxNHbxnSQrE6wFDnqLfbxBv9/wAye4U/cb+doLQn8FjbMY001+Hx5VknamDqU1IpRf8A 8l74b7g2Dk/k18w/lGMtv/52d89oUtN2X2fu/q7dvWE219uVfWHV+76nq3q7anYG1tqbgwWw9t7p 3BVYyaspqSCjzrYeCSLVT09OFDPuDzxa7yU5V5RhktPbuymLWsBLVdtCo1xNU1aSRlaRQ1TH4jji zEyl1fb7jDr3Xvfuvde9+691737r3Xvfuvde9+691X58oPn7sHpLK5Hqjq/HU/enySTE1eWfq/b+ fxeJ231phKSBqiv3/wDIfsmulG1elOusDTAT1dXlZo6uRHjEMDLJ5UHXLPIl/vUce57k5suXtYXx mVmeZiaCK1hHfcSscKqAqM1aooQDzHz3a7Zef1f2C1bdOb3HbaxEUjH+/LqXKW8QxUv3tUBVNaij zq/5xbu3d3RvXJfCXrip/mtfzGt1Y47S378naGlrtlfy8PiJt95p66m6p2D2Rk1xMNfsnCROKmVM TURZDejaqgZSWrZqVJw3HkW0s9msV563Mcq+3kTeJFZEiTdr9sAzyQrqpI3wgyArb/D4QTuO+VeT 7jb7245m5nvlvecbhNLSAUit461FvaIcpEte5j+pK3fIamgbdwdGdPP3F3LuD+ZN8q9h/wAyz+av 8e/jfvj5M9Yfy8q3MVvX/wAXdg1W3tk5TfG1tkdfdcnASYTeWczv8Np0lqcnST5OqxE0WRrsLKqJ WsCN494Ydp2645Z9ptkGxbA40yXFdW43I4VluKkxA8QkTHQa6JAp09D3pK7P+a3yW+ZnT0+zcduv uDovI/Iza+5Nq7jh6MhxPZ9V0r87dqfHuXemx+im2X27s3tLB47+Xh86/jmMNvXrufGU+MqUyi18 FVmfLlF8cGsSzMxYliakniT6nr3VtPwG/lx7p2Js3ofsP5kzdc7+7x6x+MuwvjhhItode1fXlRU9 I4/auwcvQdR/KXDUPavZfVnyC3d0/wBgYCYYLNUdFj8dRTJLW0cKy1shTXXurmffuvde9+691737 r3QEfJL5A7D+LnSm++8ex5qn+7uysbA8GKxohlzu7dy5ivpcHs7Y22aeeWGGr3PvXdWSo8Xj43eO I1VUhleOIPIof5n5j23lPYN15h3acR2NpE0jkmmFUtxoaCgqTQhVBY9oJ6EXKXK+6858x7Pyzstu 0m43k6RIAKmrsFGKipqQFWoLMQi9zAda+O0Mt3Lt2f5W98/JPt/obpP5F90bZyW1ayl33T1+c3vs Hb+4en9o76wfWnQVfkuzuvaHa0PX2zuz8RjKcvh8xUVGeE2QrKVaqtrYKyL/AG15W3Tdt3uvdvne 3Yc0X8HhWVu4p+7duLF0iCZ8O5uSfGuqkvHVLYs3gszy77rc37Tsuy2fsvyBcKeUduuPFv7mM1/e m6KojkmL48S1tQPAtKBY5KSXYRfGRY7ouudqbc+JnTFf21vDM9jb63XXdf8AWmBfBZWg2dj9wzZG kp1xWxOkurti7V2315tXF5jce/d2tjMdSSQLX1uRr6anq614aalWmnDqAOgF+QuwvlLg/hB3+nxj yuB3R85d57m2fu7u5tldi7R2bueCtz2d6/y3Z3W3WPYe+YU2t13uvZvxrnbb3XGT3LT09PSQU2Ky mQDTTT1M3uvdVbdJfGffXy4/mBd97S76+OnQHQ2167Y/UHbnzN+PO0NxYP5ZdKdyxb7yW9KPZvVv zM2Tm9tbc6n2/wDPvF0+0KDeuL7D2DJ91RYGrFPk1y9PVYqsPuvdbOuwtgbF6r2btvrnrHZm1uu+ v9m4mlwO0dj7I2/itq7S2xhKFdFHiNv7dwdJQ4jD42mThIaeGONfwPfuvdLH37r3Xvfuvde9+691 737r3Xvfuvde9+691737r3Xvfuvde9+690XTvLsnv3YdVt2Lpb42f6e6XJU+Sk3BV/6Y9l9WjbU9 NJRrj6b7fddDWSZn+JxzTNrgKrD4LNcuvv3Xuqv/AJ5d1fLjc3x7psF2H8J/9GGzMj8iPhhHnd9/ 7Mj1nvX+7sEfzK6Enp6n+6+DxVPlcr9zWxRU+iF1ZPLrPpU+/de6/9LfMyeyNl5vdG1t75naG1sv vTY1PuGk2Tu/J4DE1+6Nn0u7aehpN1021s/VUkuV29T7mpsXTRZBKSaFa2OniWYOI0A917r2I2Rs vb+4t3bvwO0Nr4Xdm/6jDVe/N0YjAYnG7i3tVbcxEOA29U7uzdFSQ5LclTgcDTx0VE9ZLM1LSRrD EVjUKPde6JV/MT/5l18c/wDxoD8Bv/gpusvfuvdWA+/de697917r3v3Xuve/de697917r3v3Xuq7 /wCXv88oPmzgO9MJu/rY9GfIP4y94bz6U706Mq91R7yrtm12Ky2RGyty0O4Tg9sTbg2nvvb1G0tB kv4dS09XVUdYtOJIYVleQPcHkNuSbjY57PcvruX9zsY7m1ugnhiQMo8RCmp9EkTmjJrYqrJqoSQP dG97sy74PqHsnIU3Zm2Omsidl7hoMB2tvSTEJtbr/dGYx02I2ruvNpnqugw9XR4fcldSymmqJo46 plEJN5B7j/r3WudsDvPs4YrprFdFdvTYXOfGml+fXyU+U/a/eff3yC+dHRm9Ny/FzqbZPQNXW9cb rzfdWx8/vHpXfu5++8hmKHCQ1+2sLtjP7aysf8KgyGGSnf3Xuji5T+ZD3tTZ3H1NfQ/H/Yk+zey/ g70zvz43Z+h3duX5Bdt72+UGyOjOyu1850nl6XsHaVNt7Y/Seyu56yopaqr2ruVMzNsjcQrJcPTU E1XH7r3Rcn/mZdpfL7AfI7pXY1PS0e0u0dm/Cqg6c7E25hsJ1pv7aOyP5hvyNzXS+1anM1Gxvk/8 hsk+5sb0VQ5XeUVXW0vXW6cdFhpZptuUz1FPHB7r3Vsvwm+Rm/vkRH8hH7Cr+u4s11L3puDqw7R6 627WyYvamOixeK3zsmpftuHtLsLafdMe+Oo987Zz0eQxuP2tNjmyElFX4qlrY5aeD3Xujz+/de69 7917rWQ7Pw+J61/nF/PbpbKxNT7D+d/w/wDhL33v6nhqXokyO3usPkptP4v9owUDUBjqoshN1Znc xV1L07LXRxrJUoCbOJz3onevu/8AJW4nuk2bfbuy9SEuoxd5PpqAUeXBeOOvdHO37gPlFtXr/vmL BV/Z2J3/AObrTqPasG1cn1b2D8ruzPiN0H8mt95LsjuLqeg7On3hgd6bqToH5E4nFGpz9NW5iozN LUy/arlMli/PBnXup3V26O16T+Xd8ya+HYHYHfG3NvU/csHxn2x8h/jNjW7L726uq+odpZl8N2f8 aer9pdcT9j1FR2/mt2bcpcSMDtvI7tw+NpPuW8lY+Yqfde6BX4nV/VPQnwv+e+X6G398Zt0NsDoX cna1Vg+lfjN2z8WO4dn7hg6v7Ry9DH311/3R3V2tvKGfJ1G2y2AjNLtmlopYMpDHQ6ldwf8AK1mm 4cz8t2E39lPf28Z+x5UU/wAj0Heb7yTbOUuaNyh/tbfbrmRftjhdh/MdEi+WnWO798d4/wDCer4A bJodvUO0cF1Xvv5MLldw7k3Xg8RuLtj48/HnHZzZVQmT69zO0t+bO3Bit11E1ZBuLEyzZDG1edFf TUUwoJ4JZYg3Ou2e/G/XE0C3F1JHbxiSNmdxLegvHDIHCxtHGqyFWDl0j7BRHYNck2EW18ncr7fG o0Rbfbr9p8JdTcBlmqxwMnh1tZbMx2fxG0dq4ndeb/vNunGbbweO3JuQ09NRjcGfosZS02Yzf2lH TUdJSfxbIRST+OKGKNPJpVFUBRBHQn6VHv3Xuve/de697917on/yk+a/TXxLxaT7+ouyd27krqGW uwexOqutd2dgbmzaxsUMSVGJxw2tg3JF75XJUClSCCdShhVyzydu/NM1LF7eK3VqNLPMkSL+THW3 +0RugdzXzzsvKEIbcI7qa5ZarFbwSTO35qPDX/m46D+XVM/xR/nN/Jr5d/IztbavVPxWTdGK2xtW MdfdIHs/rnrrLpC+chiznY/bXYu/5Rn/ALnCLSU1LBjNsYCrp6VcvMtYKiWKjnkl7mj2g5b5U5f2 q63TmjwpZJf1bnwZZV+Htigii7aNUsXmlUtoGjSC6iE+UPe3mnnLmXeLTaeUfFiii/RtfHhhamoB 5riabvqtFUJBEwXxG16iEYgJ8nv5jXyq7e7JrPi91Rv895d9VLS0WU+Kn8sGavnpNn0zS1ELVXyS +fu/8bNieraDF1hSlyUe18TTSq96eeqx7lKhxLyx7b8sbTto5o3ix+g5fGVvt5ABkODSz2uIhpyw 7kMzkU7lSQVUSY3L/uDzLUcy8yRbXth42+26vGYej3swDqfI+BElRwYUqUFuX+WVR/Hr445n5Rfz at5Vu4fj3tTeGw83vb4I/DTJ5baPQuyqXcfYWD29lu1e/uwc7vSh7g+UOT6yoM5U5vN1OQyeSzVH TUdXHR1dfRqsKlXMnvrZbXI8HtttTC/C6P3perHLdlaUK20IXwLOM+SxIFYUJiR6noa7By1sXK1n 9DsO2R28BNWIqXkb+OSRiXkfJ7nZj5Vp0bf5wfL3Y3RtV098Ovg71hv/AKF7O6e7H2r2Z8VaHZA6 76z+NHyR3dtXbGY3UfjBuLZO2Owcd2HXdXfLjZeS3HtTam6srtml2puDsWKE4vJVeQx7Spjrue6b lvV/cbnu+4TXO4SmrySuzux4ZZiTgYA4AAAUA6POjH/Ij4I9Q/zScx8LPnh1qf7s0e8eu9vU/Y82 4W3F1t2fXdB7w23lewusd07Hz+Fw9furrL5WfGHt3K0uY2lX6qWOmSv3Bia6SSiyU0MiHr3Vgvw9 +EHR/wAKeutmbH6voMlnNw7U6W6f6Dyvbe8/4NV9n7+696Hx+exXVeN3tl8Bh9vYfIts7GbmrKWj MNDT+OkaOE6khiCe690cX37r3Xvfuvde9+691FqKino6eerq54aWlpYZaipqaiWOCnpqeCNpZp55 pWWKGCGJSzMxCqoJJt7917qkDee8IPmd80evcnvqvxu2fhh8XNm1fyWwrbxePbuF3tkaJcngcR3d u+pz5paTG7VlpamY7aSrSGml2lLXZWSaWLMU0VDjPzzeXHuJ728q+0qqP6p7PaJvW6elw6y6LCzY ZBQTabmVGBWWMBajSQcrPb2ytvbL2E5w95mY/wBct7vH2HaacbaN4hJuN6pwQ5gL2sLqQ0UhLUOo FTLfCXN43tD5E/Pf5FYjDZ/A7X31vvo/Ye3P74YOq21uGrxHV3SuGq03BkcJk2iy+3KXdNLvmDKU NDX09LXph6qiqKuKCeoejpMmOsU+sPbvYNDvzrzfvy43F3X1j8cel+ptnbrm+KfbndceNn6soN/7 kwGU2ZQ/L7fVFmdybPoM/tWqj3G2I2DjP4jSxZLDV1XlBNWfx7FxYz3XuqGvi4e0Pkd8qPkZjc3i 8f2Rsf5cZzaFN85Pg31D31uTA7Ag6t7XxPSmxof5l3w971i7Mh218vPiv3TX9PNRboxcP8Iyu1Nu 5Kr27T0pqWy67g917rcMx2MxuHpYaDE4+hxlDTQ09PTUWPpKehpIKejpIKCjgipqaOKGKGkoaWKG NVAWOKNUUBVAHuvdOXv3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/ de6r/wD5nf8A2SHlv/FgPhP/APBsfHr37r3X/9Pf49+691737r3VZ381KbC0vQXT9ZuTdFVsnbtB 83vg9kdwbwostFgajbODx3yZ66rctm0zcyPHiFxuPgklepIHgRS4KkAj3Xuoo623Z2xgcVH01sz5 edMU+4qjH1tB3H3n8q+7KSp25tSbwPT7y2v0nXd+9hbmzW9J8Vaah212DgMBS0tXIhz1DIYqnFT+ 691Z37917r3v3Xuve/de697917r3v3Xuter+ZXsbf38v75UbM/nJ9AbXyW5NhQYPE9P/AMynqja1 EKrK786EWejpdud8YvHGanjrd5dNCmp455tayHH01GsjwY6LJynIH21vrD3A5VvfZvmC6WK/Ltcb PO5osV1Ql7VjmkdxUkDhrZ6BpDEOvdXj7N3h1Z8g+rNtb62dlNrdp9R9pbXxm49u5aCGlzu1t27X