Search is not available for this dataset
accession_id
stringlengths 10
10
| pmid
stringlengths 1
8
| figure_idx
int16 1
48
| figure_fn
stringlengths 1
33
| figure
dict | caption
stringlengths 0
6.52k
| license
stringclasses 3
values | retracted
stringclasses 2
values | last_updated
stringlengths 19
19
| citation
stringlengths 25
85
|
|---|---|---|---|---|---|---|---|---|---|
PMC1500868
|
16820529
| 3 |
gkl401f3
|
{
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"path": null
}
|
Figure 3 SAP30L associates with histone deacetylase activity. ( A and B) GST-fusion pull-downs from the HEK293T nuclear extracts were performed and HDAC activities were measured with the Fluor de Lys kit. Schematic representation of SAP30L constructs used are shown in Figures 2b and 5. GST and GST-SAP30 were used as a negative and positive control, respectively. The basal level of fluorescence (blank) and sensitivity in the experiment were defined by measuring fluorescence from the assay buffer and from the 1 μM deacetylated standard respectively (white bars). NAD + coenzyme and TSA were added in the cases indicated. Shown are the means of two experiments performed in duplicate and the error bars represent the range of measurements (AFU = arbitrary fluorescence unit). ( C ) GST-SAP30 and GST-SAP30L pulls down endogenous HDAC 1 and 2, and transfected myc-his tagged HDAC 3 from the HEK293T lysates, whereas GST alone does not (negative control). Pull-down complexes were analyzed by western blotting with the antibodies indicated.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 4; 34(11):3288-3298
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PMC1500868
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16820529
| 4 |
gkl401f4
|
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",
"path": null
}
|
Figure 4 SAP30L is able to repress transcription. ( A – C ) HEK293T cells were cotransfected with 5xGal4-14D luciferase reporter vector, Gal4DBD fusions and LacZ-vector as indicated. Twenty-four hour post-transfection cells were either treated with TSA or DMSO (vehicle) for another 24 h. Lysed cells were analyzed for luciferase and β-gal activity. The histogram illustrates the average fold-repressions of the Gal4DBD-fusions compared with Gal4 alone. The measurements were done in duplicate from two independent experiments and the error bars represent the range.
|
CC BY-NC
|
no
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2022-01-12 14:27:38
|
Nucleic Acids Res. 2006 Jul 4; 34(11):3288-3298
|
PMC1500868
|
16820529
| 5 |
gkl401f5
|
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",
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Figure 5 SAP30L localizes in the nucleolus. ( A ), SAP30L colocalizes with nucleophosmin (NPM) in the nucleolus. Ten hour treatment with proteasome inhibitor MG132 causes further accumulation of SAP30L to the nucleolus. ( B ) NoLS signal resides between residues 120–140 in SAP30L. Arrows indicate cytoplasmic accumulation of the SAP30L 1–120 and SAP30L-NLSmut mutants. Arrowhead indicates the nucleolus. ( C ) Residues 120–127 in the SAP30L protein are necessary for its nucleolar accumulation. In the above experiments, HEK293T cells were transfected with the indicated myc-his-tagged constructs, and double-stained with anti-myc (construct) and anti-nucleophosmin (nucleolar marker) antibodies. Cells were further stained with DAPI in order to visualize the nuclei. Cells in the right panel were treated for 10 h with 10 μM proteasome inhibitor MG132. All the pictures were taken by confocal fluorescence microscope. Line-diagrams illustrate the fluorescence intensity (green, SAP30L; red, NPM) along the white line shown in merged images. SAP30L-myc-his constructs used are illustrated on the left side of each panel. ( D ) The NoLS of SAP30L and SAP30 identified in this study was manually aligned with three other previously published nucleolus localizations sequences of the following human proteins: catalytic subunit of human telomerase [ TERT ( 34 )]; NOLP ( 35 ) and hLa ( 21 ).
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 4; 34(11):3288-3298
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PMC1500868
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16820529
| 6 |
gkl401f6
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"path": null
}
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Figure 6 SAP30 and SAP30L target Sin3A to the nucleolus. ( A ) Cotransfected SAP proteins target Sin3A to the nucleolus. Myc-Sin3A was transfected with either myc-his tagged SAP30L, SAP30L 1–120 or SAP30 and cells were treated for 10 h with MG132. Sin3A protein was visualized by the Sin3A antibody and SAP proteins with the His-tag antibody. Stained cells were analyzed with confocal microscopy. Arrows indicate the nucleoli. ( B ) Data in A (without MG132) were scored as percent of cells expressing Sin3A in the nucleoli (total 100 cells counted for each experiment) and illustrated as the histogram.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 4; 34(11):3288-3298
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PMC1500868
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16820529
| 7 |
gkl401f7
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}
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Figure 7 Fast turnover of the SAP30L protein correlates with its nucleolar localization. HEK293T cells were cotransfected with the indicated, myc-his-tagged constructs and a control vector (LacZ-myc-his). Cells were treated 10 h with either DMSO (vehicle), MG132 (proteasome inhibitor) or cyclohexamide (translation inhibitor). The lysed cells were subjected to SDS–PAGE and analyzed by Western blotting with anti-myc and anti-actin (loading control) antibodies. Band intensities were quantified and the amount of the protein in the sample was calculated after normalization to LacZ expression. Representative results from three independent experiments are shown.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 4; 34(11):3288-3298
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PMC1500871
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16820531
| 1 |
gkl412f1
|
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"path": null
}
|
Figure 1 HADDOCK score versus r.m.s.d. from the target (all heavy atoms of the complex) for the Cro ( A ), Lac ( B ) and Arc ( C ) repressors in complex with their operator. Solutions of the unbound flexible docking with canonical B-DNA are shown as small black squares with the five top ranking solutions identified by red squares. Solutions from the docking using a library of pre-bent and twisted DNA structures are shown as small orange circles with the top five ranking solutions identified by red circles. False positives for Arc are shown within a solid ellipse: These correspond to solutions in which the repressor is shifted by 1 or 2 bp along the DNA.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 4; 34(11):3317-3325
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PMC1500871
|
16820531
| 2 |
gkl412f2
|
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",
"path": null
}
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Figure 2 Major groove width, slide and twist parameters of the five top ranking solutions of the Cro ( A, D and G ), Lac ( B, E and H ) and Arc ( C, F and I ) repressor/operator complexes. Average values plus standard deviations for the solutions of the unbound flexible docking with canonical B-DNA are shown as grey bars and those using a library of pre-bent and twisted DNA structures are shown as white bars. The values as measured in the published complexes are presented as black bars and those of the canonical B-DNA input structures as striped bars for slide (D,E,F) and twist (G,H,I) and as a horizontal solid line for the major groove width. All values for the major groove width are corrected by 5.8 Å to account for van der Waals radii of the phosphate groups. A value of 36° twist is presented as a dashed line for clarification of the twist-slide relationship.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 4; 34(11):3317-3325
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PMC1500871
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16820531
| 3 |
gkl412f3
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",
"path": null
}
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Figure 3 Best solutions of the unbound flexible docking using a library of pre-bent and twisted DNA structures (blue) superimposed on the reference structure (yellow): Cro-O1R ( A ), Lac-O1 ( B ) and Arc-operator ( C ). The structures were superimposed on all heavy atoms of the interface residues (interface r.m.s.d. values: Cro, 1.62 Å; Lac, 2.02 Å; Arc, 1.90 Å). The figures were generated using Pymol (DeLano Scientific, ).
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 4; 34(11):3317-3325
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PMC1500872
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16820530
| 1 |
gkl417f1
|
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"path": null
}
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Figure 1 Hepatic APOBEC-1 co-immunopurifies with nuclear ACF. A McArdle cell line overexpressing HA-tagged APOBEC-1 was treated with 0.9% ethanol for 4 h and fractionated into cytoplasm and nuclear extracts. Nuclear (N) and cytoplasmic (C) extracts were western blotted with the ACF NT (top left panel) or anti-HA antibody (bottom left panel). ACF CT antibody immunoprecipitates of nuclear and cytoplasmic extracts were western blotted with the ACF NT antibody (top right panel). The blots were stripped and re-probed with HA antibody (APOBEC-1, bottom left and right panels). ACF, position of ACF; HC, position of Ig heavy chain. The quality of the fractionation was assessed by western blotting for marker proteins as shown in Figure 6. Data shown are representative of three independent experiments. Statistical significance was determined to be P < 0.01 by unpaired t -test relative to nuclear co-IP.
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CC BY-NC
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no
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2022-01-12 14:30:41
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Nucleic Acids Res. 2006 Jul 4; 34(11):3299-3308
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PMC1500872
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16820530
| 2 |
gkl417f2
|
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"path": null
}
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Figure 2 Phosphatase treatment inhibits apoB mRNA editing. ( A ) Co-immunoprecipitation: The HA-tagged APOBEC-1 overexpressing McArdle cell line was treated with ethanol for 4 h and fractionated. Nuclear extracts were immunoprecipitated with ACF CT antibody and processed as described in Figure 1 . For CIAP treatment extracts were adjusted to 5 mM MgCl 2 , 3 mM CaCl 2 , 0.1 mM ZnCl 2 and 25% glycerol and then incubated with 5 U CIAP for 1 h at 30°C. Control extracts were treated similarly but lacked phosphatase. The ratios of APOBEC-1:ACF were determined by scanning densitometry and quantitation using ImageJ Software. HC, position of Ig heavy chain. ( n = 4, SD ±0.2). ( B ) In vitro editing activity: Liver nuclear extract was treated with CIAP as described above. In vitro editing activity was determined using the poisoned-primer extension assay. The percent editing was quantified by PhoshorImager (Molecular Dynamics) scanning densitometry. ( n = 4, SD ± 0.2, p ≤ 0.01). ( C ) RNA binding: ACF RNA binding activity was determined by ultraviolet light induced cross-linking of liver nuclear extracts. Quantitation of relative amounts of ACF bound was performed using PhoshorImager scanning densitometry. ( n = 4, SD ± 0.2, p ≤ 0.01).
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CC BY-NC
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no
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2022-01-12 14:30:41
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Nucleic Acids Res. 2006 Jul 4; 34(11):3299-3308
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PMC1500872
|
16820530
| 3 |
gkl417f3
|
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Figure 3 Hepatic ACF is a phosphoprotein. ( A ) Hepatic ACF is phosphorylated in vivo: ACF was immunopurified from radiolabeled 27S containing glycerol gradient fractions (i.e. editosomes) and incubated with 100 U CIAP or buffer alone (control). Membranes were exposed to X-ray film (autorad) and subsequently reacted with ACF NT antibody (western). HC, position of Ig heavy chain. Data shown are representative of three independent experiments. ( B ) Nuclear ACF contains more than one phosphorylated residue. Rat liver nuclear extracts (150 μg), incubated with or without 100 U CIAP were resolved by equilibrium 2D gel electrophoresis. The applicable range of the gel is shown corresponding to pH 8.3–9.3. The boxed area delineates the acidic isoform of ACF that was not observed following CIAP treatment. Nuclear extract was run on the end of the second dimension gel to verify the relative migration (Mr) of ACF and is delineated by a vertical bar. Data shown are representative of two independent experiments. ( C ) ACF is phosphorylated on serine residue(s): ACF was immunoprecipitated from control or 0.9% ethanol-treated radiolabeled rat hepatocytes and transferred to PVDF. The radiolabeled band corresponding to ACF western blot reactivity was excised from the blot, acid hydrolyzed and the products from control and ethanol-treated hepatocytes resolved in parallel by 2D thin layer electrophoresis. The migration of phosphoamino acids was determined from ninhydrin staining of known standards spiked into the samples and is indicated and the thin layer plate was autoradiographed. Data shown are representative of three independent experiments.
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CC BY-NC
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no
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2022-01-12 14:30:41
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Nucleic Acids Res. 2006 Jul 4; 34(11):3299-3308
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PMC1500872
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16820530
| 4 |
gkl417f4
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"path": null
}
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Figure 4 Phosphorylation of ACF is metabolically regulated and is localized to nuclear active 27S editosomes: Cytoplasmic and nuclear extracts were prepared from rat primary hepatocytes that had been labeled with 0.5 mCi 32 PO 4 for 4 h in the presence of ( A ) basal 0.1 nM insulin, ( B ) 0.45% ethanol or ( C ) 10 nM insulin and fractionated through glycerol gradients. ACF CT antibody immunoprecipitates were transferred to nitrocellulose and exposed to X-ray film (autorad) and then reacted with ACF NT antibody (western). Autoradiographs from the cytoplasmic fraction immunoprecipitations represent exposures that were twice as long compared to those shown for the nuclear fractions to ensure that phospho-ACF, if present, could be detected. HC, position of Ig heavy chain. Data shown are representative of three independent experiments.
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CC BY-NC
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no
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2022-01-12 14:30:41
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Nucleic Acids Res. 2006 Jul 4; 34(11):3299-3308
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PMC1500872
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16820530
| 5 |
gkl417f5
|
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"path": null
}
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Figure 5 Protein phosphatase I inhibitors modulate apoB mRNA editing and ACF phosphorylation. ( A ) RNA Editing: rat primary hepatocytes were incubated with concentrations of cantharidin ranging from 47 nM (IC 50 of PP2A) to 4.7 μM (10 times IC 50 PP1) and 0.45% ethanol where indicated. In vivo editing activity was determined on endogenous apoB mRNA using apoB specific RT–PCR followed by poisoned-primer extension ( 38 ). *Statistical significance was determined to be P ≤ 0.01 by unpaired t -test relative to DMSO control n > 5. ( B ) ACF phosphorylation and specific activity: in vivo ACF 32 P incorporation was determined by PhosphorImager scanning of ACF immunoprecipitates prepared from rat hepatocytes treated with 470 nM cantharidin. ACF-specific activity (relative to control hepatocytes) was calculated as the ACF 32 P density (PhosphorImager) divided by the recovery of ACF determined from densitometric scanning of ACF western blots (Image J). ACF immunopurified from control hepatocytes was arbitrarily assigned a value of 1 ( n = 3). exp. 1 and exp. 2 denote independent experiments 1 and 2.
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CC BY-NC
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no
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2022-01-12 14:30:41
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Nucleic Acids Res. 2006 Jul 4; 34(11):3299-3308
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PMC1500872
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16820530
| 6 |
gkl417f6
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}
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Figure 6 Inhibition of PP1 results in nuclear accumulation of ACF: Rat primary hepatocytes were incubated with 470 nM cantharidin for 4 h and fractionated. Nuclear (N) and cytoplasmic (C) extracts were western blotted for ACF and subsequently for actin and H1 histone. N/C ratio were determined by normalizing N ACF to the corresponding recovery of H1 histone and C ACF was normalized to corresponding recovery of actin for each sample using scanning densitometry of non-saturated immunoblots. Data shown are representative of four independent experiments (SD ±2.1-fold for cantharidin).
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CC BY-NC
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no
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2022-01-12 14:30:41
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Nucleic Acids Res. 2006 Jul 4; 34(11):3299-3308
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PMC1500873
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16835308
| 1 |
gkl433f1
|
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",
"path": null
}
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Figure 1 A simple evolutionary scenario under which the COG algorithm groups paralogous sequences.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):3309-3316
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PMC1500873
|
16835308
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gkl433f2
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",
"path": null
}
|
Figure 2 Suitable case of a witness. A duplication occurred before all speciations and Z is a witness of the non-orthology between the sequences x 1 and y 2 .
|
CC BY-NC
|
no
|
2022-01-12 14:27:38
|
Nucleic Acids Res. 2006 Jul 11; 34(11):3309-3316
|
PMC1500873
|
16835308
| 3 |
gkl433f3
|
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",
"path": null
}
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Figure 3 Unsuitable cases of witnesses. To the left, duplication occurred only in Z , and therefore z 3 and z 4 are in-paralogs with respect to ( X , Y ) and cannot act as witness of non-orthology. To the right, X speciated before the duplication event. Hence, x 1 is orthologous to all three other proteins and cannot act as witness of non-orthology.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):3309-3316
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PMC1500873
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16835308
| 4 |
gkl433f4
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"path": null
}
|
Figure 4 Unrooted phylogenetic consensus tree constructed from a Bayesian analysis of a subgroup from COG0508. Posterior probabilities are indicated to the right of the nodes and clan-supporting bootstrap values are indicated below the probability value. Predicted clans are indicated by the vertical bars on the right side. The leaf labels correspond to the following COG identifiers: Agrobacterium tumefaciens (2: AGl2719, 3: AGc4775, 4: AGc2641), Brucella melitensis (2: BMEII0746, 3: BMEI0141, 4: BMEI0856), Buchnera sp. (1: BU206, 3: BU303), E.coli K12 (COG identifier corresponds to the gene name: aceF, sucB), E.coli H7 (1: ECs0119, 3: ECs0752), Haemophilus influenzae (1: HI1232, 3: HI1661), Neisseria meningitidis (1: NMB1342, 3: NMB0956), Pasteurella multocida (1: PM0894, 3: PM0278), Pseudomonas aeruginosa (1: PA5016, 2: PA2249, 3: PA1586), Rhizobium loti (2: mll4471, 3: mll4300, 4a: mlr0385, 4b: mll3627), Rhizobium meliloti (2: SMc03203, 3a: SMc02483, 3b: SMb20019, 4: SMc01032), Rickettsia conorii (3: RC0226, 4: RC0764), Rickettsia prowazekii (3: RP179, 4: RP530), Vibrio cholerae (1: VC2413, 3: VC2086), Y.pestis (1: YPO3418, 3: YPO1114).
|
CC BY-NC
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no
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2022-01-12 14:27:38
|
Nucleic Acids Res. 2006 Jul 11; 34(11):3309-3316
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PMC1500873
|
16835308
| 5 |
gkl433f5
|
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"path": null
}
|
Figure 5 Unrooted phylogenetic consensus tree for COG0513, constructed from a Bayesian analysis. Posterior probabilities are drawn to the right of the nodes and clan-supporting bootstrap values are below the relevant nodes. The vertical bars bars to the right indicate the prediced clans. The leaf labels correspond to the COG identifiers: A.tumefaciens (2: AGl1362, 5: AGc4238, 6: AGc3366), B.melitensis (2: BMEI1824, 5: BMEI0934, 6: BMEI1035), E.coli K12 (COG identifier corresponds to the gene name: dbpA, deaD, rhlB, rhlE, srmB), H.influenzae (1: HI0422, 3: HI0231, 4: HI0892), P.multocida (1: PM1840, 3: PM1112, 4: PM1921), P.aeruginosa (2: PA0455, 3: PA2840, 4: PA3861, 5: PA0428), R.loti (2: mlr4393, 5: mlr0349, 6: mll0224), R.meliloti (2: SMc01090, 5: SMb20880, 6: SMc00522), V.cholerae (1: VC0660, 2: VC2564, 4: VC0305, 5: VCA0204), Y.pestis (1: YPO2708, 2: YPO1776, 3: YPO3488, 4: YPO3869).