zdNDXUFSaWtgeGop54mXXDPEJIpFKSIkiMogvcttv9n3C82rc7V4Nxt5GjkjYUZHU0IP5+YqCMgk EHr3Smx+zdoYrE0+38TtXbeMwNJgxtikwmPweMo8RS7aCGIbep8dTUsdHBgxGSv2ioKfSbaLe0XX uvT7N2hVbpod8VW1dt1O9cXi5sHi94T4PGTbox+FqpZJ6nEUO4JKVstSYuonld3p45lidmJKkk+/ de6j4fYWx9vUZx+A2ZtPB0DVkuQNDh9u4fGUZyE9bkMnNXGmoqOCE1c2Sy1XUNLp1tPUyyE6pHJ9 17qVtbaG09jYaHbuydr7c2dt+mmqp6fBbWwmN2/hqeorqiSqrZ4cbiaakoYpqyrmeWVlQNJIxZiS SffuvdKb37r3Xvfuvdaz/wDNUqqTZX81D4f7uo6qOize8/5f/wDMKwMjySQwtWf6E9gSd87Op4fJ LBDWmj3PhWqpIKoy0xp4pDoUkyLOfLCyXfsH7oRMpMdpum3Tr8mlYwsTxoCKCooakAmmOvdWz/M3 4v8AV/feb62ym+O/Oyuhq2swu8egMvH1vuDZmAqO6OpO9NzdY1W/ujcxXbq2jufM4Kk3/neusDRR 5rbNRhNz0CTzU9BkqZ64sYM690G+b+Km2vjn8Tv5hPX/AMZN79Q9CYLfjdhb+6+xWHy1T8bumvid WT/GHqfaOSxuV3V1/V5qo6n2zLmNj1W/c1nMDjsFWUf96KmvhgSu1ZWq917ov3xEj65+Svxn+Z/V fVjVVTNvLpmfqzMx4T+ZTXfzGOlo8/u3Y3ae0fsOrNx53une++OrIKOokeHI01bg9lw5NEpHghmn pas0xvsF+u1b/su6t8Ntdwyn7I5Ff0Pp6H7OiXmTbm3jl3ftoT4rqynhH2yxMnqP4vUfb1Ud82N/ 4vcafyJ/ldkFZBQfGr5kdaVGZrKcU1bsL5N9f/GzFT9WZLCyyT4dcZuzb3yK62n0rPUwq5xxgdND zAZDxbUV5U+8dy2qg3EFzZX0NM1hW5eRn88C3kUgj+LJpxKPbzdF3nkflW/FfEayiV64IliXwpVI 8isqOpHy63M/eMPQx697917r3v3XusLukaNLKypGis7u7BURFBLMzEgKigXJPAHv3XuqqPlX/On/ AJe3w/2rNuDtDt3MV+YyOFmz3Xuydp9eb6r9wdx0Kz/a0lZ1LlcrgcLsXemAyVTdYM3BmBgpArMK 2wv7F/KnIvMPOFzGm3QLDtviaZLuc+FaQmlaS3DDQrUyqAmRvwo3XuqrOxthfLL+ZlUbW7s+bmdx n8tn4d7kp6uLqf46dOtgtz/zBvlBiMvj0poNs5bf+OxdZu/bX98sHkRTVG1NvU0tbUUlRJQV+MYG PILMa80e33tFaybfylIOZOb6jXdTahtsDqa1t7cNpuGRhVJWJAYLJHIMp0lk2+xe6jvns4mvkBCy FFLrUUOl6ahUYNDkY4dLbvj4tfKD4C/FaPsz47V+yfjL8LOrMp1V2h8nPiD8Xevji/lDVdD7f3Rl KjvrMV3zLi3VuPem9OzNidYz0mcylbjqenrMsMNWY3G5Olo1jlyMG8y82cxc47lJu/Mu7zXd83Au e1B/DGgokaf0UVVrmlST0q692X8L+/8AvfurBbR6c2J8W+5PiR1ZUL8ofhtiu+OqYv8AZLOzPj18 zuvcxsLvnovc9b1jtDI/w7uvqvdlId97J3IuIyWRy+G3tVwZGdzNU1ID/XujC9bfBD+X5/Lt6z6F 3F82u6cH2n2p07sLq7ZmI3T2xurdMeA33P0blN3RfHfP4n4uQ7s3PtbfnZnQG090zbd2nuCLBZLc dFjqRZklSpDyKd7Ly3v3Mc5g2Pa5rhxxKr2L83kNEQfN2UfPog37mnl3liD6jf8AeILVD8Idu9/l HGKySH5IrHjjHV6u2twY3dm3Nv7qwzVTYfc2ExWfxRrqGsxla2NzNBBkqFqzG5GGmyGOqjTVK+SC eOOaF7o6qwIBRcwSWtxcWs1PFjdlahDCqkg0IJBFRggkHiDTo4tbiK8t7e7hr4MsautQVOlgGFVY Ag0OQQCOBFelB7b6f697917r3v3Xuq5+0flp3D8V+ytwV3yd6uxlV8TM3uAJs35KdRfxvN/6JMdV /Z09BivkbsGpSrzmIoWq2lvujDmpxUeqKOeCAuXA+2zlfaOZtutk5b3JhzSkf6lpPpXxyKktaSii saU/Rko5yVZqU6jfdeb965T3O4k5p2lDyhJJ+ne2+pvp1NAFvYjV1Fa/rx6oxgMq1r0x9pds7R7z 2VBvrsyeLF/CLNTYyi2Zsv7Otqe0PnHvGaaqy23NqYbZ6yU9bN0hnqfDmem26Y2ynYcMcrZOOg2j T1cO5QNPBPazS21zC0dxGxVlYFWVgaEEHIIOCDkdSFb3FvdwQ3VrOkltIoZHUhlZSKhlYVBBGQRg jqtvI4/uj5K/zG4huegwnXe3+xtmnA4aPcVPV7p2N1zu/p+spN7w43F7Ykq6faPyI+Rm1Np1tBkJ ctVGfr/Ym454lxa53IYSvkr8dbibbuVvvJWJuPBSbmjl9o4jplMsk+3v4joXZhAkUdv3IkStNLJJ IZtKRQ6snra33Pm77rG4G18Z4OUeZFlmGqIQx2+5oIkcIqm4eaW57XeZlgijijWDVJLPpOX2JmOu 8Lsyj+O3XNbgqrrPc+79zbGw57L3dk0yP8wr5XZGg3TmM10lWbowG2d3bpr+sqbPYV6ntLdFBiJ8 PS0FLPg4okw2NzdFTZC9Yz9Vj/IL5JfLz+ZbHu7490vROc+MdX0D350XszfO0us9yybz+f3xB71r NvbKrdsfLd+qaqs2j1j3z8JId577zOAhyu28xRZU4TGjeGKyEFTTmmw/uvdbAnwo+KrfETpjH9YV 2+4ewstFU000ldhdpHrrrnaOHxG2tt7N21130t1a+5t7ydW9U7Y21tKjNPiHzeZqqrLT5DLV1dWZ LJVlTL7r3Rwffuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737 r3Vf/wDM7/7JDy3/AIsB8J//AINj49e/de6//9Tf49+691737r3VYH82fYsHaHxt646zqcnUYWm7 E+Ynw22LUZikghqqrEwbt+Q+xMBLkqamqCKeoqKGPIGVI3IR2QBuCffuvdGSynZ/yR69xONz3Y/S 3Xu5ds47Jbbxe8ct0j2B2rv7fposxmKTb1dvDavScPx9OTylDiJ6+LKV+Kh3BWVtFiY6swTZCemi jrPde6cpuyO/t8JLR9a9GSdeQy64k398h9wYGgx9PS1UB+w3Dt7q7q/cO9N5buko5mV6jC5+v6/q XQFPu4XJ0+691yo/jfT593y/c3ZvZ3a24qtjJWUdLvfePV3V1FE5pp3wmE6i653NhdsVm3aStp/J SNuV9z5yNW0TZSoAB9+6905N8Xen42LYul7E2oZPF9x/cPvHvLr5a/wSGSn/AImux+xtvjK/bs7i P7kS+NZHVbLI4b3XukrSybr+Pu/tkbbyO8N1dg9J9p7ifZOBqd9ZGfcm8+md+y4jK5jbOLqt81VG 2d3p1jvlMLNjoarctdX7ixu5p6KnFdkaTKxQ4b3XujY+/de6asticVn8Vk8FncZj83hc3j63E5nD ZaipsjistisjTSUeQxuSx9ZHNSV+Pr6SZ4poZUeOWNyrAqSPe4pZbaWOeCRkmRgyspIZWBqGUihB BFQRkHI691rYSUvZv8gPtDcGUxOB3j21/Jp7e3jDl6zH4iTJbq3x/Lp3/u3M1lTn8lQ4SCjqsjnP jduDI1/mlWNnmop2H0yJJ3FkqG2z3+2uCKaeG095bOHSC2lIt3ijUBAWJAW8QCgrQMP+F/7j+62J esuz+uu59h7Y7Q6m3ttrsXrveeLgzO1t5bQy9HnMBm8dPcLNRZGgllhdopQ0csZIlgmRo5FWRWUY 7bnte47Lf3O17tYy2+4QsVeORSrqR5EHPzB4EUIJBr17pf8AtF17r3v3Xuve/de697917r3v3Xut e/5YbXxPyY/nmfFnpHH/AGlZ/oD/AJfHy17A7JqZKKWup8NivknTnoHB46pq4KiA4/KzisNR4leO oehn4ISYOs67Ir7T937na9nqqbtvdnbRCtNRtgbh2p+JRwrw1D1HXujk/JjZPX3yk+CvQ28+yvjn sf5K7lzOQ+He9dk7W37LWmh2zvbsrsfp/Ey77rd57e2rn9zYXaez6XdU2S3TNj6JEye2aOvpKoJR 1E+mCuvdEX+J/wAkfixm/wCXJ8vsn2d1J1f0FtmCj3Tku0+sunvlTmu9N4b73zR/FPrvfWb2fid2 d0bX62ym3/kRsPZ+CodqT7FqmrjtbIbajopZGoo4pJPde6Ol/Lp6Z3h112P8lexNy9WdpdeYvuxt lbm2gc5vH4v766lTbVTvPuftNMJ1zu/pDcQ7E3lXYzcveOVgbK7swVFbbFPgaCkrK77Gad/de6qR /m7/ABS3Vs7ZXZfTO1qSjx+zuy+/MB81fgfuzIUiPtHrz5sbXlmrOy/jFu2eoeLGYfbfyOw1bk6v aMM02Oxj56tlo2DhZJEyY9t97tN9jSW8unS4G2SbXugShkk22UaYrxFzra0IRbjDsYV1YqB1EVnc r7d82Xm1358Pk/erkzWsp+C3vZKeNbOeCJcN+tBXSusyRgE5F4X8sz567E/mH/FDrrvDA5Hb1H2X DhMXt35B9aYZq2krupe68dQpT752dX4HNTSbixGLGbp6ibENWl3qsY8UgkkbWRCHN/KG68nbp9Du MJNrIC9vMB+ncQkkJLGwJUhhxAJKnB+cu9WE+wt17olPy3/mH/DP4NYGfM/JnvzY3X2TFD99itgr X/3g7T3MkhMdIm2etNvJkt55eOsqbRCpSjFFEzappoowzqM+UfbvnPnqdYeWdinuItVGlpogT11z PpjWgzTVqP4VJoOvdUb9ifOf+ZP/ADW925r4ofBr4+Zf4YfHffeDrMD3L8svkhhqKv7k2l1Tu7DP FW5rC9L0uVVOu9wb12zkidr0mTlqMluCGpSuoKnH01NWZGhkO+5T9s/bywuDzLzEm/8AOekqllYu RaQOcari70nxDHk+GgB1qEkRkJPXurIfjp/Lz+C38rzbu7fk/wBkbnn3z3NDQVOT7X+a3yd3F/fL tjK1FfAlFWwYbM5X7kbWp8sxFJS4zCQivrleOlkkrZNFyPmP3C539zJrPlbbbVbfY6hbfbbJPDt1 C5GpVpr0/EXkOhaFgEFei/dt323Y9vuN03e9jt9vhWru5ooHl8yScKoBZiQFBJA6Cab5fVlLna7d nxh+Ovxd+JO1d2wipj74+XkFL1lvntTEVdYamTL7a+OfVNBSdzZzbWQq5Iq6lyO4MnhIa2KTyeNH B9xfzjzX7Ge0bra+7HurZwb8wr9FaywmVa0y8shNaHDeFDKFPFqdX5H5N+8H70RteezXs/fXHLwN Bf3kM4helcJFEARUdyeNPCXHBa9OVJ2t3N2Z5cNn/wCbV8SNsU+Zgno8ptrbXxQ29/BaiiqaVqWb GxZ7uLubJ0NVTV7SlZ4aqilM0ZKLp1XUIWP3n/um3k4s9v3iyllPBrndxADnzrbwpXyAEgz5HzGu 4/dJ++XZW7Xu5bLfwwj4ltNkNwRjypczvTzJMZx5jyMHtn4U9jb/AMHhzvX+ZD8k967Lo6Gmx+Jw 3x6PS/x02UcZS0sNNDiaOr6a2KuehwtLANEEdLl4Z4YRGnmbQS8s7f7jcq3NpHe8pcm7JJav8MzS SX6n5qzzNETwr2Ff6IqKQ1uXthzha3klhznz1v8AHeR/FAscW2sPkyxwLMBxp3hv6RoamE6U+Cfx T+P+bfeHXnUGDfsSodZ6/tXfFbmuze1q+sIAnrZuxuw8lubdtPNVOdUiU1VBBeyrGqKqqk3nnfmj fofpL/dnFgMCGMLDAB5ARRBENPKqk+pJr0s2LkHlHl2f6zbdlj/eRybiUtPcE+ZM0zPIK+YDAegA AHRvfYW6GPXvfuvdYXdI0aWVlSNFZ3d2CoiKCWZmJAVFAuSeAPfuvdFoyfyh2hmpq7B9E4bLfI3d 1O09H4espqKfrjC5WPVG1Nvnuutlh6y2s2MnZHyGPirshuaKlYyU2IrH0Qye690XfuQU+3xgNy/K uqoO8exc89dUdLfDfrqnll6oXO4qFK6bK5qj3DBE/ZC7OqayjGQ3/viDH7V2/OtDV4/D4TK1UMdb tWeN1kicrIpBBBoQRwIPkR5HqrokiNHKoaNgQQRUEHBBBwQRxHVMe0etfkl8Xcbt/wCW1PgMb138 P+4cdjsvl6TD0b9mx/A/Ynd++aXeGS390D1RU7hqafDbLl2tlqWn3ErRMlPlI6fNVGFqMfRnbMcr 21xb+5lmu232lPcCFP0JyaC/RFNLeYkgfUgCkUzf2lNDmtGMN3Vtc+1F6267drk9tZ5P8YtwKnbn dhW5gABP0hYkzQr/AGVTJGCtVBxPlRS9edpdMUtH8R645bqD4QdsUlf3R23sXsSuk3XvrI7sXC7h 7k6r2J2JgMw26cnund2F39Hm9/74GRgq6eeoamx9RU5mbIVeAwt+9FsO6cpcqcr+6bbA0u+8tXke 5QIzFGNq8rWl3qAo9AoaQoWTMKO4eMGKTPD7o3Me0858482+0KcyJFy/zXZS7XcSKokVbuOFb2y0 s2pNRZljEgWTtndIzHKRLEeX5CfAro75dbT+Ne5Nn7/7l6D/ANAu087S9D7l+KHZSdGVdN1V2bsn b23s11hDk8RtncMWC693PtrbuHiWXD0tHl8VHQQtjaul/cWWa9s3Gz3jbdv3fbrhZdvuoY5onGQ8 cqh0YfJlYEfI9QLu2132ybruWy7pbNFudncSQTI2CksTmORCPVXUg/MdJj+XD8JM78duusRvH5AU tPu35Fx5juuh2PuHd+/c38guyfj98dO0eyKXe21filj/AJN9g0FP2h2ptPZkGBxtTV1eScQyZp6k UiCjSnJX9F/Vn/v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de69 7917r3v3Xuq//wCZ3/2SHlv/ABYD4T//AAbHx69+691//9Xf49+691737r3Vf38xP/mXXxz/APGg PwG/+Cm6y9+691YD7917r3v3Xuve/de697917oJO7ev8z2b15W7Z23m8Vt3c9HuTr7fO1svncNPu Hb9Puvq7sPavZu14twYWkymEr8jt+uz+0aenro6atpKr7SWQwTRTBHX3XukK3anfG2IUl398aarM xtCamorPj/2rtjs+jxNPFqNU+So+0sT8d91Vs0EUbSLBhsVmKmcFUijeVvGPde6EDrnunrPteTM0 eydzLV53bjQrufZucxOd2X2FtT7qWojoH3b1zvXF7e35tWHK/ayPRSZDHUyVsK+WAyRkOfde6ELK YvGZrGZHC5rHUOXw+XoarF5bE5Slp8hjMpjMhTyUlfjsjQVcctLW0NbSyvFNDKjRyRsVYEEj3aKW WCWOeCRkmRgyspIZWBqCCMgg5BGQcjr3VCPYP8rHvr4Ybr3X3r/J5+QG3vj5Rbgysu5+wvhB3ucj uT4Z9gZaolEtZUbQjWWfO9H5zLShIVOJaOF/2aWGpxtDEIvc8WPury9zhZWuye8mwPfmJAkW522m PcIV4ASE0S5VeP6lTxYrLIa9e6DvAf8AChfbvTVfltlfzC/iN3D8dNz7N3Nl9hb07P6Sym1flX8c aHee16bH1O48PV7/AOssvPldt7loqPJwVlTt1qLJZXFQVEaVTaypdHuHtLsV9bHc+Rfc7Zr+xPCG 5lFjeAk0CeDNh2r2ggp4jU0LkDr3Rtto/wDCgH+TtvTFRZjF/OjrPGUk0UUix7z292Z19X/uvUR+ L+G762Nt2vaeFqZhKixlo/SWsHQsF7n2j9w7O1tb255bZLSeuhjLBRqcR/a1DLwZWAZSCrAEED3S wh/nlfykKgM1P88+iZ0U6WMOZy8oU2HDFMMwB97svaL3J3JHk27lO4uEU0JjaJwD6Eq5ofkevdQ8 r/PW/lIYakNdV/OfqCWFXSPRi49452r1SEhbY/CbWyNe0Y0+phGVX8kezGP2L925n0JyPeBv6Xhq P2s4H8+vdF03d/Pn6q7Ziqdl/wAs347fIr+YT25lRLjdt1uyeqN7da9DYHLOr08eQ7L7a7Pwm1E2 xt/HVzBZZjRrSzMpj+8pw6zexDa+w27bQVvfczmLbuXtoTLiSeOa6ZeNIYIWk1uRwGrUOOhqFevd Ga/lk/B7tf47Qd1/Jf5c70wvZ/zq+Ye4sFvHvrc+3oCNp7BwG2cW2M6+6M66eVnkGz+u8VM0Bmj0 LVSCOMmeKjpp3DPudzxtPMR2TlrlGze15F2eNo7VHP6kru2qW5m/4ZMwrQ/CKntLso91g7m3Hkdq fyoOosvjN+/6Naluu/gthpNyydj7x6aoqnH7m7I6D21ltmZrujr1X3x0ttvsnFZebbmU3ni1as2n jsrNlo1Y0djFnXugBi66+VOD+N3Uu8flJ0XTdq7C2H3V1bmO6fjJtVMN8x97756LoPiHmuhewN2x JWbP/inZu5sl8iM9QdkVuJxi5rO5bDYWUxNV5TJT4z37r3RiPgZSdFv3b3dkviD8b6ror4uQ9Y9S YykzMnx97Q+L+3t49xndHadXvDGbA6t7BwHXcFXgdn7QOCFdlKLa9LRGurxTU9dUyw10FJ7r3Rvv mDido7h+Nvae1t6dfYjtbG7zxGO2DhuvM6RBit2783/uDEbJ6zw1blLF9sw1XYmfxYOYQpJhv+By ujU4YLds3O/2e/ttz2u6eG/hbUjrxB/mCCMMpBVgSGBBI6Lt22nbt82662nd7NJ9unTS6MMMPyoQ QaFWUhlYBlIIB61mPh7/ACgsdQbz35lIPmX3n8NvlvgM1vbaXWO9ejqvbOy8H2l0v0zvLcnXeWbc OKq558F8gMbsXIYKChzlPUQ4zK7eroKeSsasxFbt+tqZzX37urnabDYt85J2vcdmQHXDOrFQ+KPa kd1qaVDKpdMkosdSCS8rcv3/AC3BdbfPv899tYZfplnVTLAgBrG0w7plrTQzgMqjTVgAeh/xn8vn +aF8msLicvX/AM2T5H7i+PO6Wq3wO4Nv7i2f8Uuxt5bMrZmgoN94Wm6h6l7NWv2bvPDiLI4aHJZe hrKjHVCNUU9E8zIqOP3Y5J27VPsfsnssd95NcyT3iAjgfCk0jHyYHhnHQr6NB8cf5GXxJ+Kkmc7R 3ZuOOt3TQ0OSze8O4KGPM7T35W0cNNUZDcW68/3h2Lvrtft7rjPxwRF5s117uTr0imjk8yN5ZmYN 8ze7fuHzyke0Xm8SLtrkIlpaoIITU0WPw4gDIK0CrIZM0pwHTc08VvDLcXEypBGpZmYgKqqKliTg AAEknAGejc5T5lfFv4/dbdTbJ+Nezqjtfe/cWycJ2N0V8cej8Io33vXA78x1HuLF9g71Sujpx19t vOJl46/Mbn3S8EsheoqJDV1KTISbbOQd6vLjcv3m0e37TZTvFcXMxpFG8bFXjSlTNKCpCxxaiTSp UEHoB7t7j7HZ221jalk3Leb+BJrW0txWaSORQySOGoIISGBaWbSFFaBipXpl2b8Oe1+59x0/yI+b mZ2vvXt3b9Pkcr0L8e8O8mU+Ovxsz01JMuDzRoK2nePtbtSglZPutw5OCWnppCwoKdFjglXfMnNQ 2zYN25b9sq2rTW7o17KALi5k0nRroG8G2D0PgpUso/ULVZT7lbk9t25k2Xmn3Y03kcFzG62EJJtr WLWC+ipXx7ox1HjvQKx/TC0VgCPxly/x76TqsZtb5YdNbq2R8iN15zLHdPcvfW0Kbc21d67orq6q m8m1+z8jNmMVTY6ei8aF4hTUpkVvJPK5MjcufZ+/9rfbuWz2X3u5Avdu91b65l+p3berVbi2u7h3 Y1t9xkMsSxsmkFlEcZYHXI7Vc9cve7bvd73Ngvd99gfciw3T2esLWL6XZ9iu2trqytURRS62yMQy tIr6iFYyShSNESKAinL+Ve9fhR8cNobR3R8odj9YbU6i3lvTF9d1naO6uv8Aac3WXX+4d0RzDas/ ZO5pqQr19t/cuXpEoKbPVSRYmlyctNFVVdK9RTGTNbcfbX263m2NrunImzXNsw4PZ27DNMisZocA gihBAINQOsC9s90/c/YroXe0+4m+Wt2pHdHfXSGorg0lFRkgq1QQSCCCR0wS/Av45Z2lo9/9Abg3 V0vmM1QUmYwHYHRnYWVXDZakqUWuxVfHRNksvtzMYCoim1KlJ4IaiCQhXAYMIg3L7q3trHPLunIk 258q8wnK3G2Xc0Q1A1XXC7vE0YNQY1EYZSRUVqJt2r74HupJbx7P7iW+084ctDDW27WcEp0kUbRP GkcyyEUIkcyFWAahpQs83cPyo+LbmD5BbSPyC6dolCt3p1Rh4qLfG36JOBXdhdbxz+GSnp41LVFX QlIIIl1PLNKwQkr8++9Psu2j3R2T+tHIUf8Ay2NtiCXkCfx31gGoVUZeWGiIoqzyOQpPY/br2H99 V8T2i5g/qj7jS5/ce6zF7K4c/g2/cStQzHEcU4Lux0rHHGCwOr1h211v3Ntin3j1hvDDbw2/UFUe rxVRqqKCpKLIaDMY2dYsnhckkbhmpquGGdVYErYgnIXk3nnlL3B2aHf+Tt+t9w2tsFo27kaldEsZ pJDIBQmOVUcAg6aEdYz88e3/ADp7bb5Ly5zzy7c7bu6ZCSr2yLWmuGRSY5oyQQJIndCQRqqCOipd ofILG7oz+cG3u8ajo/ozp7JZXG9od84GHrzITbz7WxtZPhX6H64HYuyOx8BuRNmywVsm8qqgxjVt DmoaHD0NQ9bFnoMc/wA1c38s8j7Pcb9zdvlvYbTHxkmYKCfJUXLSOfwois7eSnpPyfyVzbz/AL3b 8u8m8v3O5bzLwihQsQPN3bCRxj8UkjKi/iYdEj3t2d19unbOX3fs7459nfIrrujNPTVva3zP7J31 lej8rlNw5WhwuAl2b01vzK57a27s7n87lKLG4qh29t+hzNVXVMVLR0rzzKsmPg9/udue2ZPZH2iv tz2s8Ny3Fxt1gfR4Vk/WuUyKhTHIP4KZ6yWf7uPIXt4iv7++9W37TuwoW2rbEO57gp8452i/RtZM GhcSxHyeuOs1T8mfnrm6Xbu2OnafpOg3LXGkpsXtif49fJXrTr3YO2sZBTQ1GR3nuXuLZOz46fDY uiCw0+KwUdfmMhWyQRU0EGOFZkscY2Nn96fcb+H9782clbfECHeC1t7y4k0in6ZNwwpqHxSAtpY1 UMtB0S3+8fc3222uLXY+Veedzv8AQVWS7urC3Wpr+rotlJIXBVGC6lw5Vu7ovecxvzLXcXZXXkmz 9m/KPtjsvF4tfkh2z1huTK4XsLrfpXKTmmn27iaPcbnC9evUbdrsnTdfbSxCC2Sq6rPvS5GaPO5C qVvzP947lebdb7mLkPYt82OJHeJNonnS8ILgJGUvAqSOqsWdo1GpUOhC5C9NRcp/dc5uh2fb+WPc PmHYOYJXSOWTere3ksVIRjJKHsizxo7KFRZGOl3GuQRqWBrd1d3bD/mW0Ff8ROkeyN4/G3HbbTNY nvDKJUVGwO1sLk8Dj8rteo6B662dS5SHb27hTSSzJvd65MjiMNjIlxsVI2aqHrNtSd7RfeB5N3rf NtFtbrbc3KniPtG6RLDeoqsanwGYurKU1o8TeIqaZCBG9GiX3q+7XzvsPL26G7uGu+S3fwk3raJm nsHZkFB46qEZGEmh45V8Nn1RgmWMlC8fywPij2J8C+5vkl8Cu+I6befU/wAhtnz9i9MdlYynnx20 exKLBUk2zuz9pTU000tRhd/S7X3Lj6irxJmlkipcfPPFLPT6J2ym96Lzlz3e5Kt90FrWExS2O4Wr GrCK6RgMimqJ/wBRBIKVLgEK1R1iF7EWHNPspz5dbQ11SYTQ7htt4gojTWjqThq6Zk/ScxEmixlg WSjdWX/BLceW21t7sL4t72rnqN9fGbdk+1qOWp0x1Ge6tzRfMdbblhT0A09RiZ2gVFB+3po6bWQ0 gHvn592vdr7aNq5p9mOYrgtzLyffG2QthptumrLYXAGO1oiUAA7I1i1Gr066Ufep2bb973jlD315 YtAnKnO+3rdOFqVg3SGkO42xOe5ZVDliR4kjTaQVQno/fvJvrE/r3v3Xuve/de697917r3v3Xuve /de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuq//AOZ3/wBkh5b/AMWA+E//AMGx 