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):3309-3316
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PMC1500873
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16835308
| 6 |
gkl433f6
|
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"path": null
}
|
Figure 6 Phylogenetic consensus tree rooted by outgroups for COG1113, constructed from a Bayesian analysis of a data subgroup from COG1113. Posterior probabilities of the Bayesian analysis are drawn to the right of the nodes and clan-supporting bootstrap values below relevant nodes. Predicted clans are indicated by vertical bars to the right. The leaf labels correspond to the COG identifiers: A.tumefaciens C58 (6: AGl2082), Bacillus halodurans (out: BH2171), B.melitensis (5: BMEII0038), E.coli K12 (COG identifier corresponds to the gene name: ansP, aroP, cycA, gabP, pheP, proY, yifK), E.coli H7 EDL933 (1: ZpheP, 2: ZaroP, 3: ZyifK, 4: ZproY, 5: ZcycA, 6: ZansP, 7: ZgabP), E.coli H7 (1: ECs0614, 2: ECs0116, 3: ECs4729, 4: ECs0452, 5: ECs5186, 6: ECs2057, 7: ECs3524), P.aeruginosa (2a: PA3000, 2b: PA0866, 4a: PA5097, 4b: PA0789, 7: PA0129, out: PA2079), Salmonella typhimurium LT2 (1: STM0568, 2: STM0150, 3: STM3930, 4: STM0400, 5: STM4398, 6: STM1584, 7: STM2793), Y.pestis (2a: YPO3421, 2b: YPO1743, 3: YPO3854, 4a: YPO3201, 4b: YPO4015, 5: YPO1859, 6: YPO1937).
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):3309-3316
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PMC1500874
|
16835307
| 1 |
gkl442f1
|
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"path": null
}
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Figure 1 Characterization of mRNA used in study. ( A ) Plasmid pCMV/T7-T7pol was constructed as described in Supplementary Figure 1 ( 21 ). pCMV/T7-T7pol(A64) is a modified version of pCMV/T7-T7pol into which an oligonucleotide containing 64 adenylate residues was inserted into the BamHI–NotI restriction sites immediately downstream from the T7 RNAP gene. ( B ) Cell-free transcribed mRNA was denatured at 80°C for 10 min and analysed on an ethidium bromide stained 1% reducing agarose gel (1 μg RNA per lane) and visualized by ultraviolet (UV) illumination. The relative positions of mRNA bands are indicated. ( C ) Western blot analysis of T7 RNAP protein translated from T7 RNAP mRNA using the RRL system (Promega). T7 RNAP protein was detected using a primary mouse monoclonal antibody raised against T7 RNAP protein (Novagen, CA) and a secondary anti-mouse antibody IgG horseradish peroxidase (HRP) conjugate. Recombinant T7 RNAP protein was used as a positive control.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):e80
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PMC1500874
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16835307
| 2 |
gkl442f2
|
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"path": null
}
|
Figure 2 Cell-free assays demonstrate enhanced luciferase activity with T7 RNAP mRNA. ( A ) T7 RNAP protein at a dose of 1 U (diamonds) or 100 U (squares) was incubated with pT7Luc (1.0 μg) in the presence of RRL. ( B ) T7 RNAP mRNA at a dose of 10 ng (diamonds) or 100 ng (squares) was incubated with pT7Luc (1.0 μg) in the presence of RRL. In both experiments pT7Luc was incubated in RRL in the absence of T7 RNAP protein or T7 RNAP mRNA (triangles) as a negative control. Luciferase activity was measured at the indicated time points. Results are shown as a mean and SD from at least three samples.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):e80
|
PMC1500874
|
16835307
| 3 |
gkl442f3
|
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"path": null
}
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Figure 3 Comparison of luciferase expression mediated by T7 RNAP mRNA and T7 RNAP protein. A549 (white bars) and PC-3 (grey bars) cells were transfected with ( A ) 500 ng pT7Luc with increasing quantities of T7 RNAP mRNA (0–500 ng), ( B ) 125 ng T7 RNAP mRNA with increasing quantities of pT7Luc (0–500 ng), or ( C ) 500 ng pT7Luc with increasing quantities of T7 RNAP protein (0–200 U) as indicated. For all transfections 3.5 × 10 4 cells were plated per well 24 h prior to transfection and DOTAP used at a (w/w) ratio of five relative to the nucleic acid component. At 12 h post-transfection cells were lysed and luciferase activity measured using the Victor 2 multilabel counter. Results are shown as a mean and SD from at least three samples.
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):e80
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PMC1500874
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16835307
| 4 |
gkl442f4
|
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}
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Figure 4 Characterization of the T7 RNAP mRNA/pT7Luc expression system. ( A ) A549 (white bars) and PC-3 (grey bars) cells were transfected with 400 ng pT7Luc with 100 ng T7 RNAP mRNA modified with either m7G(5′)ppp(5′)G (Cap), an anti-reverse cap analogue (ARCA), a poly(A64) tail or a poly(A) tail of ∼200 residues (A200) as indicated. ( B ) A549 cells were transfected with 500 ng pT7Luc (time 0 h) prior to transfection 12 h later with 125 ng T7 RNAP mRNA (time 12 h), or vice versa as indicated. Cells were lysed after a further 12 h and luciferase activity measured. In control experiments, A549 cells were transfected with both pT7Luc and T7 RNAP mRNA at time 0 h, and lysed 12 h later. ( C ) A549 cells were transfected with 400 ng pT7Luc and 100 ng T7 RNAP mRNA, and at the indicated time point lysed and total RNA extracted. A qRT–PCR assay was used to quantify the amount of T7 RNAP mRNA present (pg) as described in Materials and Methods. ( D ) A549 cells were incubated in the presence of DOTAP alone, or the indicated nucleic acid complex for 4 h in serum-free media. The media was discarded and replaced with fresh media containing 10% FCS and the MTS assay used to assess cellular viability after 24 h. For all transfections 3.5 × 10 4 cells were plated per well 24 h prior to transfection and DOTAP used at a (w/w) ratio of five relative to the nucleic acid component. At 24 h post-transfection, unless otherwise indicated, cells were lysed and luciferase activity measured using the Victor 2 multilabel counter. Results are shown as a mean and SD from at least three samples. ( *** P < 0.0001).
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):e80
|
PMC1500874
|
16835307
| 5 |
gkl442f5
|
{
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"path": null
}
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Figure 5 Enhanced expression triggered by T7 RNAP mRNA in DRGN cultures. ( A ) Fluorescence images of DRGN cultures expressing EGFP following transfection with either (i) luciferase (LUC) mRNA, or (ii) EGFP mRNA complexed with DOTAP at (w/w) ratio of 4. Phase-contrast images of transfected DRGN cultures are shown in the right-hand column. The relative positions of DRGN in culture are indicated by arrowheads. ( B ) Time course of gene expression following transfection of DRGN cultures with either EGFP mRNA (triangles), or pEGFPN1 (squares) complexed with DOTAP at (w/w) ratio of 5. EGFP expression was measured at the indicated time point by flow cytometry analysis. ( C ) A549 cells (white bars) and freshly isolated DRGN cultures (grey bars) were transfected with pCMVLuc1 (375 ng), pT7Luc (375 ng) with T7 RNAP mRNA (150 ng), or pT7Luc (375 ng) with T7 RNAP protein (100 U) as indicated. In control experiments cells were transfected with either pT7Luc (375 ng), or T7 RNAP mRNA (150 ng) alone. At 12 h post-transfection cells were lysed and luciferase activity measured. ( D ) Freshly isolated DRGN cultures (1.5 ×10 3 cells/well) were transfected with DOTAP at (w/w) ratio of 5 containing either pCMVLuc1 (375 ng), or pT7Luc (375 ng) with T7 RNAP mRNA (150 ng). At the time points indicated, cells were lysed and assayed for luciferase expression using the Victor 2 multilabel counter. Results are shown as a mean and SD from at least three samples. ( *** , P ≤ 0.002, ** , P < 0.02; * , P < 0.05).
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CC BY-NC
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no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):e80
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PMC1500874
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16835307
| 6 |
gkl442f6
|
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"path": null
}
|
Figure 6 Inefficient transfection of DRGN cultures with pEGFPN1. ( A ) Fluorescence images of DRGN cultures expressing EGFP following transfection with pEGFPN1 complexed with JetPEI. The right-hand column shows the fluorescence image overlaid onto the phase-contrast image. The relative positions of EGFP-positive DRGN are indicated by arrowheads. ( B ) DRGN cultures were transfected with 500 ng of pEGFPN1 complexed with JetPEI at the indicated N:P ratio. DRGN cultures were maintained in supplemented Neurobasal media. EGFP expression was measured after 48 h by flow cytometry. Results are shown as mean and SD from at least three samples. We observed <2% transfection of DRGN cultures with pEGFPN1 using either JetPEI, DOTAP (data not shown), Lipofectamine 2000TM (Invitrogen, data not shown) or GeneShuttle-40 (Qbiogene, data not shown) as the transfection reagent.
|
CC BY-NC
|
no
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2022-01-12 14:27:38
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Nucleic Acids Res. 2006 Jul 11; 34(11):e80
|
PMC1500874
|
16835307
| 7 |
gkl442f7
|
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}
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Figure 7 Improved efficiency of pR011 mediated by T7 RNAP mRNA. ( A ) Schematic comparing T7 RNAP mRNA triggered expression of pR011 with pT7Luc. Luciferase protein is produced following binding of T7 RNAP protein to the pT7 promoter and subsequent transcription/translation of the luciferase reporter gene. In pR011, binding of T7 RNAP protein to the pT7 promoter upstream of the T7 RNAP gene leads to autocatalytic amplication of T7 RNAP protein. ( B ) A549 cells (3.5 ×10 4 /well) were transfected with pR011 (375 ng) either alone or with T7 RNAP mRNA (150 ng) as indicated. Cells were lysed after 24 h (white bars) or 48 h (grey bars) and luciferase activity measured. ( C ) Freshly isolated DRGN cultures (1.5 ×10 3 cells/well) were transfected with the indicated plasmid (375 ng) either in the presence or absence of T7 RNAP mRNA (150 ng). Cells were lysed after 24 h and luciferase activity measured using the Victor 2 multilabel counter. Results are shown as a mean and SD from at least three samples. ( *** , P < 0.0001; ** , P < 0.01; * , P = 0.0131).
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CC BY-NC
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no
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2022-01-12 14:27:38
|
Nucleic Acids Res. 2006 Jul 11; 34(11):e80
|
PMC1513141
|
16951723
| 1 |
nel029f1
|
{
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"path": null