8evfuvdf/9bf49+691737r3Vf38xP/mXXxz/APGgPwG/+Cm6y9+691YD7917r3v3Xuve/de69791 7r3v3Xuve/de6CTtDpbYvbKYis3BS5HFbw2r/EZdidl7RyM+2uyevq7JwJBW1m0d20Gmuo6euWKI V+NqBU4bMQximyVHWUheBvde6QybN+VGJQ0WJ736j3Fj6eoghx+Q7C+Pefq95z401SrNU7nzmwe9 OvtnZfOQ0TswbG7awdJPKgUQQBy6+690A3zc+OHyO762D0ZB1H2TsHAdodVdj1m/Mnls3h4sLsWv z56i7K2htLd9FtHcu0+96arOw+ytz4jOR4SvEwrKCkqoEyVLVtT1cfuvdI7YP8s/Z2Mzdbm+zOwM lvCfFda0XRuwI9l4U9Zpgeo8Fkdz5DAPuIUub3Am4O2pzully256NcScgKCi0UlMsUiS+690caL4 w/HKOGSKbovqjJLJlty5xpM5sLbW4KkZLd+58vvLcU0dZnMdkKqKHIbkz1XUiFHWCEzaIkSNURTO 13zerKLwLPeLqGH+FJZEX9isB17oP+w/gh8NO0sVTYveHxm6YmbH1kWSwucwWwtv7Q3ftvJw3EeT 2tvXaVFhN2bZyBiZonloayneankkhkLwySI2/wB/b6bhbs71d/VBdIfxpNYU5K6tVafKtOvdAnt/ YfWHxb3FjsF3Z1f1BkOu66SHGdf/ACsbqjrPa1ZisrkHlo6fYHyDTbG2MPgdoZzJRELi94UlPjNs ZyaX+G1dPicmccmevLzFzBcI0c2+XjxnyaaQj9hanXuj9bk3FtXrvaeX3RufKYraezdoYaoyeWyl dJFj8Rg8LiqYyyzSEBIoKalporKiC/AVQSQPZOSXLMzEsTUk8SfU9e6LxN2f8iux9q1FT1N0O3Xb 5/Gz/wB3Nz/IjeWP2Tk8TS5BUgx27pOs9l4LtbcbV1PTVa5Kn27njtzISiFqLJnEVRdI99e6Kx8y Nw4n4zdd/HnrHdmX6y258Q67rHsH4+b33P3ttTCbk6V292fR9fbVpfinkO9cruHDZvD7L6pn3BtX J01bk680+OfN1GKo5ZTNV00cnuvdI7+UNWYKk2t8gdj7CqPh9u/rrYe/ti4un7b+DXUKdP8AQW+O zq/rTA5Ttzb2GosJvnefXu9s11znZ6ahrc/tyPD0UzzChqsfT5PH1y+/de6uJ9+690HvZvX9D2fs 2v2fW5vPbZafJbZz2K3Ntc4P+8O2ty7L3Rhd6bT3Fh49zYTcu2amuwW59v0dUkGRx1fQVBi8dRTz Qs8be690jqP469Sz9V4LqDfm0MF3JtTEVk+dr/8ATHt7a2/ajdO9clkcpndw9g7jocjgo9tybw3N uPPZDI1U1HQUdNHU10y00FPAVhT3XuhtREjRYolVI0VUREUKiIoAVVUABUUCwA4A9+691TZ/MN6N +ePzros78aOnYtn/ABz+Nr1fg7G7X7B3KazefdMVBNTyw4DZ2zdlRZ3J4PYMGViLVLZafF1WZEKk KlF+3Xy5yDvXI/JLw8x7v4u4cxU/SgiSkdvWvdJJJpDS6eGgOI6+b5SFPcjYfcDn5LjlfZRDtnLF aTXEz1luaUISOOLUyxBvi8QxtJTyTEgyfy0/5flf8Auu9ybNzW/9hdq5ncdbRVUm+MP1A2w99fZU MDU1Htzcm8qjfe767ee38LTpHHiYHp6BMdEGRFdWGko9xefE563C3vIbCe1ijBHhtP4sdSal0jEU YjZjUuatrOTTo89sPbuT28226sZ9xt7uaVgfFW38KWgFAjyGWQyoooIwQmgVABrizX3HXUn9B92Z 15svtXYu5Nh9hYqjzG1NwY2opMpT1qxD7ZfGWiydHUzpIMfksXKBPT1K2enmRXUgj2GecOVuXudO XN25Z5psY7jY7qFlkV6dopiRWIOiSM98cgyjAMDUdCvknnDmbkLmnZua+Udwktt/s5leJkr3GtDE 6gjxI5RVJIziRGKkUPVR/Tu5uofk98P818P+7usdz/M/A0mfymyszsba+ChyWD3f1t1xvTHbk67z O9d77p3BsfrPaMcs+Bo/4Vj8xuLHZbKQY8SUlPUpHNIsMfdX3vc949o7C33HcDew7bfXdjbXeaXV paylLeZSclAn6Sk50xCtWqTO33v9g2nZPencbna9tFhPuu3We4XVngG0vLuESXMDAYDl/wBZwMap TSgoAJXxI7m7a6Ym3X8Kty/G/vzc2W6Gwe3c30hmsnuP42xZfdHxa3TX5nA9VneWZl74p8Vld6dW ZTa+R2nnJ6CXJ19VRYrGZqvVKvOJAcjesXujn47GfL7MUQyuT3z8c+v6zIRmoXZUPUXZXaybWZy+ jG1HYo7z6iTeskKaC9VHtrBozllWGwEje690UbfH8sbaPY+4M7v7fPd2/OsM9l6Cvps/T/ElR8YN i5zHyeSWWp3fQJmuxN5ZSaZHk/iIXcdLQZKOWRammdWssG737Ce3sm67lzZy99Ty1zRLEwkvdslW 2Ok1Ls8LrJaEtUl5TAJclhIr0cT7s33k/cWy2Kx5V5tks+ZuS7Zw62e7xG5RdIGkLcK8V4qJQaYx ceCAArRtHVCUHLbc+NXTmRxGL6xw2d7zy2yMVR7b2vvLu/LRbr2ZsjG4mGKkocT1r15R4/C7VixG Jhp40oDPSGmohBGKeN0Ac4X8zze2nLu/G82dtw5x5ohqq7lv9y1/FE1c/SWxWOFwDQpJMjKhUGNX HeQl7gffl9ydx2e65P8Abux2flTluQkSx7HaCwWXFO6RXed8EhissaSVIZHUgAhXe3fPbfyD3/tw 1vaW44Nm7U7Nx3Xm0q2KfFTUGZ7YqKTMvvncWzNq1tFU7Oq5+ptoYuuxlDI9BWUSZiqy0lRRGTCU 8pW3XOXNm52F4/M29XV5dTWhneEyPHDFbqU8FGihMaRC4kZJGEaxt4SwBZKTsOsP5t13O7SaTcbu WaaRC7AswAWo01CkAa2IY0oSAtG7z0sP9F2fdZoaju7uCopKuTyZGm83WtI1ZqCLKkOSxnWtFmcL HLHGq6cZVUIj5aPRIzO0Z/ve2BRl5fsQ6jtNJzT0qrTlH/5uK9eBqAB0Q/Up5WcVfL4/8Bcg/mD1 Ox2/+wenH250D8cd7bq6ym3ocxu7fedwWZq8nX4LaFPLSUu5965Ws3DUZh832n2Dl6uDG0GWy33W SqJXrsn5KmTFzIw95Y9xed9ka+5mHM12IYiqRwGRhBLMwOhPAH6QhhQF3VEUKBHCNAlUg1sd63S1 8S9F9JpUgBanQzeQ0/DpUZIAFBpXGoHo9eD3F8cOztjbQ6m7g6yxvXJ2RjqTEdcdudUQy4Lcexnp JRNSVxkhFVk9X3haqqZXeviqauRp5KYSsZgLrzn3kD3dgs9q94thFrvsVBbb1Y1iurZwQVclQXUK e4geLFqyIEIDLkh7I/et5+9o79o7C+V9huDS5s51M233aEaWW4tWNAWXBlhKSU7a6CVJmtt93dif GvL7N2z8p6/GdtdLZDIwHqL5eYuggrYcTWV+OrMVj6bsxKc5D+CZWsxGTnpkzEUreemqJdc9SjVc kEscv+6fO3svc7ZsHu/ug3j21vysdjzNBlCrEGKHdFQuFLEKVuNTKxGtnm0yyQ5abn7Y+2P3jNnu udvu/wBrHtvuFbRm4u+WXdXDihElzssp0iVNLMDAoUqG0KkIaGOZUfJ9Yuju4+oPmngCsu0gtH1F 3zLjpPLSVnWW8ayD+6+9ZXpW8NVDtXcEkLtJ+49QrUsa2RLhf7yBPbnn3kT7wm10Ox0Ta96MZqr7 fdOPp7slcMLacoS3cXBgQdq16a9jWk90fbj3E+7Tu1V3+r7tsQkFGTcrNG+qsgGypurcOAvaIyJ3 buahsQilinijngkjmhmjSWGaJ1eKWJ1DpJG6Eo8boQQQSCDce8q45ElRJI3DRsAQQagg5BBGCCMg jrDuSOSKSSKWMrKpIIIoQRggg5BBwQeHUn251Xr3v3Xuve/de697917r3v3Xuve/de697917r3v3 Xuve/de697917r3v3Xuve/de697917qv/wDmd/8AZIeW/wDFgPhP/wDBsfHr37r3X//X3+Pfuvde 9+691X9/MT/5l18c/wDxoD8Bv/gpusvfuvdWA+/de697917pgzu5tubWomyW58/hdu45NWvIZ3K0 WIo10IXfVVZCengGhFLH1cAX9lu57vtOy2zXm77nb2loOLzSJEmBU9zsq4GePDoz2rZd4325Flsm 03N5eGlI4Inmc1NB2xqzZOBjj0Esvyi+NEEskE/yJ6KhnhleKaGXtzYEcscsZKSRyI+4A6SIwIII BBFj7A7+8vtBG7JL7rctLIpIIO52QIIwQQZ6gg8R1IEfsZ72ypHLF7O81NEwBBG035BByCCLehBG QRx6ErbW+tk7ySSTZ+8drbrSJS8r7b3Dic6kSa/GWkbF1dUEUSekk2Grj6+xftHMvLu/hm2HfrK9 RRUm3nimAFaZ8NmpnH246BO9crczctsqcxcu39g7GgFzbywEmlaASotcZ+zPSv8AZ30Rde9+6917 37r3Xvfuvde9+691737r3XvfuvdQ6ukpchS1NDXU0FbQ1sE1JWUdXDHU01XTVMbQ1FNU08yvBPTz wOUdHBVlJBBB9+690AOJ+KXx+wVZhZMX1zQ02H2zksZmtq7DOZ3NUdS7SzeDq6SvwOb2j01U5ubq jaua2/kaCCpx9Xj8NTVNBUxLLTvHIA3v3XujFe/de6i1FPT1lPPSVcENVS1UMtPU01RFHPT1NPPG 0U0E8MqtFNBNExVlYFWUkEW9+691hx2Ox+JoqfHYqho8Zj6SMQ0dBj6aGjoqWIEsIqelpkSCCMEk 6VUDn37r3Th7917r3v3Xuve/de6TO6d2bY2PgMluneW4MPtbbeIgaqymdz+RpcViqCBeNdTW1ssV PGGZgqgtd2IVQSQPZVvG9bRy9tt1u++7lBZ7VCtZJZnWONRwyzEAVOAK1JIABJA6Ndj2LeuZd0tN k5e2m4vt3nbTHDBG0sjnj2ogJNBkmlAASSACeqdqn5o9x/M/euVpfhnsLsjeXxpwsUmEoO1MDkoO ncF3RuQOBmM9je2s7Sybjw3Um3UBpqNNvrhNzbhrketpcjDiEpP41A2+e+HMm6bpNsHs77Z3vMN5 GKTXczfQbfbSGtYnmnUNJPGKNNbqEkjLCNqTB40yL5f9gOV9n2iHmP3v91rDlqxlNYLKBf3juV1E KUljgt3KxQStVYLly8UoUyrWAxyuke3+lflJsPb2H3FvveGFkrN0blx20NldbbQ3/wDIj5A7ryWd rqGrzU9Jg6b5Hd3UmyKTK4vam16/IZCravoovsaOrdZC5RHQjZfvZb5+pe86cpbJG1KJaWlxeOgr WjG6IVnAFDpOk1YinbQwO+/c02H9Kw5E50391rV7y9tbJHNCKqtoC6oSarqGsAKGr3VXWyPgd2f2 psXafYGF+ZVXj9t9i7Wwm7cI2B6Lo8HkoNvbpxVNl8RUY3Ly75oNzYHLNiq6KVJR46uiqTdWDxhv dh7YfeMuUb6r7zaxB66ki5e2+gBxRJGkDg04MRVScVoCaH3Z+6/asos/untMUoVkm5l3KrMM1kiW IxkBsFQaMozSpAXlD/KtpM+09H3V8y/mr23tqr0x5HZT/JHuva+085RrbVj89i4+ys6ayjnFxJ4X ppWB4cW5WWvsVzLuQmtvcL3p3rfdnkp4loYLK3tplH4JoxDMWRgSGCNGxwdVQOkV394blbajFde2 nsRsPL+9x18O8Fxf3N1Ax/0SCQzwBXUgFS6yquRpoT0fDrbpDYnxy6jyHW/x52bQbXx2Ph3Tm8Bi KvLZrPS5TeGaNXkRX7j3LuvMZXcmeqKzJvFE09fXyyRUkcVOjx08EMcc9bLsu0cubZZ7JsO2w2e0 26aYoYkCRotSaKqgAVJJPmSSTUknrHXfd+3rmfeL7f8AmLdJ73erp9cs8ztJJI1AKs7Ek0UBR5BQ AKAAdVcda/ILde6vkf8ABrdHZWU29W9ib5k3XtLbW58XtOu2hT7v+L/yG+NNb3NlWrIpa/LY6bdm yfk78eNs4ethpZI4aPH53BNOqVWUT7k06KerEfmT3xH0B0hm9yUWZOF3luasp9k7CqqfE/3iydFn MtT1ddmt04rbH2eQO6qnrbY2Ky+6XxYgmkycOEekiimnmihk917qlHvX57fIuQbm+Oe/9ubX2hVb Ep8tujcm5+7e1todcb439sLH1NNJLkdwUfTOy+xunYIOu6yvixu42xOZRUr1p56vH4yGqo0qcPPf /n07yzck7HfXX7ujufBu2toVmMlxxS1b9eJlAoTp0sJnVlViYJFEb837v9T/ALq7WaTwQ+mQooar +UZ7lI+yhDEEA1Rh0Roy/Jrv/AVhxGf2Z8c9gZCripqDcWAh3J2X2Tv7arIf4hltt1+boupqfqej zQcxY+skx2Xyj0v+Vw/YyPA6YvkcpctXMfj28+6bkqklHKQQQyfhWQIbk3JTi6h4ow3Y3iAMCBP9 19m66o3nnAyDREU+QIGvXTzFVFcGuelFR7O68+Pq7VosHS5PsPtjMY6s2h1bidwZTFw5mXHUNJQP lqDblFisTjNndWde4iioaOo3DV4XDUVKywwPNDXZKWjgqUz3268ym9kuJEtdljYS3DIrFQxLaS5Z mluJmJZYVlldssFaOIOyUMs9/wCKXIjtgdTkA0qa0JJJZ2OQoZieNCFqQvMZ1BV5KCTJdkb933uT ddfP9zWS7Q372F1htLExDS9Pgts7W2Ru7EQRYegOrTUZGXIZWqLsaiqkTxRQl02+JEyxbVtttFZq KDxYYbiRvV5JJY2Oo/woEjWg0oDVmYa6CmkEKLGP4lV2PzJZTk+goo8hxJW2zuuto7DkzdRt2hrh ktxVFNUZ3O53P7i3duXMGhikhxtPkdz7uyuc3DV47EwzyLR0r1JpqNZZBDHH5H1F9/ul9uIt0upF 8KIEIiIkca1yxWONUQMxA1MF1NQaiaDpqWeWYr4jDSvAABQPWgUAVPmaVPn0sfZd0z0ZbpLuig2v S5Pq/tHHxby6O3tDPit1bVykBr6fGR17DXl8XCWE0BhqLSyxwsrkjzRWqEjb3MPtr7kW+xw3XJfO lqNw9tdxVo7m2kGtYw/GWMcRRqM6oQajxEpKqnqRPbn3F3/285h2ze9l3ae1urWcSRSxmjwyD8ae oORIhBSRCysrAkEdsLjoOjK+f4f9u5mp3j8SvkTh8lgfj32hW14rqnaNRuKhX7Xq7N5hgKZFTzpP t+rUaRK0RjJRpEoZZ261h9t7h/Yfnq/fcPY3myCSHY9xd9bWrTp27dNL8IpqD2MoFAxQqSpZbbqd NvEXvHtNh95j2utYLT305Vkgu97sIVAivoom1fva2jUksrqNN7HXuj16u4I90Yj4Lb4z8/X25uh+ wKtqjs74zbnqOrdwTSh0kzW1aXyydebqp45SZmxmX25CIad39cqUfkb9YJlb7tnMe6Scrbv7Z80T F+ceT7xtunJqDLbLU2NyoOfDlgGhCe5hFrPxVMTfen5X2iLm/Y/dblK3Ccj872K7pbgUIhumoNwt WIx4kNwS8gXtUzaB8NAef3kd1i91737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+ 691737r3Xvfuvde9+691X/8AzO/+yQ8t/wCLAfCf/wCDY+PXv3Xuv//Q3+Pfuvde9+691XN/Muze H211F0LuDcOUx+EwWF+ePwQyeXzGVrIKDGYzH0Xyh62nq66vrap4qelpaaFCzu7BVUXJ9odx3Gw2 iwvN13W8itttt42klllZUjjjQFmd3YhVVQCSSQAOl22bZuO9bjY7RtFjNdbrcyrFDDEjSSSyOQqI iKCzMzEBVAJJOOg83Z/Muquwd8V3Tnwc6M3T8ouzaWgir8lnKvIRdc9R7KxtZU1dFQbk3tvDcEUc 2OwFVV4+pSCNoocllBTTnE02RamnjjgHb/fO+9wrq7s/Zjk+fdtvgJWTdLrVabcGBoUt9YWa8lFG /TH08YOktOisG6yQ3P7ve3+2llY33vtzvb7NudwA0W02mm83NlIqHufDLQWMJJX9RvqZCNQS3dlK 9ZoPjR/Mc7qY1/yB+cuK6Ew9SRUL1j8KeucRjp8d5mdpKCr7r7hx+6d05c0cBEazU2Hxgkb16Bp9 ZseR/dfmYH+tnuGtjZN8UG2rJCTX8UVzG9vc25AwUea9WuRIaVYnX3A9m+VM8m+2Lbhfp8FxujxT AU4rNayR3NrcqTkSJBYNTBjGrSrpS/yi/iLW6sh2PU/IDubdzGNn312R8lO513BK8YujVFDsXd2x 9n1n75MrLNipEdmKsGitGLw/dx9oXk+o3vldd3v6gme/drmZiDXudiNQPmCNOOFSxLc33ovetE+m 2Dm5tl22hAt9ujS1gUEAdkag6SPJgdWeNAoVcL/Lk6axiRR7XyhxVLS2emw+d6b+Le+sXPKqxKUy +V3h0HlOxK6jqGjJkSLcFLKNbCKWL0lRInsn7NJEsS+0/LekCmdtsyfzYwlifmST8+gvJ7+e+ckr TN7yc06ya43W+VfyVZwoHyAA+XQIb2+EmA2dNDuPdvQ2wuxMBS2nyG+fidTdi9GdydexhlpzlsD0 vP2B2Lt3tenoad2rK58fmqHNrDG0OMwWXq3igYFbz91r2O3ZvqYOS027cV+CexmntJIzw1IIZFi1 D+lGw+XQ62P73f3gdmjNrPz4+57W2JLfcILe9jlXjpczxtLpP9GVT8+lnsTZvflBt0b4+HHy7xPy E2BTVVXjpOvO/Zl3XPQ5TEmJcntOt39iVo93bY3dg2kalqMNkIMZNjalRDWJG6MIw5J7Ye+vt9qu PbD3ZbetrQVG3cwL45IHBU3CILODSqopEUY7dbUyopi92fu9+5Wm292/Zpdh3eQ0O58tsLcAni0m 2ylrcitGkcGWU92hamjCZtn50YnbWcodj/Kfrfc/xm3pWSmkosxuZo851NuCpjYxlsF2TjI/4XGj +NpH+5WOlp0IVqp25KzZ/vIWO0bla8t+9PKN7yfzDI2lJbik22TsMVhv4x4YBoWPiBY4xQGZj0i3 r7rO4b1td1zT7Ec52PO/LUa63htqwbrbqc0n26U+KSKhR4ZaWRqkQKMA8uLyuLzmOpMxhMlQZjE5 GnSpx+UxdZT5DHV1LKNUVTR1tJJNT1NPIvKujMpH0PvJCyvbPcrO3v8AbryKexlUMkkbK8bqeDI6 kqynyIJB6xavrC+2u8uNu3Szlt9whcrJFKjRyIw4q6OAysPMMAR06+1fSTr3v3Xuiw/I35Z9TfFD G4zdPeUe+dr9cZBkpqrtLE7E3JvjZG3MnNUfb02M3dNsai3HuLbD1jMngq63HRY2ZpFjSpM2qNRF y9ytunNEkltsvgS7guRC0qRyOKVJj8Qoj081Vy4pUrTPQX5l5v2jlGKO737x4tsbBnWJ5YkYmgWT wg7x1xRmQIa0DasdB/1V/Mb+Efd+79u7A6l+Q2y9+723YwXBbVwFNuOoztbamasmaTHSYOKpoY6K kRpal6hYlpY0ZpigViF+6e33Omy2lxuG67BNBZRfE7FAozTjqoanApWppStei7afcvkXfry12/Z+ ZILi+m+CNA5c4qe3TUUGWrTSAa0p0d72Duhz1737r3XvfuvdEl7x+evRXTm526twdTuHvf5ATieP G/HvoXFnsXs81MJVGbdFJi5RhuusVTPIrVNbuCrx0UMJMg16bexhsvI++bvbfvOZY7HYhxurlvCh p/QLd0rHyWJXJOMdAffvcHYNluv3TA0m4cxGumztF8aev/DAvbCo82mZABnPQc7H6x+b/fG79s9m fIrtFPjB19t/cWF3Vtz4tfHrL0Wb3Jk2w1ZSZOhoO/O98hig25aeoqoXgyOA23RUeGrKNxHNUzXc ezC93PkzZLW423l/bf3nfyRsj3t0pVBqBBNrbBuwgZSWVmkVshVx0W2G1c97/e2u6cy7t+6tujkW RLCzYM7aSGAu7sr3gkEPFCqxsuGZs9WQe4/6krpvrq6hxlHVZHJVlLjsfRQSVNZXV1RDSUdJTQqX lqKiqqHjgggiQEs7sFUck+09zc21nbzXd5cJFaRqWd3YKiqMlmZiAoAySSAOn7W1ur65hs7K2kmu 5WCoiKXd2OAqqoLMxOAACT5dVldl/wAynA7g3bmOlPg71xmfmZ3tjp2xuWbZlUmL6I6urn9Edb3D 3TPHJt3b9JAXSUUlGavIV0VxTRuwNoT3L3og3a6k2b2w2ibfd1IxOikWKVqA4mJjFwlQdMkbpZsw 8J76GQqDPm1+xNzs1pHvvu1vkHL+zg5t3cHcHIoTGYVWQ2z0I1RypJeopEybfPErEMm1f5dO6O8M zRdl/wAyHtyr+Sm6EqTkMP0BtJstsT4l9fCRnVcRT9fUVdHlO1v8h0QVs26qmuoskdZkodJQJ7Z/ aa73vc7Tmr3W3Bd13uIh4bUd9naPjuiVlVfEUjtliit30Hw7h7tlE7e3z3mstg2i85P9nNrfaNgm BSe7PZfXiZ7ZmR3bwmB74ZprmPxB4tulmrmBbTcXi8ZhMZQ4fC46hxGIxdJBQY3FYukp8fjcdQ0s aw01FQUVJHFTUlHTQoEjjjVURQAAAPc3QQW9rDFb20KR26ABVUBVUDgFUUAA8gBTqAri4uLuea6u p3luZGLM7sWZieJZiSST5kmvRF/mj2Ttnam+viZtXJvlKjP5XtTfu+8ZhMFgM/urcOawW0Old/7F zkW2drbUxed3PurN0eb7hw00lDj6OonhxKV2RlCUePqpY3umen34Ads7M7D+O21dm7azSV2Z6FSX ovc2Kq6fI4zcmOTrGrrNlbUyu48JmoabM4nI7s2pgKXIVEFRFFPRV8tVQVMVNX0VbR03uvdFr+S3 d8m7+7K/EdY535C7ip+t8Zl+u6AfGPdUUGQPe9Bhd79i9g08O1c3uPDdddoZXpzZWwaKCuoszQbl xn8dzsGESinyYr6FPde6nbl+cHYVL8ZM/kJdtU9Z2LV4KtweB762jW409BZHH7hniwWze5sC9PmM jvzI5/JHL0iU3XuLxuR3NWbz/wBwVE1RQyQbgf3XuilfIHo/5C4nI/y3aah2ljcNksf3fWS7A2F1 FTdft8ougdv7E+L3deWxtDSb/wC39yZr4+b9GRpcDisbvNaimxWEx89QtHQSZ2V6Cv8AfuvdDJvf qruXdmYk797syHZ9BsbqCgw2X2undcvUjb/31u3G7v25ujZGz9s7F6fxeM2R1v1PD2Pt7DZvcuQr 6cb43bU42mxU5pcDQiOuBfuJzQOTOSuYuYgw+ot7c+FXIMzkRwgjzHiMuofw16Ld5v8A92bZe3op rRO3/THC/wDGiK/Lqv3s7c3WeLGKzHbOS2mZ33AMpttt3rQZLL1+8Iknnhm2lQVqVeWy+8GWaQwp jopshIzkRqS1jyvsE33cbi8bbxcyTyKxmZS2Vc1YzPUAITl2kIWuWPUBRC7maQw6y7A6iK8Cclj6 E8ScevSRTsrfW70CdZ9X52no6mOTxbz7cgretsDT/wCcpzLFsnIUsnbFfX0k2mQUdbhcHS1cQIXI REhvahtq26xNd23iMuDmK2Inc+eZVP0wBGNSSysp4xHh1f6eCI/4xcCo/Cnef96HYB8wzEfwnpQ7 F60p9r5TL7xz2Wn3l2TuakpKPcO8q6lFFFHjaNmmpNrbPwa1FZBs7Y2NqpXkp8dFNPNLKxqK6prq 15auVLuO7NeRRWNvCINphJKRA17jgySvQGWVhQM5AAHbGkcYVA3NcGRViRNFuvBfn6sfxMfM49AA KACT7J+k/Xvfuvde9+691737r3VgfQUG1/kz0rvr4qdnyGZIcdJmthZZjrymDMUzNBX4iaRgVrtq ZmoingQMfNS1EsDg06shys9qv3N7we3vM3shzm2oLCZrKU5khocPET+O1lZXQV7o3eNh4QZesmPu 4e8XMXtXzns/MexXH+7Cwevhsey5tXIFxayjzjdceqErIlHjUgF+iu2t29efLrYFJ2jJJS9k17yf Ez5AlfL4N17hx1PHk/j72uXqGjfJ1u+8VSx44VUlpTBRyzBVWpSMgb21553zlX305Yg5zYpzbKTy 1vfHTczxqJNk3KrUMj3karAJG7tETyUAmVT1S91Pb/l/nD7vfNlxyLGJOS4gOa9grTVa28jGLf8A aqLURJYys1wYl7A80cVWaFnF8HvpX1yt697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3 