}
|
Figure 1 Evaluation of the child's pleasure on a SAM visual scale.
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 2; 3(3):379-383
|
PMC1513142
|
16951722
| 1 |
nel017f1
|
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"path": null
}
|
Figure 1 Simplified diagram to show how aromatherapy might act on the problems presented by people with autism. Aromatherapy can act both at the physiological/sensory level and at the level of the behavior problems themselves.
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 19; 3(3):373-377
|
PMC1513142
|
16951722
| 2 |
nel017f2
|
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"path": null
}
|
Figure 2 Mean time first recorded as asleep and mean duration of sleep recorded on nights analyzed. The double headed arrows indicate nights when aromatherapy was administered.
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 19; 3(3):373-377
|
PMC1513144
|
16951721
| 1 |
nel026f1
|
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XEz6esoZpTKojeMx/OGjxkyNKS+7pg9eNp6W90yx1Ip9ttIbjy87PMQNtz1x+QqHTNQk1CS4coEgVvLiBPzMy8OfoG+X6qT0Iqa91Oy00p9tuooPMzt8xsZx1x+YoAqeFQF8IaIAMAWEAA/7ZrWxWP4VIbwhohByDYQEH/tmtbFABRRRQAUUUUAFFFFABVDV57q20i7nsjALmKJnQ3G7ywQM/Nt5x9Kv1Vvb+0023NxezpBCCBvc4GTQB5z8K/EfiXXbnU01qIRQhzdRrMZPN2THdHsyAPLChgO/sK9QrO03WtN1hC2nXsN0qgEmJsgA9DWjQAUUUUAFFFFAGJof/ACE/EX/YSX/0mgrbrE0P/kJ+Iv8AsJL/AOk0FbdAGJZ/8jpq3/Xjaf8AodxW3WJZ/wDI6at/142n/odxW3QAUUUUAFYuo/8AI06J/uXH/oK1tVi6j/yNOif7lx/6CtAG1WJ4i+9o/wD2Eov5NW3WJ4i+9o//AGEov5NQBt0UUUAFFFFABRWRqupXdnd2VrY2cNzPdF8Ca4MSqFGTyEY9/SqseratcWerxrp8Eep2QxHFHOZkkYoGXkqnr04+tAHQ0Vymn+IpUlig1ae3tCHYFpgImlycRqFLHa2DkjPGU6bsCTxf4ik8Nx6ddhd9u00xuEABZo0tppcL6HMYoA6eiuQu/G66f5iXumyW1wksaETTIsaq6sys8mdq/cZef4sDvmrUviy2js7udrWYC2sIb9l3KSVkLgKCCQSPLPIOORg0AdLRXDweMZoTePcxyXDQzyRJDCqgt/pz26YJI5wFznity21qS80rVJjbNbXVg0kTxOwcB1QOCCOoIZTQBuUV51o/i7UltLXUbqW7vbE6e11eFtMe38p9qlVjdgA+4kgAZ7HIHXWv/Gy6Zuh1DTXtbtHjDLNOixKjq5V2lztUHy3Xn+IY6HNAHX0Vxmo+LLuGWM2VoZTINPYwybQEW4ldD8wbBPy47gcHkZobx1a2NjezXsdwxthK6Hao87bcvBsUA9QwQf8AA1PrQB2dFcx4c8YWfiOd4YECsYVuECzxy5QnGG2E7WHGVPr1POOnoAKKKKACiiigDj/iXdJZ/D/U5HtrO5VhHF5V4G8pt8ir8xUgjrnORg4PavMtBuNS+HXiOS2/s/w2ytHBLdSWdxcSzNDJMI9qNIxwQz7tuBu6816l8RL7+zvAmp3H2a2uAQkbLdxl4lV5FUs6jkqoYt+Fee/C22s28R3Wkz2uhHy42uHhsrUh45oZ9il2ZiRj7yj/AGs9qAPbaYwYoQpAbHBIzg0+sPxdqsuieE9T1K3H7+CEmP5d2GPAOO+Cc49qAKP/AAiLR+FtN0yC+xfafKlzHdtHkPOCS7MueQ5Z8jP8XWrOnaJd2dpqhe/RtT1GYzTXMcW1YzsVAEUk/dVRjJPPJ64rkn1XVLS8h0Rr7V7W4v7i2jP2/wAl5Y428wvJHIhKjd5e3aR8p5HUVNJL4nku9U0vT7y7uY9NuHijmSSJZdzxRSReaXGGRS0gbHzEbeDzQBuReDYrfxFDqMMsMcMLo6L5GZlCxeUIxLu4jx8xXHUnnmusrmNH8RWt1qDR3F8PPnKrbwhG2BQu4HOMBnGXCk52leOK2ry8ntdnlafdXm4nPkGMbfrvdf0z0oAq+Fv+RR0X/rwg/wDRa1r1j+FTnwhohII/0CDg9v3a1sUAFFFFABRRRQAUUUUAFNf7jfQ1n+ICR4b1Qg4ItJf/AEA1nWPhHw09hbM3h7SixiUkmzj54HtQBa8Jf8iZoX/YPt//AEWtbNYY8HeGQMDw7pP/AIBR/wCFJ4QUJ4R0xVACrAAAOgA7UAbtFFFABRRRQBiaH/yE/EX/AGEl/wDSaCtusTQ/+Qn4i/7CS/8ApNBW3QBiWf8AyOmrf9eNp/6HcVt1iWf/ACOmrf8AXjaf+h3FbdABRRRQAVi6j/yNOif7lx/6CtbVYuo/8jTon+5cf+grQBtVieIvvaP/ANhKL+TVt1ieIvvaP/2Eov5NQBt0VzXiCC8Oq6QLfV761jurowSRw+Xt2iGV8jchOcovet+3haG3SNppJSq4MkmNze5wAM/hQBNRRRQBl6npB1Ke1njv7mynti2ySARkkMMEEOrD9KNK0j+zJLuV765vJrp1eSScIDwoUABFUYwPStSsfxMb0eFdXOmb/tws5fI8v72/acbffPT3oAjuvDmnX3+tExbMgkIlIMiyEF0fHVTtUY9FAHFTa74fsPEFslvfo7xp5m0I5X78TxN0/wBmRq4e41Dwzpdib3wfDBLqcVnIxayAbamBlrnBySDyA3zZB96yde1S81LRr3zr5L2KG3vlinSRHJzZsSpaNQhweePXB6UAelXnh60u7yS98y7gun2gywSlThQwAx0Iw7cEHt3AqlN4J0aa3S3UXUMAtks2jiuGUSxoSyhu5wWY575Ocis6DX7z/hPTp0uoLJC9w8KW0PlnYoi3fOhAkU5Gd4LIcgYGQR3FAGD/AMInpQd28uTMkvmt+8P3vtBuP/RhJ+nFX00u1jTUFVWxfyGSf5upKKhx6fKoq/RQBnHSLNtDGjNEXshbi22MxyUC7cZ65x3rPHhSzBaQXeofa2YE3X2kmQgKVCk9CoDHgjqSevNdDRQBz6+EdJS1WCOOWJUjtokMchyogcvHg+oZjk9+9K/hTR52s2ltzILSaeeMM5ILSsWcEdxuOcHoQPSt+igDI0rQ7fSM+RNdSgRrFGJ52kEca9FXP8+p4yTiteiigAooooAKKKKAOK+JCanH4cN3YeI4NEtbZle6lngLh13pgZHI7jaAd2dvGaw/h5qVtqnie8uV8XLrFwbTDQx6O9iuAy/OxIw5HAHcAmuk+I8UMvgTUVuLwWaqYnWfyDMVcSKV2oCNzFgAB6kVi/D3xDq2s6g0eqa29yXtGmjtJdMFq67ZjGzEhmBIZCCvbcKAPR6qX1jb6np9xYXkYkt7iMxyITjcpGD06VbrH8UC4bwtqcdlKsV3JbPHDI0gjCuw2qdx6ckc0AUv+EL014pvtM99c3Enl7bqa4Jmi8tiybG/hwST755zVy18O2Vrpl1Yq87rdOz3MskmZJmYAMWb3AC8YwBgYrhJ3l03UYPDc0FzYy3t3aG4li1ae6V7djJ8oeTDRktHtOAMhuvpM2mardXWt2On37jT9LupIoTPfyxeQXghkD71yX8ti+EbjD9RgUAdqfD1i2rDUgJRJ5gm8oSERGQJsDlOm4LgfgO4BrZrkdG8QQtqTrd/azPcypCsjRERRny98cZ9HZDvPHBfbngCuhvZr6HZ9js47jOd2+by9vp2OaAKvhb/AJFHRf8Arwg/9FrWvWP4VyfCGiZGD9ggyP8AtmtbFABRRRQAUUUUAFFFFAGb4h/5FvVf+vOb/wBANWbD/kG2v/XFP5Cq3iH/AJFvVf8Arzm/9ANWbD/kG2v/AFxT+QoAs1ieEf8AkVNN/wCuI/ma26xPCP8AyKmm/wDXEfzNAG3RRRQAUUUUAYmh/wDIT8Rf9hJf/SaCtusTQ/8AkJ+Iv+wkv/pNBW3QBiWf/I6at/142n/odxW3WJZ/8jpq3/Xjaf8AodxW3QAUUUUAFYuo/wDI06J/uXH/AKCtbVYuo/8AI06J/uXH/oK0AbVYniL72j/9hKL+TVt1ieIvvaP/ANhKL+TUAGu/8hTw5/2Em/8ASaetusTXf+Qp4c/7CTf+k09bdABRRRQAUVz3ibxIfD4s1Sya7kunZVUShAu0ZJyQaraZ4putZ0fVZ7bTTHe2WVSEyeYJG2Bh0x69KAOoCqpJUAEnJwOtAAUYAAHtXMab4jleSCDUpLa2beymSZTbmbJxGqxu2VYjJKkkgAcfMMW/FesvomiGeGa3iu55Ut7Zrg4jEjnG5uRwoyx56KaANzAznAz0zTq5LT/GYvdK0aaHT57y81C3kkMVqybUaIqso3MwHDNgc84qSDxtZXSx3FvaXclizwRyXgVQkTyhCisC27/lomSAQN3scAHU0Vw914/P9kQ3lto14HuoY7i0WcxgSxmSNGPD8EeavBxnI98aE3jG2t2kkmsb1bNJZYBdBVZXljDF0Cht2co6g4wSuO4yAdRRXKW/jCC9s7W8iikiiku1hyPLnEgKM/ytG5Hb3IIxjnNXfD3iWDxJbtPawSRxgKwZpI3DBs90ZgGGOVOCKAN6iiigAooooAKKKKACiiigDkviNJZx+BdQa8inkTMQRbeQRyeaZFEZVjwpD7Tk9MVzvgfRR4c8a3Om38t9dai2n/aLe4nmRkETy7pVCqBg+a3JOd3UY6V03xCjuZvA+pR2tguoSsqD7K0XmCUb1yMZGOMnOeMZ7Vz/AMNotCjvLltI8J6npTSQgvdXr+aHAbARXLseueOPu+1AHpNVryzt9Qs5rS7iSa3mUpJG4yGB7GrNZutS6jBo91JpVus9+ExDGzAAseMnJA464yM4xmgDK/sbwta2GowyC18hSn26Se5LtGVAZN8jMWXbkFeRjORipbceGLTQo4oLqwXTLqQ7XNyGW4cnn5y3zkkc5Jz0Ned20cmn3F8l5p91bWFvr9ncX013JG+f3KZeQqxH+sKOT90Z7YwNiLSLLWZPEurxXzQ6WbmaOKWCNJEmjeGFZ9gIIJLx4DD+IN1zQB3P9k6VJrhvjBE2ooA5bd8wyCoYrnGcBlDYzgEZrVrhdJ1uex8QDSbi0hFzcTqJlNwTOMwhwypt5iQAR7s8srHr1628j1CQp9hubeDGd/nW5lz6Yw647+tAFXwt/wAijov/AF4Qf+i1rXrH8K5/4RDRMnJ+wQZI/wCua03XLu/gm0y20+a3hku7pomkmhMoVRFI/Chl5ygHWgBNW1yXS7m2hXSby6Fy4jjkgeILvIY7fndT0UnOMVqW0kk9ukktvJbuwyYpCpZfYlSR+RrBu9F1+8ktJJNbsAbWbz026a3LbWXn990wxpL2XX9L+zTz6jYXET3UEDxrZNGxWSRUJDeacEbs9DQB01FY+ra8mkTwxSWF7P57BEeCNWUsc4Xlhzwa0LW4a5t0mMEsJYZ8uUAMPrgmgCxRRRQBm+If+Rb1X/rzm/8AQDVmw/5Btr/1xT+Qqt4h/wCRb1X/AK85v/QDVmw/5Btr/wBcU/kKALNYnhH/AJFTTf8AriP5mtusTwj/AMippv8A1xH8zQBt0UUUAFFFFAGJof8AyE/EX/YSX/0mgrbrE0P/AJCfiL/sJL/6TQVt0AYln/yOmrf9eNp/6HcVt1iWf/I6at/142n/AKHcVt0AFFFFABWLqP8AyNOif7lx/wCgrW1WLqP/ACNOif7lx/6CtAG1XO+Lby3sLfS7q6lWKCPUYi7t0UYauirkPiJ/yArP/r/i/wDZqAKuseMfDs2o6E8Wq27rDfmSQgn5F+zzLk8dMsB+Nbtr4v8AD17dRWtvq1tJPK22NA3LH0Fec0+0/wCQ7o3/AF/xf1oA9fooooAwPEXhqPxEtoWvZ7V7ZmZWiVTncMEEMDS+HPDieHI7tVvJ7p7mQSO8qqMYUKAAoHpW9WP4qZl8Ia0ykqwsJyCDgg+W1AEN74Xsr05lkuAzGUSsrjMqSFSyNx935EHGCAoANXb7SbXUbyzuLpPN+yF2jjbBTcw27iD1IGQP941wtvYanoGlnXobWw0+OLT9jRwXEkyys7R/vpAVQDYAx4yTk8ipL7xPqcE0tnb6rb3cMUw/0yPyVkkHl7ii7yIiynBPIO1hjkE0AbM/g1Rrdvc2F5cWFuv2mRxbuoZXl8rIQFSNp8tiQe5yPa1F4N02Bokge5itEaF3s1kHlSPEFEbNkbsgInQgHaMg1zLazdX2vaRPFfm2hmubJpGVPL84SW0zbWBJwCQAF9SOpAqC58W6zpWhhLOCOa6vLZ5NOjWPOXilczA+v7vaw980Ab2l+BYoPD9pZalfXc9xDZpbK4kBW3wUZvK+Ucbo1PzZ4UDpxWg3hKylmZnub3yWkkmW3E21ElkVg0ikAMGO5j1wCxIANUvB+t3+rT3MdzPHcRpBDMsimLIZ92R+7Zht4BGeeuc8GsTS30FrOK+1Od/+Em/tApIYZf8ASxN5xAiC5z5e3Hy427OfegDp4fB1hHI0ss91cXDzJK8zsquxVWRfuKo4DtzjPvVrSPD9vpFzcXK3Fzc3E6JG805UsUTdtHyqM43Hk5JzyTXAx+KdW1jToPtUihbj7LcSRqYw1u/2uBdgCMWxhmB3gHK/UCePxLf6YsaLdqtslzcvIqhHkOb2ZfmV2UsmAAPLJYHseAQD1GiiigAooooAKKKKACiiigDj/iSIZvBV5ZSahZWklwUCC7uRAk+11ZotxPG5QV/Guf8Ahp4b1nTdSbUL3TINLs1tHt4YIrpZvOD3DzI3y/KAiuVHc5NWfiBomq33iXSb+28LQ+IrS3tLiF7ee4ijVHcphvn6nCnoKs/DY+KNP0Wy0LXPDpsIbG1CJeG9jl81gcBdi8jg+vagDvqp6hfW2mafcX15II7e3jMkj4JwoGTwOT9KuVn6u9xDpdxLaWa3lwibkt2YKJcfw5PGfTPegDK/4TLTBDc/aYL23niMQNrPbkSyeaSse1f4txBHtg5xim/8Jno6Wu4pdB42kEtuLVjJB5e0uXUDgKHQ577hjOa5S40nU5/Ej67ZWGpvZw3FtcyQXxBmkZDIGWIMchVWUsFJAz93vWtb6CmojXNX1DR52e6ui9raSOY5GQRRxYfaeFcpkqeMAZHHAB2EF7b3dzLHA28whdzAfLlhuAz64wfow9auVxWnweINP16K0AlezMwaVxFGIZEaPc8hbO8SebkBRwFwMdx1F7p8V9s8yW6jKZx5Fw8Wc+u0jPTvQBV8Lf8AIo6L/wBeEH/otaj1n/kM+HP+v+T/ANJp6f4VGPCGiDniwg6n/pmtM1n/AJDPhz/r/k/9Jp6ANuuV+ILyR+FS8MrxSC8tSsiY3KfPTkZrqq5X4h/8im3/AF+Wv/o9KAOGnm1S5MRm13UXMMgkjyyfKwBAP3fc1PBqutRajp+dcvpUe9t43SQoVZWlVWB+X0JqGmj/AI/9M/7CNp/6PSgD2SiiigDN8Q/8i3qv/XnN/wCgGrNh/wAg21/64p/IVW8Q/wDIt6r/ANec3/oBqzYf8g21/wCuKfyFAFmsTwj/AMippv8A1xH8zW3WJ4R/5FTTf+uI/maANuiiigAooooAxND/AOQn4i/7CS/+k0FbdYmh/wDIT8Rf9hJf/SaCtugDEs/+R01b/rxtP/Q7itusSz/5HTVv+vG0/wDQ7itugAooooAKxdR/5GnRP9y4/wDQVrarF1H/AJGnRP8AcuP/AEFaANquQ+In/ICs/wDr/i/9mrr65D4if8gKz/6/4v8A2agDjKfaf8h3Rv8Ar/i/rTKfaf8AId0b/r/i/rQB6/RRRQAU0qGUqwBBGCD3p1FADcDGMDHTFQfYrUwCD7PF5QORHsG0H1xVmigCJoY3+9Gh5B5UdR0/KnCNBtwijbnbx0p9FAEMUEUAYRRIgY7iEUDJ9aT7NB9o+0eRH52Nvm7Bux6Z61PRQBALaAM7LCgMhDOQo+YjoT60G2gZkZoYy0ZLISoypPUj0qeigAooooAKKKKACiiigAooooAKKKKACqGqXj6fplzdx2s13JEhZIIRl5G7KPx79qv1ma5DqVxot3DpM8cF+6FYZZPuoSevQ8gZxwecUAc7P4yv7G+l0q90q3GqubcW0dvdl4pPOZwNzlAV2+W5PynIHGelQXXxAlsPtEF1p9rFe2jyrcpJe7IzsSNwI3KZdnWVSqkDo3PFNg8JanHYRhLTTLa8truK9jmF1LO1zKuQ3nOyBuVZhnnGemBitjTdH1G2t9WupzaDVdRuPP8AlJeO3wixoASAW2hc5wMknpQBqaffm/luDHEVt4mEau3Vnx84x6KcL9Qw7c3pJooceZKiZ6bmAzXKW/he9s/Edvc29ziyidWDNPJ5gQRbDFs+4Qz5kLHnJPGcGulubG0vNv2m1hn2Z2+bGGxnrjNAFLwt/wAijov/AF4Qf+i1qPWf+Qz4c/6/5P8A0mnqTwqAPCGigDAFhBx/2zWo9Z/5DPhz/r/k/wDSaegDbrlfiH/yKbf9flr/AOj0rqq5X4h/8im3/X5a/wDo9KAOHpo/4/8ATP8AsI2n/o9KdTR/x/6Z/wBhG0/9HpQB7JRRRQBm+If+Rb1X/rzm/wDQDVmw/wCQba/9cU/kKreIf+Rb1X/rzm/9ANWbD/kG2v8A1xT+QoAs1ieEf+RU03/riP5mtuvLPEHi3UfCHwu0+70+zMs00XlRzh0/dSE/INh5fPPAzjFAHqdFYXhXW5fEnh611WSza1W4G6NTKkhZezZUkDPp1FbtABRRRQBiaH/yE/EX/YSX/wBJoK26xND/AOQn4i/7CS/+k0FbdAGJZ/8AI6at/wBeNp/6HcVt1iWf/I6at/142n/odxXD6t8R9WsfidB4cj0dmjZWj8r7REPNdjmN95PyZVXOw8njg0Aep0UUUAFYuo/8jTon+5cf+grW1WLqP/I06J/uXH/oK0AbVch8RP8AkBWf/X/F/wCzV19ch8RP+QFZ/wDX/F/7NQBxlPtP+Q7o3/X/ABf1plPtP+Q7o3/X/F/WgD1+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKgmZ4oXdInmZQSI0IBY+gyQMn3IFT0UAcRb+Mb+50dp/7NS31GXVm0uC2lkyEYMRucqSDhVYnb1xgHvVe68canYtc2c9laC8spZI5n3P5UxVI3jSPAJDyLJwDnBRvvVoSeEZ1sJlgvUW7GrvqltI0ZKKxYnYwzkgqWUkEdc1c03RL+ytNUmku4jqmpTedJNGhCRHYsahQSSdqqOvU56ZoA0dOv5NQknkWIJbo3loT1Zx9/8A3y/VW9qlvNV0/TSn2++trUSZ2efKqbsdcZPPUVzsPg023iODULeeFbeF0ZMxEzqqxeX5Qk3f6s/fIxyxPrkdfQBj+FSG8IaIQQQbCAgj/rmtM1n/kM+HP+v+T/ANJp6k8Lf8ijov8A14Qf+i1qPWf+Qz4c/wCv+T/0mnoA265X4h/8im3/AF+Wv/o9K6quV+If/Ipt/wBflr/6PSgDh6aP+P8A0z/sI2n/AKPSnU0f8f8Apn/YRtP/AEelAHslFFFAGb4h/wCRb1X/AK85v/QDVmw/5Btr/wBcU/kKreIf+Rb1X/rzm/8AQDVmw/5Btr/1xT+QoAs15tp/i/RLXwxp8T20l3e2mCkb2UxCOCQWVxGwyATyK9JrxLTf+QfF+P8AM0AdfoXxA0cWSxy6bPpcSoDHBHZzttzyQQsQAI9s12dhf2+pWMV7aSeZbzLujfaVyPoQCPxryivQPA3/ACJOlf8AXL/2Y0AdFRRRQBiaH/yE/EX/AGEl/wDSaCtusTQ/+Qn4i/7CS/8ApNBW3QBiWf8AyOmrf9eNp/6HcVdfS7CSZp3srd5mkWUu0Sli6jCtnHUDgHtXK6n4lTQPG9+r6deXfnWFqc25j+XDz9d7r69s1hWfid4NWmuJbbxNLbAo0ETXUBGRncGHmcgnFAHqtFc94e8UweIbm7gjsbu0ltVjdluPL5DlwCNjN/cbrXQ0AFYuo/8AI06J/uXH/oK1tVi6j/yNOif7lx/6CtAG1XIfET/kBWf/AF/xf+zV19ch8RP+QFZ/9f8AF/7NQBxlPtP+Q7o3/X/F/WmU+0/5Dujf9f8AF/WgD1+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOd8VX13a2+n21lcNby6hfx2hnVQWiUhmYrkEZwhAyDya5qS88VNdalpljdXl1/Z1w8SXES24ldmiikhEu8BSg3yBio3cL712mr6Vb6xZfZpzKhWRZYpIm2vFIpyrKfUH8Ox4qvaeHbW0027s/PuZGvJGkurh3HmzMwAJJAAHygLwBgDjFAFXSPENveag8U+oQCe4wLa2U8bQpO76v8zgZzs2nHWti8vZLPZssbq63Z/wBQF+X67mFUB4bshq4vw864lE/2cPiIyhPLD7cZyEAHXHAOM81uUAcp4a1adPC2kING1FwtlCNyiPB+Qcj56XVL+9uL/SJ4tC1JltbppZOIs7TDInHz+riuis7WKxsbezgBWGCNYowTkhVGBz9BVigDE/t+4/6F7V/++Iv/AI5WF4tutQ1nQjaWnh7VfN+0QSfOsQGEkVj/AMtPQGu4ooA8j/s7Xf8AoXdR/wDIX/xdIul66buxf/hHtQCxXkEzEmL7qSqx/j9Aa9dooAyP7auP+gHqf/fMX/xyok8RNJcy266NqZliVWddsfAbOP4/Y1uVBHaxR3c1yqnzZlVXOeoXOP8A0I0AYWrahd3mjX1rFoWpeZNbyRpkRAZKkD+P3p9prdzDaQRP4e1fckaqcJF1A/66V0NFAGJ/b9x/0L2r/wDfEX/xyvNrPSNfgtEjfw7qG4Zzgxep/wBuvZKKAPI/7O13/oXdR/8AIX/xddd4Xub/AErwzYWN1oWpCaGPa4UREZyT/frrqKAMObxCYJIEl0bUlad/LjG2P5m2lsff9FJ/Cpf7auP+gHqf/fMX/wAcq/cWsVzLbvICWt5PNj5xhtrL/JjVigDk9O1C9sr/AFiSXw/qpW6vBNGVWI/L5MSc/vPVDWj/AG/cf9C9q/8A3xF/8crbooA8v1631jUfE02oW/h/UvIe0hhG7ygdytITxv8A9sVT/s7Xf+hd1H/yF/8AF165RQB534Sj1XStV1O5u9A1FY54LeNMeUTlGlJ/j/21rrDrcyqSdE1TA5Pyxf8AxdbFNYBlKnoRg0AYtv4he6tYriHRtSeKVA6NtjGVIyD9/wBKoX1/eya3pl4mham0VuswkwIs/MAB/H7V0dpbx2dpDawgiOGNY0BOcKBgfyqxQBif2/cf9C9q/wD3xF/8crn/ABbPqOs6Zb29p4e1PfHdJKd4iA2jOf4/eu7ooA8j/s7Xf+hd1H/yF/8AF06203XE1XTp28PagEguklc5i+6Ov8detUUAZH9tXH/QD1P/AL5i/wDjlT6dqaagbhRbzwS27hJI5gAQSoYdCR0I71oVXhtYoLi4mQYe4YNIc9SFCj9AKALFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWBrGvT2ep2+labp5v8AUp42n8tphFHFEpALO+DjJIAABJ59K365fV9P1O28TW+v6VbxXh+ym0uLV5vKYrv3qyMQRkHcCDjIPXigCzb+I0TTp7nW7c6S9vN5MizPuRmIBUxvgbwcjGBnORjIp8vivQIbaC4fV7QRTqzRHzAd4U4bA6nBPPp3rIm03xHdNZarcrby3drqDXMWmiUBI4jC0W0SbeX+YvkjGSQMDmmaF4a1G18Vf21exwRidLt3ijfd5TSvBtUHAz8sTEn1Y9etAGkvjXQDqd1ZnUrdBb28Fy07SqIikrELhs/7vt86+tWT4p0ITW0Z1W1D3Kq0QL43BuFPtk8DPXtXG2vgrWYbGKykgtnja00yOQ+bwrW100jrjHIKNx9MVqaz4e1a4bxDYWttbS22uMpN3JNta2/dpG2VxlsBNy4PU8460AdPo+qLq1rPMsRj8q6ntsFs5MUjJn8dufxrSrF8N6bcaXp9zDcbd0l/dTrtOfkkmd1/HDCtqgAooooAwtK8S2+ra7qemQ29yjWCRM8k8LRBy5cfKGAJA2fe6HPFW5db0+B9QWW42tp0QnuQVb92hDEHpzwrdM9KqWWl3EHjLVtTfZ9nurS1hjwed0ZlLZH/AANa5LVrfWb7xL4y0zS7S2l+3abbwNNPOYxEWSVc4Cnd1PpyPegDtdE1mLW4LqaKMrHDcvACTneFx83tnPStWud8IaPdaLptzb3ezfJdPKuxsjaQoH8jXRUAFFFFABXO6p4knsta/su00qS+nECTOVuI4godnVR85GSdjdPSuiriPFOgXOq3F8sfh7S75ruzFvBezOEkt2+bliQTgFgwKc5z7GgDqrq/trJrVbqTymuphBCCCd0hBbbx7Kfbis9PElpN4kTRrfMsu2bzmGQInjER2kEc5EynIrF8XreWNn4USBRfXcOqwr+8k2eaRDKCS2Dgnk/Wo9A8Oazb+L5ta1FLWJZpbqQxwyl9gkS2VBkgZP7ls/h60Ad3RRRQAUUUUAc3J4kn/wCEgl0q10mW58h0SWYXESBSyhjhWIY4VgTgd6itvGEdzfwL9gnTT7q7ksre9LqVklTcCNuchSUcA9yO2RnK1/wze6nf3qRaJpqzXVzDLFrKOFmhVNnJBBbeNpA2nBBGcc06y8N6tG+m6PLBCunabqT3y3gmy0qbnaNNmMhgXAJPGF4zngA619Us0vprJpwLiG3FzIm0/LGSwDZxjqrcdeKqaDr9v4gF9LaAtb28yRxy54lV4IpgwBAI4lAwfSuZ1ZtVb4iajb6ZZwTNPoUMbPLP5YiJlnAbG07h14HPT8NTwJ4fvfDul3Fte+Xvka3KmNtw+S0giP8A49G34YoA6yiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOd1DXrxNabSdH01b68ihWe4Mtx5MUKsSFBbaxLHa2AB0HJHFJF4mjSGCTUrf+zM+cJ1u5QhiMeMlezoc53DjGPpVTUdJ1C217Ub6yso9Rs9Tto4Lu2a48l0ZNwDKcYIKtgjIIwCM5rl5vAetz6fc2zJaIJHuzHCtwzpGkscIVMsMnBRs/njmgDuk8WaDJaTXCatamKFlR2D9C33QB1OecY644p83iTRIdPg1F9SthbXDFIpA2fMYZyABySMHI7YOelYHiTw1fX2vTahBapPF5NqqCO6a3mVo2uCWjcdGAlXrwRuFZ7eF/EI/srUJXlnuLU3aNDDdJFMElZWUmQIFZxsw3Azu6nHIB1lx4t8P2gjM+sWaCSJZkPmg5jbOH4/h4PzdKfP4m0S0vvsNxqlrHc5UeW0gzlsbR9TkEDqRzXNab4OvrSx1eNo4FkvdIW0jHml9spe4dgWIzjMy898HgVz17JJp0Vx4XUWVzc3GqWUxHn4mU7oCw8ojc2NhIYfLt6kbSKAPX6ydd1mPRLFJzDJcTTSpb29vHgNNKxwqgngdySegBNa1YHibSrvU7SzmsTH9t0+7S8gSYkJIVBBRiASMqzDODg4NAFY+ItSsluBq2iraMkBnSVLvzLdgCAVaQouxvmBwRg84Jwa0B4l0RtTGnLqlqbsyGLyhIMhxnKn0bg8deK4rWfCmu65dz3kOm2+m+bbzRyxtetI0zttwSANoUbTjHPPatl/C982mTRItv5r6/8A2j8x4MfnBuffaOn4UAbtn4k0XUDOLbU7Wb7OhlkKyDCoP4891/2hxUMfi3QJbWW7XWLPyImVXkaQKFLfdznscHB79q42PwZrtzpF7pQxYWj6Y9qkMt39ojEmU2iJiu9IsKwIJPBXjirUXhPVby/hvbm2aN4ri0JFxfeezJHIXbGAAAM/L35PSgDqT4r0IWS3v9qW32dpTCrbuTIBkrjrkDnGOnNaNjf2mp2iXdlcRXNu5YLLEwZWwSpwR15BH4VwerRSeGfFUniG4ktBFcX0nkxzziBWR7a3Qnew2q4aA8EjIJxzxW58PVlHg22eaFIWmnupgiZ2hXuJHUrkDKkMCDgcEUAdSSACScAdTXI2/i3Uby0XVbXw/LPojt+7nSfNxJHnHmrCF5XuPm3Ec47V1kkayxPG/KupU/Q15vf+Ftfm8IReGk0+0lmsbZrax1Q3rRhUC7VYoozvwFGORkZz2oA62TxZpFt5g1C+tbV1lljVDMHLBG2k4HP1HbvU7+JtEjure2bVbXzbgI0QEgIYP9znp83b17VhaD4Yv9P8Sy6hciExMt4qkNlv3s6uvb0U5rEsfCGv6fBYW9tEkM6Q2kctxFd5hby1UMJYXBDEbTtKgHG3kYzQB3f9v6QNX/sr+0Lb7du2eT5g3bsbtv8AvY5x1xzUNr4r0C/Z1ttYs5dsJnJWUY8sdWz0IGRn071y1v4R1WHWGilWSS0bV21ETm9IjCmXzQPKAzvB+XrjAzntVbUvB93F4H0WzmeCD+zNJmhunALKHMSjooyyllOcDOKAO403xBpOsO6affwXLoodkjf5lU9CR1APb1rVrgvC2rPr/jbUNTSC1WBNOggMlrcrcKW8yRsF1GM85x1AIJxnFd7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJgZzgZ9aWigAooooAKKKKACiiigBpAYYIBHvTqKKACiiigAooooAKKKKAGgBRgAAe1OoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDx6/+IeuafqvjO1N9YB9EMX2KKWD5rpn/gIDAk9ANvrXqOjXVzqGiWN3e2ptLqaBJJrdusTkAlfwNeay+CNen1Tx1NJp9rLF4hhWO182cYiIUqGfg4xkEYz0rv8AwnpFzoHhXTtKvLxrue1hEbznPzH0GecDoPYCgDbooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5T4heJrzwl4PuNXsY7eSeOSJALnOzDOFJOCD3rC0vxxqotdUvr/UfDGqW9laNN5OgyyTTbgRjcOcL1ye1bvxC8N3nizwhcaTYS28dxJLE6m4JCfI4Yg4BPaszTfD/ib7Pqdrf2HhWzhu7OWFX0yKRJN7DC7sjG3k579KAOa0P4s6vqOo6Ba3dnBbx3kMl3eTtZTqiQjpsJ4wBnMnK12ml/Ebw5q00iR3M9uFt2ukku7d4UmhX70iFgNyisCD4aXzw6TbXV3AIbbw/NpFw0RYtvkGNy5AyB74rO0v4T37WrWeqrpcKxadLZRXdtPcSylnTZv2uwRBjqoBz7UAdBcfFfQzpOo3ljHey3FrZNeQwS2skX2mMHAdCV5TJGW7DJ6A1JD8T9G/svTrm6t9QW5ubIX0lvBZySNbxZwXbC8JkHDdxz0NVLPwr4vuvD11our3ujxWo0htNtltEZi7lNokdmUFRj+FaxdS+G3iPUNP0pXj0N7yy05bFZ1uLiCSBkyFdZEGXGMHawwCTigD0m+8RaVp3h867dXiJpvlLKJyCQVbG3A6knIwOvNc5dfEzSx4e1q/s4bw32m2xnaxubWSKXBHyMVIzsJxlhwBycVNrng++1v4eQaBNqm/UoI4GF7KpIkmjIOWHUgkfXnPNZM3gjxDrU/iDVNbn0uLUr/Rm0q2hszIYkU5O92YZzuPYcD1oA0LbxxLZ/CpPGGsQL5wt/OeGKJ4gzFtqKA+SAcr83IPUcYqDT9d8dW+o6YdZ07RWs79lEkFnMyz2gbozbzhwOh2/hWpf+EE1j4ap4VvJgrfYYrdpoxkLIirhhnGRuUHtkVyl34D8Xa7qeiXmty+HhPpNzBILu2jkM9ykb5IZiPl4LHA4LHsKANjTfiVp6aRYS6pP9ovb57gW8em2cz+aIn2kKpBbIGP1PStE/Ebw+dK0+/t5Lu6GoO6W1vbWryTuyffHlgZG3vWF4Z+HmqaLqXhu6uLmzZNLN8ZhGzEt57ZXblR075x+NUZ/hjqp8P2Vg0ekXz299dXLRzyTRcStlSkyDcjDuMEH8KAOqn+I/h6KxsbuOW6uvtqu8MFtaySTbUOHJQDKhT1zSXPxJ8NwpYvHPc3ZvrY3VslpayStIgODgAZBBByDjGDnpXHN8LvECJpN5Jf2mqaha28ttNFeXdxGgRnLptlT5ztzj5uo9OK3/DngC60PXdFvg1ikFlps1tLFb+YB5skm8lAxJ28nknPtQBqz/Efw5FpumX8c9xdJqgY2kVrbvLK4X752AZG3vWroHiXS/E2lNqemTmSzDtGZHQpyvXr2ryi40O8+HVp4SuH1Cxj1GxS7t3kngmktHSRy/LouVYbuARzz6V1Pwu0u4m+HE8GoJJH/aFxdPuMZjLJIxG4KeVz1H4UAbOlfEbw7rGpw2NrPcA3LMtrPLbPHDclfvCNyMNjFRad8TfDWp31nbW813/pkpggmktJFiaUE/u95GN3HT6VhaR4D8SJJ4b07VbzSzpHh+fz7eS2D+fOVBCBgRtXGecE5p9h8PdUtPDPhXTXubQzaRrX9ozsrNtePfI2F+X72HHXA680Ab/iTxRd6L4p8NaVBFA8OqtciZpAdy+XGGG3Bx1POc1P4A8QXXivwVp2t3kUMVxdBy6QghBtdlGMknoPWoPEnhi81nxT4Z1WCWBItKa5MyyE7m8yMKNuBjqOc4rA8H+GPHPhvRrHw9cyeHJtGhLJMyNcee0bsS2DwM/McUAdP428R3nhfw3danZ6VNqDxRu52MoSLAzufJB2/wC7k1l6j4vu47bQCJoLIahp8l7PO0LSiPaseFVQc8tKPwHvkWbnwFptn4L1vQvD0AtDqUEifvp5JF3su0ElixA+lZl1bajpXiXwXZWkNtc3drpN1DIskzRodot1JDBWPUcZFAHS+H9Zn1XwXY6zPDFHPPZido0bcgO3PHt/KuV0L4rWE3hzSrjV45Rqt9avdfZbC1klyiyMmQBk/wAOTk9jXReFvDtzoXg5dJnkie4JndvKz5aGR2bauRnaN2OnbpXM+C/h7qnhu/0e4u7m0kWx0iawkETMSXecyAjKj5cHHrntQBvXHxF8Ow2el3Mc9xcjVI2ktY7W3eWRkX7zFFGQBzn6H0qn4P8AiHb69p+lnUDHHe6rcXUVokEbbHWEkkknOPlweaw9H+HniTw3B4bu9LudKl1PTrSayuY7lpPJeN5C4KkLnIJ9Bmksfh34m0mz8O3Nnd6VNqukXl5OyymRYZUuODyFyCB2x+NAHXT/ABA8P22my3zXEzol82nrHHAzSS3CnBREAyxqA/Evw5/Z9vdRzXU0k872yWcVs7XPmoMuhixuBUEE/UVzNv8ADrxDZ6Za3EV7pz6zZ61NqkYYOLeVZBgqeNyn88frUms+AvEmsnTNVv7nTLrVbSedntQ0tvb+VKAAiyRgPldudxHOeelAHRy/Ejw2mnafdxXFxdf2gzpbwW1s8kzFPvgxgbht75qTwJ4pn8X6LdahLHEqx381vF5SsoaNCNpIY5yQef5VzFp8O9b0WTRdV0c6Mmq2b3H2m2czC3cTYyVYln3DA5PX279L4I8Oap4Z0C+t72a0uL64vZ7sNDuWMlzkA5GRz9ce9AGMPiRcn4n/ANgCzh/sQzmwF9zu+1iPfsznGP4cYzmtO4+J/hq2vp7aae6X7NdmzuJvsknkwSg4w74wAT0Ncf8A8Kb1MeG1ceIrk+Ihef2jgzn7F9p35L7dm7O3jPXPtVHT/DPibxRZeMNFjfTrbTL3xHMbySUP5ybWRiYuMMDgAZx0PrwAeiap8RvDuj6pPYXU9wTbMq3U8Vs7w2xb7okcDC5zTdX+Ivh/RNRu7G5kvJJ7REluBb2ryiONhkOSowFxjJ9653VPh/4iP/CRaXpN5pg0bXp/Pnlud5ngJADhQBtbOOMkYrMfRNffxt4w0nw99gWGbTrOzkk1AOPk8kpuUqDkgZ4PByPTkA6sfEvTh4wk0loXGnJpg1H+0tr+XtI3Z+7jZt/izjd8vWr2k/ELw/rE0kMU1xbulubtReWzw+bAOsibgNy/SuVu/hZevLHaW99bf2e/h5dGnkk3CVWUl1kVQMEFguQSOM1ds/BfiW/1ayvdfudJjOmadLZ2a2iPIsjSJsLyBwBjA+6PzoA0o/iLpGoaffvYNcwXEWny31u99aSxxzRqpPmLxll6dOcdKjh+JujW+n2ZvpZppzZW9zeTWVnK8FuJVBVmOMoDnIB5xXN6P8MNfsUv4luNP0+2uNNuLRrazuZ5IbiWRCqyMjjEYBOcLmoL/wCFWvSQ2S2kulx3cFhbWqahFPPbz27RoFYjYMSg443YI4FAHofizXpNE0e3vbee1j8y6hh33CO6lXYDjZzk9j09az1+Jnht9RSyWe7y14bEzm0kEKT52hGfGASen59Kn8XeGb3xB4astNguYmuILm2mkmnyA4jYFjwDycVzx+HeqHw5Lp32mz8x/Ef9rBtzbfK8zdt+797H4e9AHptFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYviXxLY+FtIbUr/zWQusUUUKbpJpG+6iDuT/StquH+JOjalqenaRfaVbfa7vSNThv/su4KZ1TOVBPGef50AWdF8eW2p6rLpeoadfaLfx25uhFqCqoeIHBZWBI4756fga37nVrK3tzL58T5hadESRS0qKMkqM8jHeuLudS8S+MdO1yyh8N3Gm6dLpU0MbaioS4luGUgKoDEBOeprmdMstb1G/8Nb/Dmp2cemaDcWE0lzGFDTeUFwoBJwSOCcZz7UAd3o3xF0HWZ7C2WZoLi9sftyRzlRtjzjDHOA3fHpzXR/2hZnyNt3AftClocSD96AMkrzyAOeK8Y0fwfqlrc6EbjQJN83hqawaTyVPkXJJ2mQ9V+Xjd74qxoNhrl1qPgOCbw7qVnHodnd211NcRqqF2g2jbgkkEqOe+aAPWf7d0nypJv7UsvKiVWkf7Qm1A2dpJzwDg49cVI+sabHYC/fUbRbI9LhplEZ/4FnFeIr8P72y+H3hWaLRZVure6M2qwRWySzyffCMUfiTbnhT2bipIfCOoWdlo+ozaDqV9pUOsz3dxpMsEQkKugVZBAp2gBgTs7Z9DQB634f8AElp4jk1NbRJB/Z921o7tjbIwAO5SCcqQRXKwfF/TZIlvJdD1mDTDc/Zm1B4UMKPu2/MQxIGfap/hhpVzpcXiIy6PLpMF1qslxbWsigbYiq4wASB9BwOlc/4M+GL3ugqviK71iGFb+Sc6Q0yrbviQlSy7ckHg9aAPUpdX063vUsJtQtY7yTGy3eZRI2fRScmmPrOlRXK28mp2iTtJ5SxtOoYvx8oGc55HHvXi3jDw7ruo6/rkkegXQlOowSwSW1mjrLEpX94ZmJfdjPyJjHfjNW9e8EXt3oXju5TQml1W51hJdPl8oGVow8ZJQ9QMb+nvQB7FLqmn295HYzX9rHdy/wCrgeZRI/0UnJpDquni4Nub+284FgY/OXcCoy3Gc8Dk+leUX2gzx+J/EEWp+C7jXrjUr+GayvQwjjjiAXAMwO6LZg8Dr9Kh1bwDqGpab4/uINKxq13fZsZnADywfIWVGPQMAw9+hoA9ct9X0y7tZLq21G1nt4s+ZLFOrImOuSDgVmar400DSNBk1qXUYJ7FJFiL20iy5diAAMHk85+gJryT/hGdV/sjX7vT/D+oOtxbW9u9pd2EVssu2RSWWCIjeyAHknBz3qG48G6xdaD40WPQ7yQ3T6fPZJNZxQPJsbEhWNPlU7SeOuDzyTQB7NbeIrS4vtTgfbFbWKRObx5k8qRZF3Agg8Aepx7VqWd5a39utxZ3MNzC33ZIZA6n6EcV4pr3hnV73WtX1K38PXTaS15pF02n+UqtPbxRMJIgmcEqSoK9OK9F8DW0EVvqVxbeGJPD8FxdF0glfDS8AeYYhxFnpgelAElh40t77UrC3Wznjt9RluIrO4LA72hJ37l6qDtYg89OcdK6S4uYLS3ee5mjghQZeSRgqqPcngV5H4atmuf+EXudIsLtNSt9SuVvLo27rEbQyS7wZCNrZOzABJyPar3jHwr4lNhZzXep3Piayg1W3up9NFp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}
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Figure 1 Insulin cell staining and apoptosis: the results of immunohistochemistry and TUNEL assays showed that American ginseng extracts (5 μg μl −1 ) increases insulin producing cells ( A ) and also protected against IL-1β induced apoptosis ( B ). Although American ginseng extracts had a positive effect on the cells, an over dosage (250 μg per 50 μl) showed little effect on apoptosis protection (A) while better effects were found to prevent IL-1β induced apoptosis (B). ( n = 12, * P < 0.01 versus control, ** P < 0.01 versus IL-1β 200 pg ml −1 .)
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CC BY-NC
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no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):365-372
|
PMC1513144
|
16951721
| 2 |
nel026f2
|
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"path": null
}
|
Figure 2 ELISA was used to measure insulin from β cells cultured with IL-1β only or IL-1β and American ginseng together. A β cell cultured without treatment served as control. The data indicate American ginseng promoted insulin secretion (medium) and production (cell extract), thus preventing IL-1β induced reduction of insulin synthesis. (G = American ginseng 25 μg per 5 μl, I = IL-1 β 200 ng ml −1 , n = 12, * P < 0.01 versus control, ** P < 0.01 versus IL-1β.)