Xuve/de697917r3v3Xuve/de6r//AJnf/ZIeW/8AFgPhP/8ABsfHr37r3X//0d/j37r3XvfuvdVi fzXdnt2D8e+oNkJV42hO6vnD8F8H97mMDT7oxtIMh8oetYDUVe3Kuso6HNRwq2r7aoc00pAWVJIy 0bF267Xtu97de7PvFpHc7XcxmOWJxqSRGwyOpwysMMpwRUEEHoy2feN05f3Sx3vZL6S13e1kEkM0 Z0yRyLlXRhlWU5VhlTQgggHo8XT3TOweitnQ7K6+xMlDQtVz5XM5XIVD5Pce6s9WLElbuHdGbqb1 eVyc0MEcEQOimoKGCnoaOKmoaWmpoX7W1tbG2t7KxtY4bOJAqRooREVRRVVVAVVAwAAABgdJry8v Nxuri+v7qSe+mcvJJIzO7uxqzO7EszMclmJJOSehZ9quk3Xvfuvde9+691737r3SNrts0WPn3buz aG3do0vY24MDDj33FXYuKjnz1RgaXJHaOP3bnMZSnO5DA4ityMuiMtK1NFUTGFQzm/uvdUjdxfy/ O89l9d7W6y6cwGy9wdZ9X7V6zrcFWYNsRjcvRbzk3zvXffyP3xtL481uGoeq8zvrt/sDd9LmsrR1 uTXDV20sVUbXoKSjbJ1EtQWbvs+07/t91tO+bZb3m1TLpkhmjWWNx6MjhlP5jBz0abLvm88ubna7 1y/u1zY7vA2qOaCR4pUPqsiFWX0NDkYOOimYzC/Nn4dZrcFX0LtrfXXO0H3rvKtxfWneO/shm6DK YE1mIrtoYKkRdob52tuzdW76vtjrvZWNGNzdTXZDsXcWZxVLUQ4nbT5afHbcPYHduU79t69hud5u W5WYNJt0qm62icgAE/TuS1u7075YizfwBD3dZObd94/Zuctvj2L7xPt/DzTCqlYt0hYWm9W4JJA+ pQBLlI6/pwyhV/jZ1AXq13L/AMwvM/HnJwbe+b/R+/eoaNRD5+9uvdob17I+OyQyvoTI7i3thMLk qXr+ORzpSlr6upquLuqXA9r9p94Oe+W0WD3p9tJdrUSaBuFhNFe2Mpx3CBZDfRaq0SNYriRqMaCh ALt59kfb3mp2uPYf3Wh3eQx+Idt3GCWwv4lz2m4aJdvl00q8rS20S1UVNVLHw6o7o6j732jSb96V 7M2N2psyuZ46fc2wNz4fdWHM8TMk1JNWYerq4qatppEZZYJSk0TqVdQQR7njad72rfIPqtqv454q Cuk9y1FQHQ0eNv6LqrDzHWO+8bDvPL1z9JvO2y281TTUO16GhMbiqSLX8cbMp8iel3l8PidwYrJY LPYvHZvB5mhqsXl8Nl6KmyWKyuNroXpq3G5HHVsU1HXUNZTyNHLDKjRyIxVgQSPZxFLLBLHcQSMk yMCrKSGUjIIIyCDkEZHRJNDDcxSW9xCslu6lWVgGVlIoQwNQQRggihHVLHWf8lTrfpTvPu3tHozu 3ujoDE78o9rVnWh6b3q+Dz3XVelbuOt33sXP4ncWG3Ps3snqfK164Ssx1HlKV6ujallg13WKpMxb l7x7jvOy7Ltu97LZ38sJcTfUR6llFEEUisjJJDOo8RXZGCtUNTivUHbX7HbZse/77umwb9fbdDcC MwfTS6XhNXMsTq6yRzW7HwmRZFLLpK1wG6M7H1R/M52IBDtD5c/HLu6jVSsf+n7405rZ+dVVQ6Uq c50f2Zt3EVtQ7oB51w9OqiQkwuUGsNnc/be+zd8q7hZSf8ut2si/ktzC7AfLxDw4iuBUNo909u7b PnDbL5P+XuyaN/ze1nRSfn4Y4/CaZkSYv+bDltNJJvD+X7sqCQqk+XxmxvkLvvJxRtLGGlocbk97 bKx0c9PEGZRNJOkrEKfH+v3QTe10Xd9Jv0zeSmS1iH5kRyGh+QFPnw6uYvd2bsN5y7AvmyxXkrfk rSxCo+ZIPDHHpM574Y9o7zweUzPzN+f/AHBvDYWGx1ZmN1bS6og2r8Q+oBtqgpqmtz0G+ctsuoru w8jtWHHLIauSp3VTRinRnkKqLK6Odtn2s6uV+SbK2n8prlmvZVPkyeLphRhxBEJp0yeQt83Yaebe f7+6t/OG1VLCFh5o/g6p3UjBBnFR0Xfanyu+PXQMdb1D8CPjjtikpqyrko4sjgNrZzIbx3zkaaWW B910PXO2sZNvrsqgoZ9ULVe9dzbNr66KSOqxrV+PeKpkxe9y/vT8qWW/Nst9vW48zc8KzIu37bG1 9cIwIDJojIgg0mgaPWjLn9MkHrLj2p+6Bzjfcupv9hsO2cqcgMqu25bpKu32zqQSsmuQG4uNSglJ dDo2P1ACOhbwfZH83be8zSbf6r+L2xcLLC60GY7a2ZvjGVs0mgmOrr9qbX+R+dzmKTURembyPx/n ebgG7f7h/eA5jmLbT7FWu2bawPhy7puqI59Gkt7a3lmj8qoQT6PnA53L2y+7byvCqbz94W73bdVI 8SLadneSMZysdzdXMMMnnSQED1TGVRJ07/Ni3hGItx/ND4tdURVCaKz/AES/FLc+76inWVY/MuMq uyu5bxunrSKSRHZbq5DEaSenlv3y3uv7059stlDcV2+OK7Ax8Ia9sI3IrjUGR9NSCrEFQ+Oafu+b B/ySPbq/31l4NuUs1mSQfiK2O4yIDTOkq6aqAqygho9H/Kt6z31NRZP5b95fI35m5OnlimqcH3D2 Zk8L1HU1FPdoJU6Q67O1OuYPGzcq1JIsqgCUOdTM4nsnZbpPFd89c3bpvLIwZImkMFvEwzqh0Frx CTlgb5kIooULUFt/fy/2e2ns/b3kvaNiSRSrzJELi5lQ40T6wtjIAMKRYI4NWLlqEHmx2O6F+LfW uPw+Lpup/j51HttkosdQ042l1f1/hpax2ZYYUvhMBSVFdKGY/SSZ7sdTXPuX9v2zb9qt/pNssYoL atdKKFBYgAs1PiY0GpmqzcSSeoQ3Pdtz3m6+t3W/luLqlNUjFiFBJCrU9qCp0otFWtAAOhB2xuza u98NS7j2Zubb+7tvV2v7LPbYzOOz+GrPG2mQ0uVxVTV0NRobg6HNj9fZh0X9EB7H+XG8huDsHK7O 350N1D0t1xvCbrEdl92bfzu5oex+wsN5KbfMO1/su1un8Rgdv7L3RHLt1JJKrKVmWzuLykaQUtPS U0+Q917pMfHnaO/e1vlfRfJPf0m8t0021umt57Botw7j6p3R0Z17g8zndz7Grtq0fS3WnYE1Zvqs So21DuKbObkqqzJwZA5Kmgpq6Snijo8f7r3Sk7d+EMtf2LujsbrvafTm/KTeuQr8zluv+2nzWz5d u5/cMdKu9ptkdobW2xvyuxWwuwK2iGUz20qjb1TQ5XcFXW5OWqElZNE3uvdCL0N8ed+bV37t3ee+ 8N1P15tvrXYme2F1f1H03lMxuPbGObdGQ2/UZfd2SzmW2J1fTUM+Ow+2afF4fD0GDihoIKvIyzVl Waunhx/uvdDPk+mfjNtTeDdw5nqjonbW/Zc7Jlm7Syexev8AD7vl3LXQmOXJtvepxdNmXzlZTwFW m+6NRIiWJIHv3XugL2rnMN3f839xb0wGSoczsP4l9I1PWNPuHE5Siye3sl3F8ksts7sXfuGmlpKy enjz3V3VHVWzqlJSq6aTf8qBjeRV917osHz9+R83ZWwMb1n8cqim3PHVb4gp94d3/aS5fpvaiYXH ZFqzA4DM01RSY/tjftNkZ4xLjcPVyUOGqKWRMvV0lQsNFVY4fea3KwtOStqs79pTHPuCt4aYMoij kOguQRGutkZmozdulUJOpAXzxcQx7ZbxTatLzA0H4tKk0r5CpBJycYHmKztj9W7W2LNVZenFfuLe eWgEG4OxN2VEWY3zuJDKlQ1PXZgU1NFjsMKsGWnw+NgoMJQMxFHR06HR7wGv94vdxCQMVisENUgj BWFPKoWpLPTBlkLyv+ORjnqIprmSYKposQ4KuFH5eZ9WNWPmT0IXsp6Y6K7vD5s/FrYGwd9dobx7 ew2C2L1p2xk+jN9ZysxG6iu3e2MKYhk9l1eNp8DNlp8lTJURyCSGCWmkhdZElaMhvYysfb/nDcty 23aLHY5JNxu7JbuFA0ffbPXTKGLhQpoRQkMCKEA46Moto3Ke4htYrYtNJEJFFRlDwataU/OvSw3n 8nOg+u8jvfGb47R2xtefrbr3b/am+anLy1VLiNubE3Zma/bu185kM81KcFr3HnMZNTUNIlQ9dVyq BFC2tCyGw5S5k3SKwl2/Z5plu7p7eEKAWkmjRXkRUrr7EYM7FQijiwoaNQ7dezrC0MDMJJCi04ll AJAHHANSaUHmegdl/mJ/ESk27R7qyXY258HhcjuXFbPws24+lO99t1u4c9nMNltwYeHbGHz3WeOz O5qLJYbB1U8Nbj6epoXSEgTaioJ6vtfzs91LZw7XDJcJC0rBLuzkCIjKjGRknZYyrOoKOVcE/D0q GxboZHiW3VnCljSSM0AIBqQ5AIJAoSD8ujLdV9s9bd37HxHZPU28cLvzY+dNamM3Hgahp6OonxtZ PjsjRyrKsNVRV+Or6aSGop54454ZUKuikW9hPeNl3Xl/cJtr3qxkttwjpqRxQgMAynzBDKQQwJBB qD0guLW4s5mt7qEpMvEH55H5EcD0vvZV0n6Fvo7e0nXnbOxN1rL4aahz9JTZVizKn8FyhOKzAfkB tGNrJGW/AdVP49jv205kflPnvlrfBJpgjulWX08GX9KWv2RuxFcVAPl0abHenb92sroNRVkAb/St 2t/In8+hh/m2dU5LbknXPyf2SPscph81hdq70kpob+apxla+4OvdxVQTSgmxWQo6mjaoP7pWop4Q wQaTJn35OSbvaX5T94+Xf0r23uIra7Kji0bmexnamKxOskRc91HijB0467f/AN33z7Zb1Hzl7G8z /q2FxbTXVmGPBZUFvuFutc0ljeOYRjsrHNIVLGvVzG0Nx028Np7X3bQqyUW6du4TcdGr21pS5vG0 2Tp1YD+0sdUAf8ffQHYd2g37Y9l363BFte2kM6A8Qs0ayL/Jh1zb5h2efl3mDfOX7og3NheTW7kc C0MjRsR+anpT+zboo697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3 v3Xuq/8A+Z3/ANkh5b/xYD4T/wDwbHx69+691//S3j8v8hukcD3ntT4z5fszatD37vnZOX7I2n1R LXlt45nYWCq6mgye64cbHG5hwtPW0U8SzTNGs0lPMseswyafde6A3bH8xX4ab5x/YuR2R3Xi94jr GDC1mbodubb3tk8ruOh3RvaXrPamT6rxibaWs7owe7eyIv7v4rI7RTN47IZqSOjgneeREb3XugF+ cvdPWm9PjV8bu5MbuilxXXa/PX4TVOVz+8YKzYo2s+0fl7sfb+8cfvSi3jTYTIbNy2zdwYStoMtS 5OKlnx1ZSTRTqjxsB7r3RlKz5ndeZKpan6o2V2v3zTQsTUbi6y2zhcbsKWl1iKPI7c7N7a3R1d1t 2Jj5pdSCTbGWzYRkbWEAv7917rH/ALNlndUa/wCypfI2zSKjP/F/i3phVvrNIP8AZmdfjX8hAz/0 U+/de6VG1fl/0JuPNUG1slu+s633jlamLH4nancm19zdQ5XP5aQDXiNm1HYWJ2/hOxa2mY2kO3Kz Lwi1xIy2Y+690Z337r3Xvfuvde9+691737r3XvfuvdRZ4IamGanqIYqinqIpIJ4J40lhqIZUMcsM 0UgZJIpEYqysCGBsfbckcc0ckckYaJgQykAggihBBwQRgg4I6vFLJDJHNDIyTIwZWUkFSDUEEZBB yCMg9V39s/yx/jnvbdlT2r1RDuT4ud5SeJk7b+PGayHWubrRA8UiY7clBtesw9JuDb0zwg1WOZoK av8A01QmjLI0Nbt7J7Gly27cgbxecr76CSGsSptGJ4+Lt0oazYNU6jFHBKxJJlqTWdNm9/OYHtV2 b3J2Ox5u5eIAK7gGF6oHDwd0iK3qlaKFWaS4hUKFENAKBf8A6Tv5k/xMljp+2ursf8+unqTXHJ2d 0bDt3YXyVwlGmllr90dT1bbf6+7GmcCUyJgv7vmjhSMf5fM7EFx5t94OS1dOcuU7fe9sj/4m7WJA 7IOLSWBWWdJqDEcIuIGZiXubdVCkz/qb7Jc+Orci86XOwbtJ/wAQN3MRjVzwWLcQ0VvJDVsyzm2n RUCpaXLMWUYevf5ofwl33KuPy3b6dNbiSb7Ku2z8itr7o6Dr8fltRV8K2U7RxG29p5XKxy+jx47J Vqu5UIzaluMOVfd7295wk+j2vmizTelfQ9nLNCl2jn8LQeIWr/pdVDVTRgQATzh7K+5fJMf1u78p 3r7Gya0vYYJ5LORBjWtx4Srpx+LTUUYAqVYn9paulr6enraGpp62jq4Y6ilq6SeOemqqeZQ8U9PP CzxTQyowKspKsDcH3IySLKiyRkMhFQQagj5EdRdJHJE7xyxlZFNCCKEH0IOR0DPefyO6Q+Nez8pv vu3sjbHX238TjazLTyZrIwR189DQQyz1U9Bi0Z8hWxQRxM0kiRmKFFLyMiKzAH84e4PKHIlvDNzN vUUE8zBYYBWS5uHY6Vjt7aMNNO7N2gRo2eJABIG3JHtrzt7iXU9vynsMtxbwKXnuGpFaW0ajU8l1 dSFYII0XuLSSLj4QSQDWbJtX5F/zRZ6HJ9g4bdvxb+ClLlaHN7U69ytOcX3v8iTjKtK3C7y7CxlW rxbG2WlRDFW4TBVUExSdI8hWR1k/2SYqHNxtvcn3utpNqk+p5U9uZT+u6lRut5HX/ceJgWjto2H9 vOBIrH9K3Nxbk3Es5bZd+1fsDdR7xF9Lzj7owr+hG6sdospaf7kzIQsl1Kh/3HtyY2QfrXItrkLb Qnzzmy+vPhv8be4t0dI7B2tt6o656m39vqmSegqq2TceY2Ts7MZ7GtvDJwVMG5dxJNVY9Vl1VYn8 TMkTx+m0v8je3HJPtvtSbPyXy7b2NrQa2RayykcGmmasszfORmpwFBQdQj7g+6HPvunvDb3z5zNc 7heVJRXakMIY1KQQLSKFP6MaLXi1TU9KL449p7v7GxHYOE7EG2JN/dV9iVOxtxZTZuKym3tr7jps htLaPYu2NwYTbmd3BurM4SCTa2+6Oiq4pslXL/FaCsMUxi0Ko46AXWPenyf2HtfeGb6729gt99qb 82wuPO6tvdcYGlqqLa0+UooMrR4nce/N25baHV2F3S+ErKfIHCVGcTNrjqykqjSCnrKSSb3Xuk5H 8wNk0asu7OtO/tn1gSYLQydQbi7BaSpia0VImR6VPaGCR6uEiRJnq1pFU6JJo5VaNfde6J78gt7b 37b3r11vjH7U3F0rtnb2d2v0jtPdG6E2Nke1q3N/Jfv3oXr3Pdh7H2sV7A2xspdp9e0VfHjKjOpU 5Kqq8vMtbiKSko3XJe690+9j/BjH7VyW8t/SxfHDtXZ09DPnc9mflBsbau297bGx+Kp5q7L5HN95 7W2fWUu8tgYWhoYphQ53Bw5JESqau3BUwzRx0nuvdKjoU/BHpiPEbvyHyL+NW+u1qHCjHwdgS9jd YUdBszDTY+GjqNk9EbPh3Rksd0x1bHQU8VNBhcK/mrqenhkytXlK8PWy+690OGzsr8lezsHluztr by2ds3HZDee9qbYXWXYvTG5aamyHXm1d3ZjbG18pns2d74LelDlO0sPgo89RZUUKU+Mx+Zp1bDVr UzGq917pR1dJ8tt8LTYeun6b+P2KfxvnN1bA3PuDv7fdXTSRolVjNmU+/wDqfqLZGyczTyu0kGYy 2N3hSME8cmGPk8kXuvdPKfHHbVUvn3P2R8hN15Z9Pmy8vyC7Z2M01o0D/wC/e6j3R1xsql8s+uU+ DFw6WlKLphSKKP3Xugx7Z2T8ZfjF1xv75Bb72DXdgVeyMDUzUmS37l90d79p5itzNVj8Ptzq3rbO dwbg3juOkyXYu76nH4nFYKhrKWirszWwL4/JJq9+690mfjf8GOn9m9U4OTuzpDoveveW8shuXszu bctd1tsjcinsvs7P1u9d2bb29m8pt1shU7D2FWZRNu7bSTS0G3cPQREDx+/de6Zf5g+OWm6765NH TQ02Ox26KnHRQU8SQU9KsmCm+ypoIYkWKKFYaBwqqAFVQALe8T/vZQu3K/KtwB+kt+6k/NoWI/kj fs6j73CUnb7B/ITEftU/5j1Uz7wR6ijr3v3XuqCfkP8ADPtDtf5u756Pk2HnpviR37k6r5P7p3vT 42aTZW3+3Yfi72t8dJ9uZHKCGoipM5k90VWD3C0TB2lNnRVZI2XJXljnvaNm9vtv5iG5RjnbbUG3 xwlh4r2x3C3vhIq1FUWMSwVxTgcE1G1ju1vbbPDeGZf3pAPBVa9xTxklqB6Aal6BLYnxo+WfYfxb z/enZHSu75O68F8gvg9m9x9AbhpaPGbm7R6T+Duxdl4HN4PGU+Xq6ejqpewd61+587S0kkojq30i JmaaOMCDcebOS9r5wteXdq5gg/q/Jtm7Il4hLR291u00ro7FQSBDELeFmAqorqACk9LJtw2yDco7 K3vF+jMFwBKMhJLhmIJpntXQpPl58CejmfKXLb++ZWc+GtR0psf5Q9N1vXHyr25n92763n8ec1sv P9a4+v6u7HpJty0uE7h2dkNr5+gwVfNBSVdYaPIYcTVcSJNIzAqBOT4dt5Ft+fF5g3DZ7+O62Z0j hivUlSdhcQERl7WVZELgFlXUktFJKgDJTtiwbSm7C8mtpRJbEKqyhg51pisbAgkZAqGxw6NB/LX2 VvHrn40nYnZWwctsntDbPbXclF2bkspSZSnp+1N6VG/8zksj3RgKnKPIcjt/s2lroMjBLSn7CJne npgIYUACHuxf2O681/vHadyS42eaytTAqlSbeIQoq2rhfhe3IKEN3mgZ+5j0XcwTRXG4eLbzB7Zo o9AFOxdIAjNOBShGc+Zyej7+406JOve/de6vF+Qew63vz4e712tRUMuc3Bu3qeiz+3qE+JarI7rx uMoN2bdpopKmVYoquuzuOgjDPIqgyepgLn30t90eWrj3O9hOYNmt7drndL7Y0ngTGqS5jjS5gUFj QM8yItSwFWyaVPWef3cOfIfb/wB3fa/nS+vvp9thvoVuZTWiW1yvgXLsFBYqkMruQAxNMAmnQi/G 3b+5tp/H3pXam8sc+H3Rtbq/ZO2s5ipJKeSTH1uB2/QYl6KWWjmnpZZYFpArNG7qzAkE39iv2i2v eNj9rvbzZOYLQwbzZbNaW80ZKko8MCRFSVLKSukAlSQTmvSH3o3fZOYPd73M3/lu8FxsV/vt7cwy gMBIk9xJKHAcKwDFyQGUEDBHQ4+5G6jLr3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/d e697917r3v3Xuve/de6r/wD5nf8A2SHlv/FgPhP/APBsfHr37r3X/9O37O/E/wDmNx/zDurexN89 TdI1ef7lqP5hQ3D8oOsu8+794Y7rPr3enWWweuvjvtbPbeynxA2theqf9E2xcJjkwWBG6K6l3duq fcmVWsx1RWTib3XuhS+DPXh7o3/8CtkZ34+7+2Psv4bfypuxviB8vdnd1dE7o2tsTO9nb5y/w/2z gugqGTsHbGL2X3FgdsSfHLdmZnyGCkzeD/h1bjpUlaLMROfde6Nt/NW68y+J+IPS3Wvx4odq9Z5n GfMT4M7Z6nx+IwWDw+zdmVsfyO68x+2qei27Bi5cBj8FjJmjAp0o3gjhWywsAEPuvdFok6O/mbbV 3PisP2D839v5fcuWxX3tB0l8fPh3tbt3dFRTGoemGfzPd2/s70P1f1zg2ajqft/7yY/GxZKSnlgo 6maphMMnuvdGh298dfnVDt/Fybm7HOTzqrBPlnxfdfTu2xUr9upmhpdvS/y394UmIqmf60Zz+QiS a4GSeKz+/de6KV8/e5d6bXxWwdvUvWvcvVlZthN7bt7Cpe9NtbWyvWfbm3dl7Czm4sP13jd7df74 z3RnYuT703ft6g2dPs80WW3quN3bNmMLhKetw7iL3Xuiz7a7/wDk38c97ZfbfWHZO9qfa+3t5YCf a/Tu5OuaJN+91dbb2xe648Pmdi/GzemZ2Nhegevf9I+0JKHZLYWHAUu7qnee3tsZGvpNwRVmRl91 7qy3q75A93/KGPf+MqezOzuupOv8FBltx4PqToPb2zq7O7Yym8e1+vocpg9x5PdfyqqtzwZrcPTm 46eiqto5Wjrp4KWkrce/iq6Kqq/de6Ssm3/hdSVq1O6dl0+A7E8zyUO6u4Ni9n7V+SOayKssf8bw O/O2MLi/kDurPUsdWgjylFX1VbTwlNE6xqtvde6VFLt/fnY9HTbW6ZpfmNvHG/b08lDmu0e7fkv8 euttuxTSRVlJmMn23uSoxHfPYdNW0sczUq4SLd9PM0iR1RpKeSKph917pPbw6S3t0fksRgji9jbO 7O3eMnR9A/JrrTJ77xYz/cWD29ld8YjYPfm3s7uDM70zWIrKPbdSyx5TcO58RuXE4+upqk4mpmoa Kr917qxXO/JHbeD6El7nzB2115lF2pQZR9l917uPXkeF3lk0gpaTYG58/h8Bvurjyr7lqFxUMuFx meOSqmT+GxVwmg8vuvdFc2N/Mv29uOr6+we5fj53VtTd3ZW3ctHtHakcO08jmNz9q7J3B0hsrtbq jb2Oy+4Nq5eCt63333Z/C6/JZ6k2/S0390tx1NctBS4tpZfde6Md0/8ANr4q94Y3YU+xe9+q5tzd ibX2NunDdaZLsLZFJ2pRQ9ibTxW9dtYXN7Ci3DU57HbknwOZgkej8buragpYKT7917rD3rkfhRnc xHsn5Fbg+N53S9IgpMF2hubrzFbygo6uLVG+NTPZKi3LQxVMXKvTlNa/QkewZzV7eci87oqc38o7 fuLKKK88CPIg/wCFykeJH9qOp6HPJ/uZ7he38jSclc6bltisaskE8iROf+GQhvCk+yRGHRQKj+Up 1JsrMzZb4udi70+P+2sqHmrurqbM753d1PSVVR9zLUZrZmIxXZGw947Srcm9WTPSw5+bA6SzQY2C aaeaaNN0+7Z7abjcw3tp+99vulTSzWm43kTSjNDMxldpXUEqHdi+g6CxRUVZV2f71HuvttpNYXp2 Xc7Rn1Il7tdlMsJwSsCCFEiRiFcxooTWDIFDs7Mv+l/5W/x/6333iO2+wqvcnfPZuDrqXOYKs7Eq BUbE2nueknWppdx7V2FJJXrPmMbUU9PNjq3ceQ3LksPVU6z4+qpZmd2PORvYb2v9vNzk37Y+XzLz G6kNeXUst3c0ODped3EZI7WMSoWXtYkY6IfcL7xXu17mbVHy7zDzKIuV0YMtlZww2drUZGqO3RDK A3comaQK3coBAPQ5bi+Y+wZMnkNudN7e3T8gdwYyvq8PlK/rmLHQ9X7dy1DWVGKyVHuDuTclbiOv aqs29maSSlzOLwFXn9x4mWJ0nxYkAjaYuoP6JN8ju3O0O0NpUe3t1bt6W2/U5zfm39vdbfHfrnOZ LsSv7e7sx2Ux03XOyew+x8uuwsvmur6LeZpM7u7CYfa+DqaTC4qSTJZiTBxZWnq/de6df7tfITZu 794/cv8AJrbHaOUFVsY7j6I6/wCndw7F7r2Js7eG+cr1LvWLKdh7U7G2L1nuul2ru5qXKR5av2pM +RqJo2SsoqTHVcXuvdO+2ejtk7CwOH3J8odt5Kg2VX56qxvVPxNrshU95bu7O7J3JXVu58xv3uqi w0u8Z++O6crWCpyH8O+93DtzbUNLU5+sr6qeKOvwnuvdP+T6yxG26c53Zvxy+cPx1wyq75aj6o3d 8d977U2ditNTPWVmA+PsPdHe23KenpPJJKcbsnZ1VkauaS8NHUT6be691z2HjMfWdpUm5ulsfmvl 9unr7AVWcquxu+ey6/q/D9Z5DP1lbg4dk9dbS2N8dabqWTt8beOYhr56vH4rc+LoqiOgyOQipMkQ nuvdZu2Plp1n2bv5/i9vuq2n0TmNmUGB+RHfm2+3++vi4+/cJ0T0/mcV2jl0fp/rDvrsrsSv23vL +7tHSZqry+KoNsx7SrcjLNWTTeCgqvde6si2runbm+Ns7c3rs/N43cu0t34HD7o2tuPDVcVfiM/t vcGPp8thM3iq6FngrMblcZVxTwSoSkkUisDY+/de6UXv3XuktuzeW0Nh4Ztx753VtvZm3kyGGxL5 3dmcxe3cNHldxZeh2/t/GNlMxVUdEuQzueydNQ0cJfyVVZURQxhpJFU+690lKru/peil35BW9vdX 0k/VmQ29iez4arf+1KebrnK7uamTaeM35HLlkfZ+Q3O9ZCMdDkBTyVplQQh9S3917oJu2uq9w9j9 3dUbq31ltu4v449B0OQ7gbDVWQMdZvPvmmORxWzs7u9KmmgxWP2D0htZq/N0qTVEy1u5sjj8gUpp dvwST+690a337r3RUfmZtCbdnQ25ZKWLz1e1KzG7vhS12EOLeWlykym/p+3wuRqZCfyqEfn3CH3h tgk332v3h4I9U9jJHdAfKMlZCPTTDJI32Ajz6C3ONobvYbgqtXiIk/3nDfsUk9UZe+aHUIde9+69 1737r3Xvfuvde9+691737r3Xvfuvdc1UkgANfVbjk3P0AH9fdgCTQcevdbKOz8W+E2ltbCSLokw+ 3MJi5F1F7Nj8bS0jrdlVms0FrkAn+nvsJy/ZNtmw7LtzrR7e0hjI45SNVP8Ag6yQs4jBaWsJ4pGq /sUDpT+zjpR1737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvdF0 7y627935Vbdl6W+Sf+gSlxtPko9wUn+hzZfaQ3LPUyUbY+p+43XXUcmG/hkcMy6IAyzee7WKL791 7qr/AOeXSvy42z8e6bO9h/Nj/SfszHfIj4YSZ3Yn+y3dZ7K/vFBJ8yuhIKem/vRg8rUZXFfbVssV RrhRmfxaD6WPv3Xuv//U3+Pfuvde9+691X9/MT/5l18c/wDxoD8Bv/gpusvfuvdWA+/de697917q LUU9PWU89JVwQ1VLVQy09TTVEUc9PU088bRTQTwyq0U0E0TFWVgVZSQRb37r3ReJviD8XWXTQ9Cd W7dvVQVszbM2jitjSVdZS1lLkKOpyMmzoMHJkpqLIUUVRTtUGUwTxiSPS/Pv3XumPbXwp+N+0g0e E2XuJKc43CYdaLJdsdwZ/HQ4zbWNp8Jtyipsbn9+5OgpYdv4OkjoqERRoaSiQQRaIvR7917pTJ8T fjKWmlyHQ/Ve46ueQSSZHeWzMJvjL2WKKFIFzG76TOZRKOKOIaIFmEKMWZVDOxPuvdcZfij8eY9Z 291hheuqiRY0bIdO1mb6Uy+qJ2aKZc11HlNlZVKpFd4xMJhL4ZHi1eN3U+690Cnd/wAbdynZuWxW 08v2L3D1nXfwyq3V0FvPsnK5TeJrcNncduXDdh9B99b0zR7H2H3PsfcWMp8vhoszuKpwE9XQw00D YJ2GTg917osW8OqOoO1NvYXD9g9gfM/saPG5Kn3LisD3d/L1XfO3cTuPFCfG/wAWnxeN+Cm3kpNw Y+ky1TDR1mOydLLaV5IJZqfyCT3XugL3b01sTHV2Ty+4Z+u3my2bzO5m3j2BsL50fy3odq5jK0G/ aDOVmF7sysXZWLoKXdA7m3KcpjcXJt2jqqncmUrZkqJ6mq1+690rusvj1SbrrsHn+mdi9c7moNnZ zGZKLCdc/K7Z25+oIM5hex+ze1qeCoGG2TlMzidsjuTf0e4JFo8fR1X3W08Aoo1hxSY9/de6HvsT p9FG5d3/ACw7g210Jnc7t2j2X0E3X/cO/wDN7Q633Tif7z7g3L23nxmNu9R7U3lV5OPI4yDKY7cm FrcJSYLCTU8tX9nmcnA/uvdIrr7/AGbXo/ZVDXdXbX+06tp8JW7iqsWuV6C7g+Le39uMP4826+gN 1bi+S3xw7X2b1rlcfJJXUFBmaiqwGExciUuPx1BS08Wv3Xugu7W+RHYe8JY9ofISfL57EZjb2z8z j+mOssr0TsHYnY+G3pn8NgNpVG+MXsP5M/JDvntXB743HuXH46Db23mrcZuGiyMVJVYDLxVBL+69 06YrcPQPau39p4TdHyM+P24N37sx3XW2up/ittTE743p0T1x/fubrKg2xN3l1RhqPYPZXaVVh8R2 /tjXh96UWx9rYs7i29DWYfFVlVRZef3Xuj47V+B3Ue11krabcPY1JuTLYGh29vDc2z9yQdV5Dc2N o6U0Ax9AvVmN2fH11iVx7GngpdqHBx0sdniK1Oqob3XuhIoPhv8AErF4+jxmJ+MvQuHpsdS09HjJ MN1PsbEV+Ljo6JcfRTYrK43CUuUxldQUcapBU080dRDpUo6soI917pebJ6M6e65zVTuXZXW+0cFu utonxdbvCDDUtTvOtxTy08xxNbvCuWr3LVYlZaSJlpZKpoEMalUGkW917oWffuvde9+691rQ/IT4 3fKzC/Kb52bO+InXfeGZ6G+Z3Sfyz3H8pNo9u7N6ro+p17/yvw9p+sOluyPir3K+5Iexcjuns7dd Dg9vZPbGRE2HoKMZSsY44RU8T+690Ffxo+Nn8y3r/sr4xYTce0/kxhOwNg9t/Bmjot+47u5KX4cb I/l47A+IvUu1PkZ0Ru/qKk7Z/utle25u2sRuemnJ2rX5ev3LVYnK0Nd/C6F5YPde6rv+HO3/AOa7 8gPhb1F2r8ccl84s5Ub9+E+1Z/lJ2H3p8ld8b9X5Ibzrvmd0/nIqv4vVGb+S2CzO2+wqD4i7f3xj auuwuS2XWNj62DEtWQbgalrqX3Xur1dtfEb5F91/ydPlV8a+zM72FnO0exMT3pmPjli+zMLvDb28 +uMhjaqLfXx32fNN213P3x2FkMLsftnbtLNharcO5qjIw4YUlPIIVpkPv3Xuq6+pv5cvzl3J8jvj 32z2P0dWbOwn8wXvDHfJr+Z9iZd37Vq8N1Fmvh58u+zvlf8AEvr7dWPpc9XS70fK7Yzu2tkwvjEy UV8STO9PSJf37r3QT9tfDj+Z38pegfn1sbd3SnyM2lR9s/CXd9dTdSZXvnucbXy/zP2X31QZzE7Q 25luwPmx3Ye1aes6vq6+nGWocPsfYO74BRwDCCOio4KP3XujP0HRH8y6v+Ve+dwbPq/l/wBcbBkj 3VW/Hyp3rvbvHsaOq+N7fCqbbO0umuzt17t+b2e2ptXsyDuky1VVldw7Py/YX+kRafKrmJ8VK0tJ 7r3V4X8unonfHU/wb6J2d37ku1d1d5786Z603Z8oW7u7W3Z3Hu2TvbdfU+zMd3Lhpdx7p3PuqPHY Wj3RQVVPFjMTVLhaXS5pECyM7pru2t761urK8hElpNGyOp4Mjgqyn5EEg/I9UkjSWOSKRQY2BBHq CKEfmOqze3+t8j1P2DuLZWQWZosdVvLh62VQv8UwNUWkxORUgCNmmpbLKFuqTo6fVT75Pe4HJ95y JzZu3LlyrGOKQmJz/okDZik9MrhqYDhl4qesfd322TatwuLOStFPaf4lPwn9nH51Hl0F3sF9FnXv fuvde9+691737r3Xvfuvde9+690N3x52FL2P3DsnbxpzLj48vBms5cWjXCYN1yWQWVv7C1ggFOp/ 46TKPz7kf2m5Xfm/3A5c2nw9VoJ1mm9PBhPiOD6awojH9Jx0dcvWB3HeLGDTWMOGb/Srk/tpT7T1 sG++q/U/de9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuv de9+691X/wDzO/8AskPLf+LAfCf/AODY+PXv3Xuv/9Xf49+691737r3Vf38xP/mXXxz/APGgPwG/ +Cm6y9+691YD7917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuq/f5o/8A2Qn3p/5TL/38 mwPfuvdWBe/de6CzevSPS/ZVfTZTsXqHq/f2To/J9pkd67A2puqvpfJDFTyfbVmcxNbUQeSngSNt LC6IqngAe/de6wbN6I6P66zR3J19011TsTcJoanGHPbN682jtjMnG1ktNNV0BymEw9DXGgqpqOF5 IvJ43aJCwJVbe690WL5K/FfdncXa2J7B2lV4PE1OH6vweBkqNybi3VUYjdWR2Z8m+ge/cZ11ntpQ mvwGK2PvnGdS5LB5vK0lHLkGo80wmp66OCGnHuvdF72b/Klx9JTYeDevee5JIKDszbnyTp4tg7Ww eEyu0vlHhP8ARAaXeGyc5vF994Vep9sr09SR4TaOUwOQEX3tU9dW12uGOD3XujVdV/An459SCikw eAz2Yr8dXbaylHltxbjrJ8tDktsYP4r4qCsFZh1wrSNlcl8NtjZbIxuGgrclRVBkQ01TJTe/de6O j7917r3v3Xuve/de697917r3v3Xuve/de61MJv5iPzx2j8p/ll8f+ouyeraikyXy+/ms57G7o+Q2 xOwu55utdgfCz4bfy9e0uu+ruqsDtvuXqfH7f2zn93925s10dU9ZFT/etUU8ayrIlR7r3Qdbc/m6 fOLZm1Pl18kBvf4vnbGC/l6/ylPlF8fPiFnuntybXwmJq/mfW5CXfUezt0YLu6h3TmMPsiXN1dJu LJvjMqtfVSYRoIsLHj6mkzPuvdHB33/Nt+Tnx771358Uu2Ny/EbeXdO0v5iv8sn4ibPlptob66nq u2uq/mTsjrfdncPYmG2BkO7t/wCdxVdtSt3RlqXD5GmlyuLxAx2iuhys0Mvl917op8H84L5VZXCd MZzsjB4bffyH6n+UvZ2K7Y6M6MXdG1+vq2Si/l6fI35KbE646t7M6F+XHcPVvyp2rvObaeLixj7k hmnoqiYTV+36XIjG1FP7r3Qk4j+ch808zneluquv99/CLuzcvyA3p/Lbhh7/ANgdV9kZvpro4fPJ O+4949Kbt2fhfko+V3N2h1UnVFDmcHM+4sVJk8FkNORoKacpOfde6u3/AJaHyX7N+VXxeG/+5odn ntDZfd/yU6F3hl9g4TKbX2juyu+PvfXYPT9HvTD7WzO4t3ZHbJ3ViNn01dU0D5SuSnrJpVil8WhF 917qwP37r3RVPlJ8fafuracdfhYoYd/7YhqJcBUO0cK5elk/cqduVtQ7JGsVTIuumkkOmCovyqSy kwh72+1cfuNsK3O3Kq802SsYGwPFU5a3cmgoxzGzYR/MK7khfmjYF3q08SFQL+IHQf4h5oT8/Ing fkT1SBkcdX4ivrMVlaOpx2Sx1TNR19BWQyU9XR1dPI0M9PUQTKskU0UikMpAII982rq1utvuriwv 7d4buFyjo4KsjKaMrKcgg4IPUJSRyQySRSxlZFNCDggjiCOm72l6p1737r3Xvfuvde9+691zVSSA A19VuOTc/QAf192AJNBx691dD8Nuh6nrDadTvHdFEabem9KaArSzxlavA7bDLUUmNnDfuQ1uSmC1 NVHwU0wxsFkjYe+iP3e/bGbkvYpuYN5t9HMW4ovaR3QW+GWM+YeQ0kkXypGrAMjdTLydsTbZaNeX SUvJgMeapxAPzJyw+wHIPR1/eRfQz697917qv3+aP/2Qn3p/5TL/AN/JsD37r3VgXv3Xuve/de69 7917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6r/AP5nf/ZIeW/8WA+E/wD8Gx8e vfuvdf/W3+Pfuvde9+690WT5XfHrI/JXrPCbIwnY+Q6m3LtTtjqDuPae+sdtrD7wkxG6+muwsB2L t5anbedlgxeVx9ZlMBHFURSOt4naxvb37r3QMf7Lv86/+9jH/so/T3/189+6917/AGXf51/97GP/ AGUfp7/6+e/de69/su/zr/72Mf8Aso/T3/189+6917/Zd/nX/wB7GP8A2Ufp7/6+e/de69/su/zr /wC9jH/so/T3/wBfPfuvde/2Xf51/wDexj/2Ufp7/wCvnv3Xuvf7Lv8AOv8A72Mf+yj9Pf8A189+ 6917/Zd/nX/3sY/9lH6e/wDr57917orXYvRvZnyn23uT455X+bl13u991SU0OX2Zsvpb45z71aXZ 2coN0SQwY/E7wrMxBJjK/byPVKIbxxxuH0i5HuvdLwT90ybc3/u+n/nD9R122Oqcwdu9m53G9FfH DJ4zr/ci1UNAu2t41WP3lUx7e3JLkKmKnjx9WYqyWolSJI2kdVPuvdCVtbqD5jb423gt47M/mbYX dm0t0Ymgz22dz7c+LXSOawGfwmUpo6zGZfDZbHbhqKHJY6vpJVkhmhkeORGDKSD7917p/wD9l3+d f/exj/2Ufp7/AOvnv3Xuvf7Lv86/+9jH/so/T3/189+6917/AGXf51/97GP/AGUfp7/6+e/de69/ su/zr/72Mf8Aso/T3/189+6917/Zd/nX/wB7GP8A2Ufp7/6+e/de69/su/zr/wC9jH/so/T3/wBf Pfu