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):365-372
|
PMC1513144
|
16951721
| 3 |
nel026f3
|
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|
Figure 3 ( A ) Western blotting results indicate that the level of caspase-9 activation in cells induced by IL-1β was significantly reduced by American ginseng extracts. ( B ) Western blotting results indicate that the level of Bcl-2 activation in cells induced by IL-1β was significantly increased by American ginseng extracts. (G = American ginseng 25 μg per 5 μl, n = 3, * P < 0.05 versus control, ** P < 0.01 versus IL-1 β.)
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):365-372
|
PMC1513144
|
16951721
| 4 |
nel026f4
|
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"path": null
}
|
Figure 4 Western blotting images (top) display the reverse regulatory effects of American ginseng on IL-1β induced pro-activation of UCP-2. Densitometry analysis indicates there is significance between control and variable groups (see graph). (G = American ginseng 25 μg per 5 μl, n = 3, * P < 0.05 versus control, ** P < 0.01 versus IL-1β 200 pg ml −1 .)
|
CC BY-NC
|
no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):365-372
|
PMC1513144
|
16951721
| 5 |
nel026f5
|
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}
|
Figure 5 Bio-luminescence ATP data displays ginseng's ability to counteract IL-1β caused ATP effects. Administration of American ginseng increased ATP generation and also increased insulin synthesis (see Fig. 2 ) and inhibited UCP-2 levels in the mitochondria (see Fig. 4 ). (G = American ginseng 25 μg per 5 μl, n = 3, * P < 0.01 versus control, ** P < 0.01 versus IL-1β 200 pg ml −1 .)
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CC BY-NC
|
no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):365-372
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PMC1513144
|
16951721
| 6 |
nel026f6
|
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Figure 6 Our observation showed that American ginseng reversed IL-1β induced apoptosis and increased of insulin synthesis by halting the apoptotic cascade through reversed activation of Bcl-2, consequently, inhibiting caspase-9 and cytochrome c (Cyto- c ). American ginseng's inhibition of UCP-2 and increase of ATP production/insulin synthesis suggests that mitochondrial UCP-2 and ATP could be involved in effecting American ginseng on β cell function. With these observations, it is proposed that the mitochondrion is the organelle of target, thus forming the proposal outlined in Fig. 6 .
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):365-372
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PMC1513148
|
16951719
| 1 |
nel024f1
|
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X0OWNbVAq/K+Rgds1U8J/8jn4x4x/pMHH/bOgC5b+BdEg8ODSGs7eT9wYTcmFfNJIOWzjOec1k33w4kvY9JX/AISK+iOmQiK3aNQCMH72c8HGB/wGu7ooAzdE0ybSNMW0uNRudQkVixnuTlznt+FaVFFABRRRQAUUUUAFFFFABRRRQAVh6AzS6hrc7sGY3nl/KMLhUXH1PPPvW5WJpWf+Ei1woNkQeIMhPJk2ZL+wIKj/AICaANHU45JtLu44XdJWhYIyfeBwcEe9cl4daO41fQ2jEaJHo+5Yxk4YsA2Afun37/hXR+JDcDw1qJtd3n/Z32bGwQcdQaxvCzWkmsanPZGJbRILaNAqn7vl7g2T0GDjHtmgDrCQoyTgD1rnNVuZdcuptDsoFkt1KfbLlmIVBuBMY4+Zivv3pmpXFx4iuptIsUUWCMEvrl8jPQmOPsTjgntmt6w0+z0y2+zWNukEOS21PU96AJbe3htIEgt4kiiQYVEXAA9gKkoooAK4XV5HtfiVBfokkrWtvayCBWwZDuuMD/6/bmu2mnitoWmnkSONRlnc4A/GuF8UyXa6xqM9jOIiLKzDOBlmUvc8KPU/0oAvP4t0rTdXmk0fw3b/APCQXLlpZRctKkbMeWbIA7ngYqC3Nt4ZvrvW1g86eS2khYb8bi2MnOD6Vm6Xp8Wl6ev2dhI84DtJ6k+p9qu6mnmaXIjcu3TB6mgDz63kjs0ZY1wpwXc9cVLp2qi58VmWKRvJaMxkkYxgf/WqheS+ZcMiowc4Ur6mtHRbae0jbchKkEkY6GgC1eohvYiEzub5Tmu30uz3QIBkAdTXNWdqLu5d8DEKgjPqa7qyxFp4zjAHX1oAwtc0uHVYpEdwhjyyt6Yrn9G8TPaxGB2JZDtAPJJ9q2NY1FbeObDAGQFQvfBrkrK2N5bSyIuyVWJDDtQBra9eNcacJpTgsd21up9BWD4a0v8AtPVZLu4hSCG2XBC8bmHrWnrM6xaRZSK+ZxIN3cgU3Sr1bTw1qF7vBaSRig46ngZoA6jTHv8AxJBNp8Y8jS1+SWbu57qKNIitLPWPMDcIxjUH0HH9Kq6FrT2Ph2WOFR+5RiZD3Y96xYNVaGJfNYMJfmyOv+c0Aemy6rBa2N3eXDop2Erkjpiuf8PLKdOsorVCXZd8h6ZLHJrHmvLbWr/TLdsPtibzEIzyDnp+FdzpKpaSPc+UscKRk/l6UAcncxbNamtLpV3PexfKMn5VXNdRMN91Bexrhl4bYMEr/WuQ06+udR166vp7TddSgNCit8kasOpPrjFdXpunXMsyyXko2qeETP60AdHC8MsaeSyvgdM81ZVN8I/vAZBBqvaWccUhaBygPOzHGany0UhBHU8YNAHD+K9FvPEHgCXTbFUa5lERUO20cOpPP0BrBv8Aw54n8QxWNhd6VpWmwQTxyvdQS7pQF/u4HWvQdPOdPgPqgqzQB5z4i0bxff8AjFdTt9O067s7QbbOG7lO1TxmQqCPm69enHpXf2TXLWFs16kaXZiUzLGcqr4G4D2zmp6KACiiigANNpJX8uJnIJCgnA6morG6S/sLe8iVljnjWRQw5AIzzQBkWZl0XVvsEoj+w3ssklu4BGxzhjGe3PzEfQ1v1R1XThqdg1uZTE4ZZI5FGSjKQwP5iqenarMl2dM1Ti9LsIpEhZY5lA3ZB5AOM8ZzwaAE8SyeVbWUpyES9hZ37Iu7kn0Hb8ai0CQ6jqeo6wkLx21wsccDSY3OE3AkAE4GT3qz4pjEvhfU1LFcWztkewzj8cYrL8Iy3kss7wRKujSlpImZdreaW+YLzymd3JAoA0vFZYeGL4gZTYPMx12ZG/HvtzithcFFIzjAxmue1Lz9d1RtHizHY25Vr6TvJn5ljX68En04roqACsnxPO1v4Z1J1UE/Z3AycdRj+ta1c94qkhcaZZ3MiR2092GnL9CkatIc9sZUZ9qAE1aGaS00/wAP28wjF1EySylN2IkQBsDI5OQM9q6FFCIqKMKowB7VhaJjU9Qu9ZaVpIy7QWf9wRDGWX13MDz6AVtzTR28LzTOqRoCzMxwAKAH0ViwtqmsRxysV0+ycbgEbdO6npk4wn4ZPuK2ERI0VBnaowMnNAHjnwPnW3/t1tm5ybdR+PmZr0m+sCfEVo0TnbdD51zxleT+lcB8AFRpNfLgFQLfgj/rpXpmuwy2kttq9nG8pttxaHoWQjBx70AayuiptKglegIpuov/AKCyhguVJx3zVC01S01W0F1bHKseh6g1T1u8jW0Gfll+6DnsTQAMTZaYZo1UzswVNxwC3QfhWBrNg1uJNQnfz7yRNrYGAB6AegrX+1x3DxxY3QWwyzH+KTHT8M1Qu5WvpjEpHTgUAc7HPHLpckSqVkYcKO1aehRLPaxzyjc4+6GH3SOOKparplxpFtJcKu/5Sxx0FN8J63Z3kCWkUp+0jJMbDB/D1oA7Oztok1Br55CT5WwKR0Gc1cnkHlF05DHrjgVBbrjCORll+6epppdRA8ecBGIH4UAcd42lEXh+4VR8xOBgds81c8MTLe2kPlqdzINpx04FQ62RdWl1F5e5fLbJz0OKX4eQSHT4pjxFGgAJ/iJ/woA19Z8L2WsQmC6Ub1HyyKBuU+1cNpsjeC/EUunXcjC2flGbp7GvR9SvltR5mec8Dueelc9f+HI/FEcd7fF1yDsCfwfX8qAOi0S6udWsPMhJhg5A3D5m/wDrVjto6TXsplbc28/jXPW2t6n4JujZXbm4siP3b+1bPhvxFbX90rs/72R/uNxjPJ/IUAdTHZq1utvsUQrwSp5Fc34j0o2Wky/Z3LR7gcE8j1rrJ7iAxMkUyKzDqOuazNSgjfT/AC5ZT8/APuOlAHPeHZBGUDAhed2as+EXD+MfGDL0NzB/6LrNspp31C4t2A3xfPlehHrVrwGS3iTxWSCM3EHX/rmaAO7ooooAKKKKACiiigAooooAKKKKACiisbxTI8OgT3KOyNbMk/ykjdtYNtOOxxigDZrm0mGheIL17pJPseoyI6XW3KxyY27GI5A4XBIxyea6McgGuc8Tv9suLDQ1kCfbZd0rAFmVE+bIA9SMZPAzQBP4vlMfhi8RfvzhYF5wAXYKMnsMnmuUtWuNV1PU9NsjaIl87RzqGOIoodkeVx1LAn0HGO1bXiO6hbW4lvUc2VhCLhowCxnkdtsYCjrhgevcin+D9ATw9pbX2oSL9tuB5kzyBV8oE5259OeeetAHR2Vja6barbWVvHBCpJCRrgZNWKxbjxbodrL5cuoR9Bl0BdAT0G4AjJxwOtNXxdonl7pbzyHBwYpo2SQe5QjOMc5xigDcNQ3V1BZW73FzKkUSDLO5wAKxf+ElkvQqaTpl3PI5+SSeJooSv97eQePTAJ9qktNEe6vW1HXI7We6GFhiQF44FHpu6sSeTj0oASzSTW7+LUbqzkhs4UBtYpyNzOefMKjpgYxnnk9KztT8seK7536ra2ZX67rquuritecx+IdRfjAtLLP/AH1c0AZbXS2tw9pKXBVi8JcffU89fYmkvbl1tixAA9zWTqF5vv7ecOVZRjGeNprK1bVWYsA3B6Y9qAKlriTVXZgNzHr6V1ltHj5kG5FX5vc1zGixs10JCPmOMV39hbRiBt6/IV59KAMGynjkvJ/LJRCMEDua2JdSYXEdpHMFhSHdIV5KnPeuRkuvs1wUt1HylgD0HWtCxtQqlFmdpZTukJ9cdsUAOvFN5I/kfvWxyzCtfw3pBj2xuQqHlh6k1s6PpENvZM7pliMdKv8AkQ2itO7LHHGMkscAcUAcj418OQvpM97Dsi8iQBmHfPWuAtYvM1jTrLzJVilmXzFxgFh9a7u/1mG+0CKzlmOJ7tWYKuSwLZ/LGKztW09pPFVjeeQ8Nv50calxjv6UAU9dgm0afUrQqwiXa68noasaeltcaQZiC8kcRK+nHUCtTxlH5+sTpKMxvb4x9O/61k6MBNY2lvAMgjLH88igDY8PW9np2lw3BUSXlyp2bR83JJx+HrWhrXi9LHT5YY4Q8kqGFVJ6ZFZPhi1kjscsAzvI4jdv4UHpVLxKv2TUbKGRScESjjqd3f8AAUAdT4L8N3MNnHc3ZMbPhmBOSR2z6Cu+8kJnHAA5OMVWsjH9jjl6gruHvT5bsDnbnPBx2oAeI5UJKNnjinNO7Aq8ZJHPHam6bfwXrSQxyhpYz84FXU4DAgH0oAx9OOdNtz6xirVVtP8A+QfB/uCrNABRRRQAUUUGgDN1y6Sz0W8nkVmRYmyF6nIxVfQrl0VdIeIB7G0gEkinjeVPyj6BQc+9ReLzInh24ZSRFwJwv3miJwwXggEg1JpMfk+IdYSNcQlYD06PswQf+AhPzoA26oappaahHEyzSQXED+ZDNHjKNgjoQQQQSORV+igDidW1d7/wnHHcBUuGu0trvcCiRsrAncOuGAAx33CrFlcyWXgKwSBnF9fR7bdQuCJJMtwOwXJP0FJ4p0WAz294krosl5AbuENlZl3qoO08ZB28+lL4c01o9cu4biTz49JVLayLcFFK7iSM4zhgucdBQB0OmaXa6Ta+Rax4zy7kks7Yxkk8k1doooAK5XxlZDVn0nSxGDJLdiTzD0jRBl/rkHGPeuqJAGTwBXBX1/eeIvE2mrp84tNN3TRR3ijLzEKN+z0HUBvYn0oA6a71pob/APs+wsJb25RQ0qowRIlPTLHjJ7CoYNFk1Jzda6DIxctHZeZuhiA+7kDhm7knPXitDTtMtdLiaO2RgXbdI7uXd29WY8mrtABRRRQB5B8BTg68ScD/AEfn/v5Xs9xMkyAcHjn3r52+Ft7NZXd46OwiDxPIq9WwHx/M16m/iq3hkdy7KrHjcP5UAJChtfEGpx2wRVQq5iDAZyvJA/KuV8QeIJJb+DyWO7OPLPqD3/Gkk8XWKate6nPEftWPKiXbj5Md/U1m6dK2v6jNdfY8PjELLgAH39aAO3sLaWTTYzvZtwLu57seTVyytHV95ALZAHHYVn6RqFtpga11JhBcr/ef5MY4A7ZrpNPeO4QlJUdSc5U5oAXUrOK401jM5RUXJP4d68y8HtEY/MiQmVZ5I0kVeg4Oc/jivQPF008Ph6eOEkNIChf0GDR4f0CGz8P2tuqgSeWGJAxk9TmgCe1neQIzkbwApOKZc4ggkJzk54NSiMQEKwx2H1qPU1Vo15xxz70AcvqV3HYaPdyttL+WcBu5PAH61qaME0Tw5Z2rHMuzOPc81xnjmfY1mmHMIIMmPY10elztqkaXwBCsv7tDzigC/JFvnSWeTMnVVPRR/jW9p0iMHUAfLwBXMXKyS38DLLtVCyurDqMdq6jTbYJEjq3IHPuaAOb8Y2tvd+RbzoFi3DLcDA6muR1Xw7/ZenRXttKQ0rHYvRiM9R+ldF48uWNzBZwPtkaRVJ9M9/yqeaxtptPjkDtNMvyeZKckAcHHpQBxGlzaxHM8gZvlUn52JxXUzahrH9kea+CxjBxjPOOtVvIk0vVrG4d1FtOzLIp7j/JrtYo4JoFSJVMe3AX2oA818N6nKuqOXbPmoeAc/MK6r4ftu8QeKm55uIDyP9g1z2saNDpXiWyg0a6LX80hkkVgCsS++Oneuk8CceJfFgyD/pEGSP8ArmaAO6ooooAKKKKACiiigAooooAKKKKACsDxjJs8PSxlykc8kcMjcABGcBsk/dGCee1b9YXjGN5PC19tdVVEDyBm270Byy57ZAI/GgDbjRY4lRPuqoA5zxWBYbZ/GmqSmRpTBbxRKRwsWclk9CeFb8a1/tsUWlfbnR0iWDzihHzAbc4x61maDbTy3N3rVzH5D3wTy4Bj5Y1HylsdXOefQYHagDE8Whn8ZaAlrALu8VZGFsz7EA4Id2x0BGceoFa1v4bW+na/16NJ7ppNywLKzQxqBhV2nAb1yR1NZ2hTnxN4wuddiZVsLFGsoFP33YkFmI7D0rq769h06xmvLliIolLMQMn8PegChqd5aaHZxJBZq8k0ojt7aFVXfIensOmSak0fTp7SJp76dp76f5pSWJRP9hB2Ufr3qlo9ibvVrzWb3TzDLIUW288AyRoFweMnbk546+tdBQAUUUUAFcB4vYrrGonJA+zWQOP966rv6868bsE1PUGOTiCx4Hf5rqgDgdQuli/eSNyfu+9Z0dwtw3nSDcOML61BrDPJLk9AeKh06KV7hPlyD2oA7fQbbciuclicc126BYbXb0LcEdc1z2iQeTCp25PHy+1dDdMoVVzk4zjNAHEeIYWgCyBeAcnFb/hiwW58i4LApIxwfYCs7XMSYhJwCSSTVrwvJNpc8luMtwTEmcjkE59hQB35mtrfdFuwyjPpWNewy65ONNiyYyQ0rgcAen1rLivGvLhl3NI6ufMY9M+gruNKgisbAFsb2+Z2PHNAHHa3osWmalpVjYwb3Egnlb0C9AfqaxPiDPNcSQRPC0csaBgQeD8w6Eema6VLyXUPFOqyAKYINkIOCCGUZOPxNcb46W5aNbsSM8UMg3Z6rk/y6UAO8RSLpJ0u7lZ51e3aHJbndt4zWXo3m2nhL7SMG5um8q3TnPOQT/P8qwvEXiEanb20aMSsTbiD6gV1vg62ludKg1K7GFiTyrWPHCqOrfUnigDqdOsf7NtIY2+7HFtXnvgZP51jXcsOp3d5etGXgtVW2hbrl85Y/wBKueJNQXTPD7uzxrPOu2NGbnk9cVjz3cn2TTNHskIjOHkl243N1J9+e9AHpUuprbWsMeGyEBIUZwKr2WqW99c7BJtJPQ/KT+FTaHpZESyTg5b15JrYXT4XGJIo8AnAZAaAMi00GbT9emv45ywmByvoOvNaJuH5ADE9PoKtJplrGylUcZBAAc4A+meKspbQwDaF6c4PNAGPpn/IMtv+uY/lVqq9j/x4w/7gqxQAVAbqP7cLPBMhiMpPYDIH+fpU9Y9+fI8R6VMpx5wlt3z0I27x+OU/U0AbFFFFAHP69/xML6y0QSOI7os90sf3vJCnqewLbR688VY09l/4SPVkhOYlSDf6CXBBH12hP0qxqej2upqrSAx3EeDFcR4EkZBzwfTI6dKxPCEt5NqfiD7bteSO6WLzQNu/agAO3txtP4n0oA6ug0VXvruGxs5rq4cJFEpZmJ7UAcbfb9S8awtktFDdxW6oB97ajSsc+xK/98it2x/0bxfqsDDAuoYriP32go38l/OsXw1ZTPqdj9pVoZbaBr1wxy80k24ZP+6B+ZrWjmRviBPC7EyJpqNGMfdBkO78/l/KgDoaKKKAMbxXcCDw1epv2yTxmCIDq7vwFHqahsreOXxD5cUax2ulW6xRoqgASOMn8lC/99Gq+qXy6n4psNFtgWks5VvbpyMCNQDtHuSSPwq54bPnxX987ZluLyUMAMbQh8sD8lH50AbdFFFAAaKKBQB86/DyXy4dVHQt5X/s9egzR2tnYNf343KmOSOnoBXFfC22F0uqoU3YaA5I4H369J8YW0a+BZlkwg4Kn3B4oA5qy8Fv4gY65ct5dtNzDADliO2a7rRfDlnpGmBGtkEjZPPJUVQ8KQTvothOkjiF1SONWPfuR+RrqLyRfMYbhnHU0AYM/h631CUpdIZYicgVUg0ceHdUtlW4xbXBMagDG1uo+vpXX25XyzxyeAay9X0+K+hl3Aq8PzI3o3VSKAOX8WaxHb+Hby2nnD3COUXJ5cZ9PxrrrK6kbQ9PuEjYfu42de+0jn/H8K8w8Zw3MkjXWoWEUM1oqSbvMH74Zx098V6R4a1FfEejQXBjaKNkwQO/tQBYuUS5jW4iyVbBGeK5PxNrUGl226WQBsYVc89K7q/dbSznmaItFEhbA/iAH/1q8Hlsbnxr4ha8bfFFLJsjUAsFA4yT6UAUjd33iXUlt7dZPLkIVuM4Gf5V6tY2kOlWMNpGMrCu0sT3q5onhW30OxRI4wXwN0hHJwKgkjL2s0lxHkO33cflQBS+y/abtSSRsbjHSultZkjjHBRV67q5+1cRStk9Dgn+VVfEesPZaci8b5CFI9PWgBt1aQ6xrTXTSAxRfMWU9T2/lVkRKsMcMUnyDLH3zzWLoNvu0+7PIilcEJ2FXtsiyBi+c0AaV7pcGpQoWODEMrUsty2iaJNcMpZokJAA/IVJp4acZTICjPParGv2vm+HLvLFMxsQe/SgDgPCVndXlvc6vjfd3MjZkPJAz0HoK6D4fo0fiDxUrnLC4gyf+AGjw2yaZ4Xg4J9fxqTwNJ5vifxY/wDengP/AJDoA7miiigAooooAKKKKACiiigAooooAKwPF7SDQWiVisdxNHBKVAz5bsFbGeAcHqa36zPEcSy+GtSRwCDbSHkZwQpINAGZ4vlittBg00SOn2qWK3CqWLtHuXfjHP3c59qk8Xa9/wAI5oW61VTeSlYLSIjO5zwOPYVAJmvtW8NRIrBkt2vJHJ/hMe3GT1yWGa5X4jX3neM/DultGJY1mSVkXljuYDHr2NAHaeF9KPh3wzFDePGJ/mnuZOAN7EsST7dM+1Z+lafc+JoLHVdWvIrm0DPLHaLDtXduIUk5+YADIyO9OlWbxLreq6adVkhsbVVjMdoFy+4EMHcg8ggjAx1FdTBAltbxwRjCRqEUewGBQBJRRRQAUUUUAFec+OIDcanfoM48mxJwf9q6r0auN1vT59R1/UooCAy21ixJ9N90P60Aeb6hpSpblowAg4JasyyiKghEJI4yK9Bv/DPlxgtNI4z8y54/+tVSysraylkfyi0YXOFXOTQBDo8l8zKhUDB5+ldbLAIbctITvxnNVtGs4pNJhu2BEk43qPQU+8uZHnAYjG7IDcg/WgDIOnDURPPI7JGi/dUdfaoY7iG01JliRQ0kCqHckmt97cW+lSqjZO3JOe9cHdXEc9zbSSNhEOxxnGfagDW0HSb+71S5a1vVWGN874xuBJr1NTJDbqjvufADHGOa5/Q4rTTrG1SFVQytk7R1OM1N4h1Y6dotxOCpYDC+5PAFAGHod9HHa6rMcYkvZW3nuKw9cmN/ol2u3MZO4kegPWtbQdEZNNhN7kY+Yx+rHkms3xtqEOk+H5I04kuW8uMY7d6APMrbTodR1hYoN32YOA798Zr2mCJGt4LeFAsKIAoA4GK8w0+yeysraSM7o5wJGcDn/Irtf+Ek03S7co12HuFQbYlGTmgBfFVrDJ4i09nKmOKNfNGMgfPW3d2sUnjXT5Y5I3SSPAQc4xXI2s2peKkmihgWHzXCyXEvBUD0Fd74Y8KWuiyLNK73N0PuyP8A0oA7K3jQx7GYj8KuMmU+XGAMEmq0XUMcA96ulhhQCM4zj1oAhPyHGzpxmomfdIAM8CpZXKRMSOe1UI5PNJxkNmgClYf8eEH+4KsVW08Y0+D/AHBVmgArN1qznvLJfspX7RDKk8YY4DFWztz2yMjPvWlRQBV06/j1GzW4RHjOSjxuMMjA4Kn3BFWqxfDa/uNQk+6JL+c7P7mG2/rjd+NbVACHpXEabnSdaubglgxv3hvFLHlJSDC5zwcdM+hx2ruK4zX0VNT1mNiUS40rzty8/NEx5I/4EuPxoA7OufIOv6yN0JGnafK6sHbiaYYx8vovJye+OOM1du9VFlpUFxNGxuJlVY4IxlnkIztA/P8AAVRjEmgeDna4kC3vlM8jj5i9w/p6ksQB+FAD/DqLPcapqJ3M0120aSNnmNPlAAPQA7vxyarJIq/E2SMqoZ9KBB7tiU1s6NZLp+j2tsFYMqAvubJLnliT6kk1yWpzfZfi9pBCtIbixeMj+4Mscj16c0Ad2aYzBVLMQAOST2pxqjqk1tBptzJdyCO3EZ8x2OABigDjdOvv+Rs8XWbl0IMNsCPlbykHzfTJ/LNdb4e09NP0iMLOZ3nJuJZj/G7/ADMQB0GTwK8z0PXLdvhwmg2z+dqF5cPbRQp94IzcsfbBPP8A9evXIYkt7eOGNdscahFA7ADAoAkooooAKOlFFAHi/wAFURrbxAzDobb/ANqV6D4uhkvfCN3GqkKihiAAeK82+EFx9n0/xE3b/Rz/AOjK6TUPE19qksfhnR0V7i4G24mPOwd/070Adf4RZE8DaSWHzJGxUnscn/GpW38s/wB9zwuc4HrRZWCaFpFtpwmMwgX757n2FLChcGR+CTgk0AadkrMTjkKMD3piNDd3ogXIEZy3BGT15q/ZxIsX7vAHvU1vZCK5E2cgg7v6UAcP8R/B41vSZry1tpH1CILja5+ZRnjb0PWuf+Hni2x0/SX0jVJ3tbxG2J5i4UjOAPY8mvYbv5VBUd/zrx34n6ZFousaf4ptLWFwkg8+Nvuu45BI9wP0oA7fxlfjTfBeoTu3zeSUVs45PH9a5H4W2sd1ZJOcFYwVz79T/OuQ8QeNNQ+IU9no1hZtAsrjdFv3bm9c46CvWPCvhhfC2kC3WTeTy59W9qAOmZEXDNnAGPasbU7eNbRwgABzW0OYlXrkVka4pFkzLkcYoA8/muJDqHlROpDygj6DrVLxdN5l9bW6jJ3ZIHOaopcOfEiIucKcDjueaePMu/HcSRp53ljkZoA6rQNJmMcMKnKKf3x6Y4yK2ZtLjjBKjjd0rWXZbwjGFeTG4D6VHhbhCG6bufegCtbweTAzQoS2OAazvGN1Na+G9mPncYOPfiunt4k2kJj5TjFct8QXU6E6Yy3WgCpp1slxp0MCrkK3I+lR+CkEfivxcgGAtxAP/IdN8Bzm9tE35DBjzVrwuoTxt4yUdBcwf+i6AOvooxR0FABRRRQAUUUUAFFFFABRRRQAU113Iy8cjHNOpD0oA4XwQRcX6szF2s9PSHl8hCZHztHYEIv4Ba4yKC58efFSWVVktrezOJGRiGREOByOhJ9OmT6V3fglbXSvDF/fzSeXBJdzzGaXjKBtoP6VlfCqFri48QayEZbe9ucQswxuALE/+hCgD0CxsbbTbRbW0iEcSknAJOSeSSTyT7mrFFFABRRRQAUUUUAFYkWf+Eq1naMn7BZf+jLmtus3Tcf8JjrORn/iX2X/AKMuKAM7UchDuj3gjnjpXIahcJZmRVVwCdwr0u8thMG2r+HrXPX9lDIMFNzYxkjoKAM/QL62n02C3if5o1xjHOKe1t5t5vC4Ckkn3qtD4dWJhLayeVITxg5z9avDSrtrdhPd4yPuRLj9TQBha9qogsHjWQ7wDwDXMaJp5vrKc3W7bLyOx+tbureF3ntpfs7MZTyoZutT6Lqtnaullqdt9kuEG0Bx8re4NAFSz03xQsMT21xHJHbsWVZDtyMetWdJfUvF186XUkcNvZSq5twu4MceueldZqdu7+FrySzI8zy9yYP3h1I/GqXw6ZrvT7zUJljDTzACNBwgUAACgDci047AWY8dPauJ+JHhiK6sxfm5ZEtY+IgOCa9PuE2xgAAY4Irl/FOiya5pEtlFP5JbBLEcGgDk7uwtZvDNkLQKsQtVC4Oee9chod3baJ4iuIL6FJZZceXK6g7T+NaOhXk+kyXPh/UC3mQkiFcds5rF1/TrmVW1FVPlwEZbuck//WoA9b0eyLO023aGwcgfe9zXUWsqpsHHFYvh66TUtEsbmPKiSIdeucY/nWmdkAG8AevpQBspOBF82M+tWYm3xIQcccmuNfU5WvFhTJSuqs5m+z84zjigCa4wQW6Dp9ahtUUZB4YmpZZA8e1sA5z0oh2iQ7BgZwTQBjWP/HjD/uirFQWX/HlD/u1PQAUUUUAYWn/8S7xFdaYsmYJ0N5Gr9VdmIcA9xnn2z9K3awtdk+wahp2qyRs1rbGRJmXkxhwAGx3AI5+ue1aVrqun3spitb62nkVdxWKUMQPXigC32rm9atVm8R6YikJ9qhuLeU/3k2Zxj2PP/wCuukrkfFUcdx4j0C0NzJbvO0qM6HBMeAWUHsSQoyO2aAG6FM+s3Wm7yzQ6bbkS4yF+0A7BzjkhQ3GeMirl/KdV8WWemRlzBY/6VdYwAG/5ZDP1ycewqvqulXHhzSL280K+ktY4kadraRRLGSMk43crn2NZ/wAPtUbWtR1jUmVA9xHbPJtHAcIwI/QHHvQB3Zrzm4YXfxvshDKX+y2jeap6JlW4H/fQP416MeleW6uU8K/Fqz1ST5bTUE2yMT0Y/KT9B8poA6H4jeJL7w3occ9gFE0snl+Ywzs4Jzj14rAtfAOt+JbWK68ReJJZIZkWRYYDlcEA+yj8BXR/EnTP7T8FXu1d0kAE64/2ev6Zqj8JtbfVfCQtZiTLYv5OT3Q8r/UfhQB0OgeE9H8Nx40+1CykYeZ/mdvqf6DArapaQ0ALRSUooAKKKKAPm/wffyad4d8QSxH5ibcD8d9ep/DbS4NP0E6tIM3d4DmQtnIz+leJ6RcNHpWowAkLI0RPHpux/OvWfC2tTXegWFnGCPKTYzZ6AH/CgDviHuJgWAMYXcW/lV+3shJD06nPWqulQyXNvmT5ecge3aukhjWKMBeuOc0AUkdkO3sPam3V1I08MMAIydzH2FW5UUEnA6ciqV4ubUBdu5iAp/GgDQjYPjcB75ryX42XCpo1pbq4HmT7toPYA9vxr0+K8HlgkEEfLzXz58WL66uPFXlXLIPLQYROgGTjnucYP40AdJ8GvDUMgl12XJljYxQrngcck/nXsxjV4NjEjPUjrXlvwbvom8Nz227MsVwWK46AgY/rXqOdw3Y/AUAQXEsNmI/MkKgcAnv9ap6vPHLp2VxyCevtWP4msr6TcbNnM4kDJk8Y7iotSWS08PK8yeZcqjcgfdJHNAHl4n261PckgCNy+fpV74e+ffeK7y9Y4jVTnI6kmufmu44rW+3n53I2g9etdH4Hu20zRCZRtedyyZHrQB6W8/myL6DpV60hCsB1BOcVh2MnngyPwvetywKsGlRSRkdaANDzEjUqfvYOOK5fxjAJ9O4A6Zwa27xp3kKjGwMCMcH3rM8UMHsCcjkEUAcr4CkEErxAA4JPFaHhhw/jbxkw73MH/ousrwHf26avNBLgSPIUQYrX8NADxz4zx0+1Qf8AougDraMUUGgBO9LSc0tABRRRQAUUUUAFFFFABVTVJGh0m8lXduSB2G3rwp6VbqtqMjxaZdSJjesLsuRnkA4oA8c8fahLafD/AMNadCP3E9usrOP4mCjj/wAeJ/KvRfh5aLZ+BNLUIVLxea2e5Yk5rwXVNcm1u00nTHCxxWSeUpJ6lmyWP6flX0rpdo2n6RZ2TSeYbeBIi+MZ2gDP6UAXKKKKACiiigAooooAKzdN58Ya2AMn+zrLH/fy4rSqlou0+Ndb3dP7Ns//AEZcUAaXltgljyewrGvYkiYlskk56V0FzgdBnPrWRqEbFcA8sOtAFKGSKGcBV2lv4qlnkDFVHByecdhWdPJtVnAwydc96ZuberMzc8c/SgBPLLys/JDfr9Kmk0a21O2khuERvlwu4AlTjrU9jEXUkjgdB6CtSONlj4wW4oA4/R7g6JcXOh31wJNse6E9Ny46fWs74c6wRdXumx27mFJmkWQDhc9j+VP+Jf2W0gs718i7EnyBeMgdf8+9P+HGn3J+26xcR+THeHKRqffOaAPQnYsNxAGe3c1EYjkNkkEnA9BTiA8SYGefXtTgVjUdSpHXNAHkvxMsbfSL2z1i1GbkybXUnIYD/OK52TVdZ1S1/sy10V0NxwxfIzx26CtTx3qH9teNrXT7Ybo7VhuxyM55rorKeUHYjLvUg5xQBs+CLG50nw/BZXYUSoTkKcgc+tbN9bmUlA3Xpz2ptnhlXZ0HXitUwx5KsAcjr6UAZ1tp4Q+YVAOABWzBKqQrg4YHOKi8sbdgAGBx6U8bQwVsfT1oAmWZcNuPPr3qNWlluLcwEGLnzfy4rnvEF7eRXCwWUqhyclcdRV7SYZ4ZpGdiC4HQ8flQBLY/8eMP+6KsVW0//kHwf7gqzQAUUUUAHWszUtEtdRgVQohmiJaCaNcNE3qPxxWnRQBkDSNQcAza/ebhyPKiiQA/Tacj2NZc+lajYa3aXrG41i1gVxHGxQSwyNxuz8oYYyPbNdXRQBkC6s/Euk3lmhmiZ4zFNHJGUki3L3B/n0NcZ8HwLW01vTXz59tefPzx0xx+Kmtbxhqdv4V1Ky10zSoJWMFzAnInQKxXj1B6H3qt8L7O4ay1PXLiPyv7UuTLGmMfKCefzY/lQB3tcn8QPDSeIfD021T9stlaS3IPU91/HH8q6yuY8e60mi+E7yQuVmmQww46lmH9Bk0AcXpXxR0seEUsNYiuJrtYzbuka8SLjAOc8ZHWqfwfknXxNqSWqSjTZIixDDgEMNuT64J/Wuj8CeANMh8PW95q1hFcXtwBKfNGdin7oweOnP4139vbQWkKw28McMa9EjUKB+AoAlpM0tJQAtFJS0AFFFFAHyZp0zLbXEI6SMhP4Z/xr334f6AkWiW7FSXkXc24V414H0GfxDraWkIwoId2I4AGTz9elfUGnWiWdsFQYCjAoAvwxJCm1QAcdh0oNwuWXoR61Rj1FZHZV4K8ZqnfTyshWL/WYxuHSgC3e35ht/3aFnZgAPqapPdSTyFCAFU/KB7VWhS5CZZwzDjj1q9bqnXguRz9aAKd1qEGnwCe9mEURIG5uBk184eLtQ/tLxTqF0HDq8x2sORgcD9K9g+LtzDH4VEbKS7SjYQehxXgfJOaAPT/AIPys+sTWwnePGJdq5w4HUH9Ote6q+MAZIr5Y8J67c6DrcNzb4OTtZT0INfTtrOJIY2XkMoNAE8zEjPofzrmPGF99j0aUDA3jv2rpCDIQzjGewrzT4t3L22jpGpxvOKAPHb65NxfyuG+UtxXo2mSNPp1rMjEPgKigdOK8rHJr1z4caZIbPdJ8wY5Az09qAOy0oFLbyOjMOue9ddp0IS1AYDNYENt9mvfLRT/AHs5rbV5SpCDGOgoAsyxZHTNUNY0+OfTpN+Rgbs1oo+VBYcehrH8V6h9j8OXkseSRGelAHE/D7T7e91nULk7g8M/ybW6ev8AKtXw0oXxz4zA6C6g/wDRdY/wdkE6ajJu/eGQE5rY8NZ/4Tnxnk5P2mDnH/TOgDraKKKACiiigAooooAKKKKACiiigArjviXrqaL4QuVWZo7q6HlQ7c5PTdz24rsa8a+NOsh7uy0ZRGwjHnuf4gxyAPYY5oA8kWV1kVwxDA5Br6r8N6i2reG9PvpI5EeaFSwk6k9M/j1/Gvl3TbV73U7W2VSxmlVAF6nJxX1nbwRWttFbwoEiiQIijsAMAUASUUUUAFFFFABRRRQAVR0dgvjPW2PbTbP/ANG3FXqztNIHi3XSe2m2X/o24oA25ZRK5zgKf0qlcHzBtBzz+lDluXB3A+tZVxcSpdbBnHXJFAFO4XNw+05AODxxUUK758FsDPy5Oa0I4lKnIyTS29sEdv7x5zQBbtovKjcbeScVdU84GRxnGO9Vl3RwjkFs8mpRIN+9hx0BoA5D4laNJqWgrOkLNLbN5mfRO/8AT8q2PCbwXHhnT3gYEeSBj0I4P61oXUqzxSxMSA6EHcM5zXn/AIMu7nQvEN54duP9WzNLA59P/rjn8KAPSMNnCYIxXEeN/GUekWr6daHzL6YbVVWzsz3+tT+MPGkHhq3e3Xc97Kn7sAdD0ya5fwT4Vlu7t9f1lS07tvjRuuT3NAF3w34QOmWAubzm9mUu5IyVz2qxbQBr77pDA+vpXUXcyGF9q5wOxrGhiMlwWTIXOCT60Ab9lkKFIG4c1oxMJZ+nC1mGzm+zfu8+YSCCf5Vq28LiIZHzY9OtAEuV87nPTgVHMzryo4b9KkTc1zkr8uepFTzqGjJGOvTtQBz0tn5uqRXMjHKdh39K3bZCWzgegzVaCNdwYgZHIqxLKdhCgZPagCrYf8eEH+4KsVV03P8AZttnr5Yq1QAUUUUAFFFFABRRRQB5z8YbGS58NW9yilltrgF+DwGBGfzxXW+E12+ENIGQcWkfI/3RVvWbCPVdGu7GT7s8TJnHTI4P4GuH8BeLrK08EOmqXIifS5DBJlSTgk7MAde4/CgDvry7hsbSW6uHCRRIXdj2AryOCXUPil4rgkeDytDsH3MpPUZ7+rHH4fzrXl9qXxT8SLp9jvtNLgyXbcSNueGYdNx7CvXtF0az0HSodPsY9kMY692Pcn1JoAvABQABgAYAFLRmigAooooASlooBzQAUUUUAePfAmVYk8QnjeRb7f8AyJXrr6n5UIWU5bH8IryD4FwCYa8T/D9n/wDalewmzjfMat83qR2oAwbvVordGlbATOc9M1p20q3lmk0bDLLlcnH0qpeaXp2qRyWfmK0gHIHWsufwbM20DUJURf4Rn/GgDWa5i0fTmn1G5ijZzllDcA+1cvH43il1idYI96bcRspNTz/D+OW2cC8LXB+5uHyrWnYeDLKwjiDBXkVQCQPzNAHJ+MtMvvEmkARKxljJcIT1rxie3ltZmimRkdTgqwwa+qDHFHlAqgY5JHQV4h8TIYbjxGgtEy7qAQo5JoA5fw/Zm+1aCEd3H5V9NWBEdnEg6KMV89eFIxZa2n2hSjKcEHqK9us9UVoxtcEemaAN5bxXYr6V4t8YdRkm1qGzBPlqgbr1r02XVLK1jeaW4jQLnOWxXgPi3WTrviO5vQT5RO2MHso4FAGXap5txGg6swFfSXh3SV03SoIwADtyTXh3g3wrd+I9RHls0MEWGknx909gPevY7ZPEOmxzWiTRXkfWKaY4I46ECgDYSfZqoSVh84G09M10ClFGzI3bSQK4L+2QIDHqsQsr6B+uDsYexrb0fVWvXkkljVQD5aNnllwOaANkyyLLjjbWD45kVPCV6Wfb8n61uSQLMknzEb1xx2rm9Z0ptR8PXWns5eUxNsY9dw6UAcN8GdU8rXbnTmIxcR7l+q//AFs12XhoY8c+Mwf+fqD/ANF14VYajd6BrEd3bkx3Fu/GfUdQRXrnww1eTXtS8S6pMipJcTQsyr0BCEf0oA9GooooAKKKKACiiigAooooAKKKoa3fJp2j3Nw1wsDhCsblC/znhcKOWOccUAXzwK+YvHervrPi6/uCVKLIYoyox8qnArtte1fxqdOMUOqyTyiAzX0ENssbWi4zhnHTjtkH2rziy0W/1G9toIbeVpLqTy4iV4Y9+fYHJoAt+Dk1BPFVjPptk95PBIJBEvG4Drz2HvXv8Xi5IY2/tbS9Q0+RVDkNCZlx3O6MEAD3xT/CXhOz8LaWltCFkuWGZpyoyx9B/s+groMUAQ2l7a30Xm2lzDPH/eicMP0qesK78No9zPdafe3WnzSqAwtyoRmH3WKkHP8AWnaTq1218dK1WGGK9SBZVkil3LMM4JAIGDkdOetAG3RVSXVdOt7kW01/bRzkZ8p5VDY+makt721u1zbXMMwPeNw38qAJ6KKBQAVl2OP+Er10E4B0+yH/AJFuK1KyLZS3ijXAM5Gn2J4/663FAGxECeGH4etMktkaXPAIpIpWCDzMZz19af8AfYH+HrmgCOeJI48FgN3fFJ5CpAp3DJ69qdfLKsCvCqudwGD0xTWdbf7pAyORigB8jxrDg8EdyKqzSqNojPBHHPepLg7lbIwMdaiMYZUXgY55oAhdRIwU9QPTvXjPjDWrzQvHcl1aSKZY1CgMMj7uMV7NO/kQSTTcBATmvnHXbs6v4guJhk+ZKSPpmgDpvCWkXvjTX5NV1R3eFG3O3YnsB7V7OY1trYBACAABg1leDtHXR/DttAFw7IJJM+pFa1xI3knIHB6j+dAGPdM0dsSeM5J7cDrTbKNSLbIOWO/8TRdI87BN3B4zjoKtwW2GRARhR+GMUAbdnMoiw+1ccDJqzDKZFC5BrlUS7EgJYYD5YD+da0Bkw/lgZUEjB60Aa0XdGGf61Be3UMSqHbbvO1MnqfSqNkLmctLIcMDgAnpVvylmXM/zFTuU46GgARcSDccDHQU2QsxH6GkkOIwuTnOARTVkYypGwyVG4sOmaAF03jTLbP8AzzFWqq6d/wAg23/65irVABRRRQAUUUUAFFFFADX6V80+OrT+zvGep2dvlI2mDhAePmGf/ZjX0s54NfOWtFdf+KEkSj5Z79Ycj0BC5/IUAe2+C/DcHhrw7b2yIBcyIJLh+7OR/IdK6KgcAAUUAFFFFABRRRQAUnelooAKKKKAPJPgFnb4hI/6d/8A2rXsKqVZjXj/AMAOniLj/n2/9q17BK+x8DrjpQAxbKBrv7QABKgxuA60ksw+0YZMpjhs9/Sp9x+znC7WPasw20zTn5iBnNAE6ShpvnwozwTxmlum2IAp79ahMNvcT+RNgyIN4XPIHrUGpyLZWpIPJIC59aAMPxDqcqIYrOMy3BHCiuHsvDuoJq1trGoxEqGJZCPuDsa9IsrNbcfaJsbmP3j79qjvrkTu1rCqlivJPRQaAOJ8Y6FazWh1C1UJMnJ2/wAQrB0zWn0+3KMGCE13eqxILSO34cMvzDHUCvPb+yghV5Y3zhsIhOcmgCK6lOr3xg2mOSc5VmzhR/Wm2uhWcPiWCDyPPS3gMswY58xhkj+nFR6fJLb3onlxIink+grQ0+aB79lt8OGJ/wBJ2kMAe39KAOx+FgBtdTkeMxM9znyhwq8dAK7aW1LEsvTOcZrz5zNoqQ3OlTtHJPIqyo3MZP8Aeb0+tdbYXU+p2TSXspilikZfJgOBkd89TQBf1SysLrTfJ1Bo1VxtUsccnpXnkumXPh29jvbeaVrSKXbIuScD+td6LS01En7ZGZGwAMsRitCfTLeTTpbcJmORCDn3oAzbXXjPYJPb2skhZsbMgEDNa8KrNtl24LDOPSuE8OTGx1C402Zv3kQ4B/iXoDXf2ckKxKBhQB0oA8Y+Lug29hqVvf28Yj+0g7wOMsO/61ofBHi21zP/AD1i/k1Wfin5viC9ttO01BM1qjSzOOAgOMZNQfBZGji11GGGWaIH8moA9VooooAKKKKACiiigAooqlqd+9hbBorWe5mc7I44U3ZbHGT0Ue5IoAk1C/t9MspLu5YrFGBnAJJycAADqSTXMXMpuLlNa1xJbfTYJFFlZkMZGmDEK7IB9454XnFMkutKsLiKXxRrAmv41RzA5xDA+M8Ko25yDgtk8Vc0u3ufEVxDrOo7o7JSsthZhuB6SScct6DOBQBjMuoWfhyTTFtXj1PXpriVB8irDuOcMWPXaenJ6+lal/pEukJ4ens7V7yLSsxtEmN+1k2lwOMkY6d81JcLJ4n1trUFE03S7lHd1B3yzKCdobsFJGcc9q6igChZ6zp9/ZC7t7qNoiOTnBU9wR1BHoaxX8R6pfxM2kaHctBIoWK5nIT5mHytsPVMYJOe/SsoWfh+58WakfEUVrHfblEEU+1UeI5CsDn5mPOc9OBXeIixRrHGoVFAVVAwAB0FAGEmmeIZMxz69GiJ9ySC1USP/vbsgY9hzWPr/glrmwmuv7Q1HULyFfMhimlG1n6kAADGRxgHFdvRQBg6NYaBfaQptNMt/ILnfFNB8yyA4IYMM5B9asyeGNClfe+kWW7ruWFVP5is67+0+GLu71GFDPpUx865i3YaBsjdIvHIxyRntUzeLrWQBrKx1C8TBYvFbMq7B1YFgA30GSaAOgAAGB0oqlp2rWmqpI1o7t5TbXV42RgcZHDAHoau0AFZ2mqG8W66D/0DrL/0bcVo1Q0nH/CXa9kZH9m2XH/bW4oAp6vDdGeIQsygdSCauWzspWJn5OCxrYeFGAZcAsOQazrjEcgzx15FAE9zJsiJPBAOAR3qjKjyrEQBnOWz6VNN+8ZI/mwOtPLjeOSBjANAETFyNp5H1pVceuQD3pmA5IDk57VTuJhEuS2FHUZoAx/G2uQ6XoEpkkUO6lUUdSSOK8Z8IW0Wo+JYVm+5vBx+NS+Otbk1TXp0EjGGJiqqTUPgeUp4lgwM+tAH0SCywEBgoxjp+lQO+IcNgZ4GKlZjsJ9RwagBKBlGSD/FjNAES2wKtv6Oew7VcghKsSQNoHp0qrc3n2eP5Rvfp6VJZXQZBwOfWgC95cYQYGC3OetMgOXJGVB6n2p7yME+X73ofSq1uSbk7uABQBeaTahCjK9sUhdm4C8HofSmttaQfMxPQqBUkjrEnv6UAV7jmVQMeu4VIEGc5PHFUWS4kmDKQMetXSrIBubcT39KAG6ac6bbH/pmKtVU0z/kF23/AFzH8qt0AFFFFABRRRQAUUUhoAxfFOvReHNBudRkAZkG2NP7znoK+dNE1QQeL7HVLpul2ssrf8CyTXefGPW3m1O30dCPLgTzXwert0z9B/OvL8YQEHBBoA+uQQwDKQQRkEd6WsXwhcvd+D9Jmcku1qgJPcgY/pW1QAUUUUAFFFFABRRRQAUUUUAePfAi+htZdbjkDbpfICkLkDHmdfzr1+6kd5tqD5T3ryX4Bpv/ALfyBwbbn/v7XsjQHeWBytAGbbvez6gUddkCDCkH71a4i2jGcngZNIdsce4YHrVNdShlkKq+SKAGx6Qlvqst9vLPIu0g84HWq2oae+pSPDvKQrgkjkk9auXl0YY0QczSttQCpo4hDbBS3znqx70AZGpXtvptm3nEMqDuK5zTtUgewa+cECZ2/DBwBWjrsywLObqONkbHlrnkmvOxfXt1fG3hKpYs5UuR8sZJ5INAE95dtNdy2djNIBJnfIzZKr1wKq6ZZIXlkj3shG0SuMk+uPSrx0xIHmggbfK3ybuv1qd5Da6PFFs2dRkDr70AcdqkQt3McTfePbuK2tAsPMieM4Q57Gq2oWEkkYlGdwI6ir+hx3No2+RRtIzx3oA6zT5DY2MkMtu06bT0Gc+xpNGuksbCG6hRzhBHdQkdCOh+o6fSp9DvUuGZmwFHrTby4Ww8VQeQqGC9QJcKf4WzhW9s9PwoA24bu2d1lgy28ZIzWxFfI6mMsFbHSuMw+nXLzwjNsZcSDGSnuMdquG6imjaaCVXcHPytQBR8S6bI10dTsW23UQOGzjkc4PsRWK/ifVLiz82O3S3ATLu75z9F/wAa7a8jk1Dw7Oq+X5xTchc45rzXUpo001baGJlkK/OW/XFAFrRtWMllco4zf3L5bI+8uOMe1bHw1tjaav4ngPVZ4e3+wTXHaf5kVzHdbuIuc46V2vw7uDd654pnOMvPAeOn3DQB39FFFABRRRQAUUUUAFc5r/ik6Yl3FY2E19cW0IlkKY8uIHP3znPQE4AJxS+Ip727vbTQbGT7ObxGkmuN2CsSkBlXj7x3e2Kp69Z2Nna2ehadDBbrqN0sNzFAih2iKncc9jgdTQBR0PSIZfEFtEzR3X2OAXV1Ocnz55c7Tg91UHBJ6HpXdk4BPtXMaG0J8XauLBwbJYYlk2EsrTDKk59QqgED8ea6d2CqWJwAMkmgDnvBKsfDa3LnL3U8tw3PALOenoK6KuE8D3lx/a9/b5drS6D3sQGNsW6VwPoGUAgc9Ca7ugDlPEunJBeDV2jkntZFEGoQ7Q6+SAxDgdcqTng9KNK1O90O0tLLVYfPtSY4bfUYHDI4YALvBO4HOBnBFXfFtzLHpC2luW8++lW1TaBkhvvcngHaGwfXFVtGsYLvT9S0G8BuLWzuPJi3tk+XtVlG4c5XOPUYFAHT0Vy/m614ZtUe6kTUtMgRvMdVInRRyGYs+H44PQ106OsiK6nKsMg+1AGfrxmXQb824QyiB9ok+6eD1zTtESFNB09bd5HhFvHsaT7xXaMZ96fqkdxNpV3HahDO8LLGH+6SRxmq3hu4in0G1WKOWMQL9nZJcblZPlIOODyKAKl552ka/FeRyI1tqU0dvNE6nKMFbaytn2AwRXQe1Vr6xt9RtXtrqISwv1U/z9j71ixS6p4djCXKm/0yMkCaPJnhXPG8H74A7jnjoaAOjrP0shfFuvE5/wCQbZdP+utxVq0u7e+tkuLSeOaF/uvG2Qaqaa23xXr5xn/iWWXH/bW4oAx77WLwawi2cvmRhirpjIFbBeWQiQoS3oazbEGw1i7W5EYgYGTey7Sp+vepo5b68nIhh8qBgf38rDP/AAFR/WgBLjVmhdgY0Wfb8qs2f0GTRY3OoXEga5sCyk4DIwBAx/dJrTtLC3hTZEu5gMGR+WY+5qzHstQS5Us1AGFfT6hZM05tYZIv7qybWA/EYPFcXrXjK1lSUWqymcDHlsMV3OuT281qyMwwRzz2rnNL0jTo0eYQK8xJCu3OOaAPDb+zvYJmluoXQyHdkj1qXQrS+u9Whi09ik5PDZxivSvFaLe6hDbNb7kTLtgdQP8A69ZPhuO00ljfsGWSIktH/eH40Adn4X8T3VxC0WqIRJA5id1HQj+ddFf3g/sySWGQGPbuyDzXD29rrup2kkqNDDYXUpuGC9eTnbkcisfVtZ1fR3jimYfY2yGji5GPcmgDt2ulmt0YSfMfmJJ5q5p0zMdrKOPTvXGafrUAbE5VEb5lcntXS6Tf2t0W8qcMw6FT2oA6lG3d+OnWkKFZR0Hc4qOJgURmAO0UNMWm4GQeDz0oAsQOzEjJGQTtPaicPIy5LBM/iadDt5IBLHjdUjIZCOeh4HegBVIjHDDpjn0pGZpRuOcL1AqQRKww3GRz9aZNuWMqnT+dADdMz/Zlt/1zX+VWyQBknA9aqaWc6VanpmJf5VNc28N3bvb3ESSwuMMjjIYe4oAWOeKWPzI5EdP7ysCPzrMufE2lWs7QtcM8inBEMTSfN2XKgjd7daa/hfRWk3iwjQH78cZKRv8A7yA7T+Iqtd3MkdwNE0C2igkUAzTCMCO2B6YAGCx7D8TQAXHjKxtShks9SCOSsbfZWBdgM4Cn5j35xj3p6eLbMyeTJaalHcYLGA2UjMB2Pygjn61b07QbSwlNyQbi9bO67nw0pz2zjgewwK1AAO1AFGx1iy1HcttODIv34nBSRfqhww/EVFrOs2+iaXLfXJGFGEjB5kc9FHqSal1DR9O1PYb20imZD8rEcj2yOce3SuYt9P0NfHlrDZQxM9tbTO8asSsL7kAwM4BwW4HrQB5/4m8BeI721n8SXJhkmlHny2yBhJGPQA9cDHeqng34bXXie0XUbq5Fpp+7CkLueTHXHYD3Ne66pMltpN3NJkRxwszYGTgA1l2GgKvgq20YlrXNsqSGIjIbgt9cnOfqaAK3guaySxv7WzcC2t7phEpPSPAAI9iQxz0610EF/Z3TyJb3UErxna6xyBip9DjpXKKmjzXp0nXVtIbu12rC6ZgWaMgYHBxgnIKZ5weKn8TeGrZrW2urCxjWWzbcFt1CPswfuEDgg4YDpke9AHWUVyul3mpNYrdaVcpq9m7ZK3L7J1PRlz0HPOCPUela1lrcVxM9tdQvY3cYUtDOyjdk4BQg/MMjGaANSiiigBKKWigAooooA8g+A1wsMmvKxxu+z/p5le0SzL5e7OVA7V8//CO6W2k1QDmV2gCL2YfPn9K9o+0GU7UYlD0A6/8A6qALN3dgxBBuAcdvSqdlZRQuGibK9fWrh8oRfvuh4GKzrnbCvlQAgOeTntQBNBeLJeSOWDTK21Mnt7VZ1HVIrOzlnndERRwTxXJ3dvbDVVupL14xBklEbAz71ha9qv29GlYSGFFICMMB27YHegDLnvLnxFqjQLOz+ZJjeflCr3xW3r81hodnHZ2CL5rRlW244Hqa43TZZYLoPEC0hySfc1c1G4jmv5RISWKKuffvQB0FhbtaaKW3ZcR/ePXJ7V0EuniWNEKZGAMGsvSmF9cx+XhoLYgcjq5HOT7V2KyR+YAccDPSgDjNS0xo3SMLiPOTzUdoFFiHI4GVxjmuo1VVku4YhjbtLH8wK5bU2MGrXVkjDaSHAXjGR0+vWgCDTlmF6kiF/LZjhVHHHrVvUJVW7vHETSAiKSQZ/iBP5cCpYp1020EsiloUGWKjJA9axRri3dzqtzZQSTQlVCnyzwAMFj6UAd7p0gMzOANsig4rmtd36PrkN55KLHcHZlm4De9VrnVJ7C2gS2YfcVUZu/SrElobrQpZb9lnuWP3z2X0HpQBaivpLrUcTzxmOGPhIuhPvXIavK17qUzoAFzwai07UvsNxOWyB0APp2rYtNKeayNwoBbluOlAD2SytvDMs80WZXGxUxwSf85q78LYBbX/AIjiBBCywcg5H3CetT6FFFqusWr3Q2wpHIqx9mIABb9SKf4Ashp3iLxbaB9yx3UQU+20kfoaAO9ooooAKKKa7rGpZ2CqOpY4AoAdXLwHUPEl9eyR6hLYWNnO1vB9lYbpHU/Mz7lII7AfXNF3qh8Q39vp2jXky26uzXl3bggKq8bFcjGST27A1t6VpVto9kLS18zZvZy0jlmZmOSST1NAGFfWsXhTSL3WQ63mp4P+k3eNzbmHyjGMD0UYzirMemNplpqOs/JfarJG0qyNEE5CfKi9wvHTNM18j/hJPDyl1fM7/uHPy/cJD49Rjg9OaNfefVdUh8O27rFFLF9ou5eSRGGA2YH97kc9gaAL3hm2Fr4dtFE4n8xTP5gXaG3kvwP+BU/xDeNYeHtQuljEhjgYhSMg8d/b1rRjjSGNYokVI0AVVUYAA6AVkeKruSy8OXbwqplkAhQscKpchQxPoM5oAxLey/4RmXRb0Sm5tPsy2U0qNyxZgY2x/EoyQO4BrtK5PXLJ9M8KaVHkn+z5rZpJV+YRhMBnI7gc/wA+1dWpDKGU5BGQR3oAwfFu5tLt0jUtO15AIcdQwkByPwBp/hnfHDqNo4QtbX0o3r/HuPmZPv8APj8Kg1ffe+J9L09yIIoz9sSYZ3SMuQUXsODznsaf4VkMMV7pk0PlXNpcM0mMEMsjFkbI6nHrg8UAaWsacuraTcWLStEJlxvUZxg56dxxyO9VNEv7uS5vNN1Hyzd2pDCSJdqSRtnacZODwcj2rZrnddi+warp+txJHlJBbTjO1pEkIVee+0nOD70AdFXMXS33hiW4vbYLc6VI7TTwswVoGZgWZCB8w5Jwfzrp6iuIIrq3kgmQPFIpV1PQg9RQBL1pBWBpF5/Zly2iX0sodZCLKSbpNHjIUN3ZeRg88ZroKAEVVQYVQo9AKoaW23xZr7emm2X/AKNuK0KxUkaLXfEjogdhpdlhS2M/vZ+9AFjVpobi5t7eNVkkEyvKv91QD1/HBxRcXdtAjlpAhA+p/Ks+GRreP92okkY5dx03f4VE5RJt0hV3+8Sf6UAW01tS3lwwTlm4BKEL+Zpx3m433ExYtwEB4FUPNLvyAcninxJKX3u+4seBQBPdQQ7CSASegrO0mNTGwblQT+FankfuWYncB3JrBdhPeGwXcII18ycq2OD91c+/OfpQBnXPk3Oul4n3xrFsZ06A55FVNS0qO5VCqc7ueOCK3yIFiQQpGqDgADAFULueYYjwik8896AKltaT6Pc26WF0Y4JEJaCQlkZ8dPan3Utnq9j57QhWB2SxsOVbuKijke41eOJhlQh2einvRqWkSjfPDceQsvEyKvLEd80AcrZwJp+r3ELwmSAtgp1IBGcgV0trp0XlLPZMU43KUOK5b7dFputgXG6RGjMatnnd2J+lbtjfS2YjiMeRJIQXB4556UAdNZa6IJhZ3sqiVVAD9A//ANetZJ23blOB1x6iuUeytbkOZ1HPQ9qzrHxJLYobW5Jd4iVB9R2NAHpNteRhQ24ZY8nPSppdQjSQImGYjpXnAvb6Zy1u2EOCSe1bemSGHWYIJbwSXNxGSY2XG0/X6CgDsxdh2CsArY+mBVlJEKMQc4rJki3qUB/eD064pII3jO1iwH1oA0tN50y2/wCuY/lVk9KqaUMaTaD/AKZL/KrlAGXrd7LYacr25QTSzRwIzjIUu4XJHfGc4qTStLg0y38qIl3LbppnOXlfHLMfWs0Aa34m3bhLYacvy45U3J6/UquPoSfw2L29t9NsnuLhtqKOAPvMewA7k+lAFrNZd7rcNrcG1hhnu7oYzFbR7tuem5uiZ9yOKjEGqamf9Kc6dbY4it5Myv8A7z4+X6Lz71oWVha6fCYrWERqW3N1JY+pJ5J9zQBlfZtZ1SYG6mOmWoAxDayB5XP+05X5e3C5781Uj0yC08XadBAZIobazleMK27zWZgH3k/8BPuT7V1Fcr4mvjpWqRXyFQ6addEb+ASNhH1Oe31oAva1cjUDJoVmQ9xMoFyw6QRE8k/7RGQB+PatsDaoUdAMVn6LYxWWnIULPLMBLNK/LSORkk/54rRoA5O3tIfEFzrzfIkE6i22bgXDpuHmEfw9seoGafF4pjh03yr+GeG6hHk3EjRExRydAS/TaTyD6EZxV3RCW1nXS2SwuEUM3DbQgwMf3Rk4PfJrYkiSWNkdQyMMMpGQR70AcJZQwWHhjTddsJzbTqkMVxgL5cuXVX8zjt83I6Cup1CysvEekkwyW8u8HyLkKJAh9Qfwxwa5Tw5Fa2/iXVdPaOM6XeSN5EWwGB3QKTt4xnk5919q09O1u10GCW0v4LuCV7qdox9nYq+52ZVVgCCSOlAGvY3mpQX32LVVhcykmCe3XapAGSGUsSD156Vr1w+v65dtDa6lbaLqCSac5uZVuEWNfL2lWG7Jzwc8Z6Vs2/jHSHhQ3c/2GYqCYrkFDyM5GfvDqMjg0Ab9FRQ3MFwqNFNG4dQ6lWByp6H6VLQAUUUUAeA/C2Jnh1h1l2BPJOMdfv16vodzJcec5B8tCEVsfePevPPgvZxXcGvCVQdpt8H0/wBZXqGYLWIxRssSL1J45oA0gQ8eHAPP4ViarqUEM5VWHy8YzVK81qaNfIhBG/hZG7e4FPEUFvp0sjIPM253EcmgDCvIob19zcMW3kdN34elUNTiMtwrjiNTt68E1asUZpnuZvwFN1cCSS0ht1LFZQJCBxliMfjjNAFaSwgsLNpxjdjjjmuQuWla5ZxnrXYawZPOEAJHt7UzT/D7XGpwodrREbmWgCz4Qd4bM7mb94d3PrXa2cyTcj5gOlYen6ebHULiybZjaJIh3OeuKsJFdwaiHWYCDumKALeusILqKUAndGAB7g1jarEItQhAAaR48u3ctmmanqJvfEa26tmOJMkepzml1VLqe7ie3kCPtOAwznpQBctNNF1PFHKjyIeCMfKPrTtB0Gxt9J1F3doJFnkjdkY4wDxx361LYX39nWZurtzlF5XuTTvDMbahZXlzcHLNdM4iB4Unnkd6AOYtrGVbuS2vZP38ZAtww5Cdjj1q1L5iutmTwPmYg9fStnXNJRwbnz2huYUJRy4Hvg5rKtba61GwW5RFVpCQ8zMMjHYLQBy/iSBYp4JBw3II9RXQ6MZXsIolkeO0l/duxHOSOAv8qzbrRWvbn5GZliXazsScn0FXJlu7XSfsq/LApBLDrnt+tAHX6Rpm+6NwqlY7dfs8QHRhxuP5/wAqz/By7PF/jBc5xcwc/wDbOum0e2aDQobWSQi4kQuzKe5OeD+Ncz4OjaLxd4vjZy5W4gBY9/3dAHaUVS1TU4NIsWu7hZGUMqKka7mZmOAAPXJrIistU12aWbUpbuwsll/c2kTiN5Ex1kZSSOc8AigCW58RyS6udM0a1iv541LXDmcIkOONpIBO4ntiof7P1bxAYxrkFra2KSiX7JG3mPJtPyhz93HQ8dfatvT9PttLs0tbSPZEpJ5YsSSckknkkk9TVqgCOCCG1hWG3ijiiThUjUKo+gFPbIU7Rk44FLVHV9Vt9G0ue+uWULGpKqWwXbHCj3NAGR4TtVntRq148s+rMGguHlP+qKscoo6AA+nWn6AX1TUrrXx+6hnT7NHD1JEbsN7ehznjsKy51vNN8KrBuf8AtDVLzzFhgY7sO29kDcYwgYbuMV2FraW9japbWsKwwoMKijAFAE1YPjEk+HXjBwJZ4Y2Y/dVTIuS3+z61vVj+K2VPCeqlsc2rqM+pGB+pFAEPjCd4/DNzDEpae6220Sjuznb1PA6nrW1BGsNvHEowqKFA9ABWXq9vE/hS4juYzIsdqWIGQ25VyCO4IIyKs6G8smgae803nStbRs8mc7iVGTQBSuD5/jOyVQP9GtJHbcccOygFfU/Kc+mR61V8QyR6JqljriuI1eRbW7HOJEPQnHdSMjjuRUl8Wt/Gum3FwmbaSB7eB1HKyk7iG9iF4/GuiIzQBDaXdvfWsdzaypLBIMo6nIIqHVrBNU0m6snCETRMgLruCkjg49jzWRpqyaL4hn0wiR7O9LXNseCI2yTIDjkDLDGc/WujoA5/w3qk88l3pV/JbG+sXWMiEkb02qQ2Dz1OM10FYXiXRDqUENzawxNqFrKkkLu5TgOpZcjPUDHQ1Z0bXIdXR0MUlveQ48+2lBDRn8QMjjgjigCzqOnQapZSWtwpKNyGU4ZGHRgexBqa2ieC1iilmaZ0UK0rDBcjucVLRQAVjw2i3viLxDA5IDabY8jqP309bFZ+mDPivXx/1DLL/wBG3FADG06OK38iNn9iTk1z17p88UxIl3D0NdPeyi3Us2c+oNZUk63hO1/YUAYUQvDKoEgADAnvWtC06OCWBH8OO9V/Jmju1Dg7M44HGcVqxSQwoZp2CRpjczdFoAglM80QjxtLDIb1rj4dQmh1C+ZlYmSUowHbbxxXcWwl1kSrGhitB8u85DSf7p7D3rmzZIdXe32AQxjIRe9AC2rZiXeMMT0IqK8khk2xNgyEYyDWobENFtQfMOw9axJdJnt7g3TMW9B6UAZMk7adqyvICYwh564FT3mtfbLdlQHaPb2qrrrNHewOgzlD8uPpVDTJRfSzPyI0GCMdDQBka3GGt42j/wBasgAPpU32u6uLZbZWVJ4uST1GPSqevB7a5j6+R5gIYVfuLNGt7e7Vi5ddwYcUAW4by/urQRiPLKQQxbGTVqLQp1vUe5cAMAQx/rTNIuoSzqQCTwD3FdsbdZrVFYbh1FAHOsb6BSkMUTqv3QTg1i6drc1v4pS9uwoZWCfLzgdK09aSaGSWG3Ls7cBQDWdomntHeIL9NgR8lSPm+tAHrMLQyhbuFhukXlgeKlD5YJsJHXdWLPptvqCxtDK8L7gSyORu9eOlSw2epWzFBcboUOFGByKANqzuIbTQ4J7iVIoUhBZ3YAAY7ms9pbvXUcpI1jpI6y8rLOvcjP3F9+p7Y61oabEk2iWscyLIjQqGVhkHj0q3NBFcQvDNGkkTjDI4yCPQigDDgvDNbLZeHbULbJ+7W8KgQoO5UE5c/TjPer1podlbTLcOhubsdbm4O98+2eF+gwK0VAVQqgADgAUtABRRUF7eQ6faSXVwxESYztUsSScAADknJFAEskiRRl5HVEUZLMcACuI8R6h/b+o6ZpdhDFLam+XzLtirAlMOQg5J4yCcY5x3rcu1utdlgtvs0ttYArLO06AM5VlZUAz7ckj2p2toLKfT9QiIjMM6wOMDBjkYAjHrkKePSgDaGAMDoKCaWmt0oA5O0vLuHVtV1SFPNsvtIhmjiQsSqIP3inPJBOCAO3qOergmjuYI54XDxSKGRh0IPQ1i+E1P9hfMMBp5sIB8qjzG4X1X0NQaPMukarNo08bQrNI8tlmQMnlgKNq5OQepxj1x0oArWWl2N5danodzHHNbWsomtkkGGjLgk7f9kE8EepHaqlyt5JpUulX0ccmo6WsNzFJExYyqp+8MgHd8pBx/e962dQ36b4msr8Bnhu1+xyLx8rZyhGf+BZ9gPSp9W069e7i1HTpIvtEcbRNBOPklRiCRuHKn5Rg8/SgC9/o+o2IICzW1xGDyMh1Yf1BrAMEnhu7V4ILu70t0YNAiiQwNnIKjrt68ZOOKg8KeILWOH+ybyQ208T+XBDMw3BeAEzxkg8cjJGDzmuvxQBy+n6b4c1qCRrax+yXEUvPy+VcRN1B9RkYI9qtrb+INNi8m2nttQiVSEa53JIuOm5hnf6Z+X1qfVNAtdSdJwqQ3sbK0d0sal1KnI5I5HtSaTfXRvrnTNQZZLmECRJkj2rLGehxk4IORj2oAdb+IrCTZHcubK5J2tBc/Iwb09D7Eda1qZNDFcRNFNGskbjDK4yCPcVStNNewkYWt1ILYrgW8v7wIfVSeQPbp6YoA8n+Cc6xJrwZsBvIwO5/1nSvTWtvtLebOCOhWMnI4715J8IJFSbVQ2AWMIB7/AMde4SRrHaZODkUAY4tbeRzPJgkdKwtSnM3yqcQ79rEt6egqXUr6SO5W2hDbnP3uoFZeo2wVY5FLJ5BUY/vFjnJ/D+dAFi8t8DahwCvH+NQm3t2trFhkxi4BZgTknBq/b77lmaQDaOFwOMdqzNcu2CR2tqAzruyPwoAhWE32qSTMDt3YAHcCuu0XS2jujNggkD8qo+GtKzbxOW+Zh8xPUV1un2rwzEFuMcZoAqarpguVWRAFnT7r91Fc/cTSTWjTADcuQwJ9K6nV7iS0tWkjtpJ+cEJ1ArjrdZ721XzIyis7MEHVj2BoA56z06b+2oncHLZ3Eevf+ddreqkFtEzqAy+lUWtk0+9tkVAzMnLd85ya3zbC5jBkHJ7E0AZEWnRX8RWYBkYdKj8LlLD7ZaDEswl2Lt4DADGf55NbUKLBuBU4449qxdQhWDxTYm2O0XilJVX07n/PpQBrJp7avc5vdptlxtUdHPf3x71kS77e/u9MjI8959ydsIQPmrq7m4EEKJCAXPyxqOB/+qufm0xDcz3TzOs0YGyYHndzuHuOlAELWCWkQij+fuS3f3qpfwR3EltbuSEd/mA9KZJqj8w3DAlvuypxz6H3psOnSXLGUXdwDjCklTz+VAHT6ZciC3W0fkxjah9V7Vg+FBjxp4x5z/pMH/ourVna3P2hGe9kZlODuReB6cCqvhdAfGfjJDyDcQA/9+qALk2zxD4jgiQebp2mOXmcH5XuP4V99vU+5FdLVexsbbTbOO0s4VigjGFRe1WKACiiigArmr2X7X4sWK5nWGz0uFb3BUEOzB1yzfwhRk4/GulrjNSsr28u/EKW1tL5d39ntCSOvZ3GewVvzBoA0NCsxqF/c+Ibq2CyXBC2YlX54oQMA8/dLZJ+hFdHTY4xFEka5woCjJyeKdQAVieLQ3/COXEq9YGjnx6hHViP0rbrF8Ur5ukx2xztubqCF8d1aRQR+WaANnAdMHkEd6wPDIawa80SRcGzkLwndkNC7MUx6Y5XHtXQYwMVmz6fL/b9pqMG3AieC4BOCU+8pHuGH/jxoAo6iFbxnoweQKFhnYBxwzYUfL/tYJ/DNdBWH4sURaG1+GCy2DrdRk9Mr2P1BI/GttWDqGByCMigDA1yV9M1ax1cxTvaQxSx3JhUNtU7SCQecAgk454rfVg6hlIKkZBHcVHc26XVtLbyjMcqFGHqCMGsE2Wr6HFFLa30+p28eFltZUQOUHGUIA5A7HOfrQB0Zrm9ZZdJ1+y1pjIlqY2t7yRRuVV6oWAGR83ftW3YX0GpWUd3bMWifOMjBBBwQR2IIIqd0WRGR1DKwwQRwRQAqsHUMpBUjII6EUtVdO0+30uzW1tVZIVJKqXLbcnOBnt7Va7igArP0w7fFevnj/kGWXX/AK63FaFZliCfFHiED/oF2XfH/LWegCLVI2uFYc7M4OKox2aWSgvKEVepY4reW3BkBcEkVj6tA51mGZ0WSLyiqqwyVYckj8P5UAQNqETR/uopJ5hnYiITuP1xirH/AAjxnsSk9zOZZhlwGwB/s46YqGK/S3uYzkAtkYroIp1+zh8gsR8ooAr3Vy1varswMLgmucgtJPt5kaQP5mcYH6VtNaSXd3KsspVE5C46d6raYy3F9ciNf3Vu/lhznlscmgCe0tySRu3kHj2pl/ZM0B6HB4zWzaQqmfp1omgEsZXbnHOfSgDymewdNezMu+NY93PYc0ywsZIEke3RYlu8mJ3GQWDcZ9iK2/Fytb3Nuqg75FZT244qzJDDHpO2XCxKgKHuDjjFAHm/iW3mbUDayxLGVTefLfcDWvoMJu/D5twuXg6Z7g5qlMJL2S6vprdjubaWzgxkcVZ0prm32BMKMbT6EH/9VAFKWCS0jaaNBknbXVaTq0v9mpFdxssg4G/iubu1uEmSIlWQyZIPStea7EpjG0bXXg9MUAa8UnmSO+R1znHNS3ll9tXdEuJh9xyKw7Ka5hmKRfOoGcNXT2N2ZYMGMq/fvQBmafe3DABY4Q65DKZDkEH6Vsi81VwFjtoieB8shP8A7LVK60byybuBG3Ly47OK6LSeIoygBRgAMDnPvQBd0fcNGs9/3/JXd9cVdqrpv/INt/8ArmKtUAFFFFAHPwX2tX15eWOy1snhOfMIMjbCTtYDgHOD1IwR0q9FodqrpJPJcXciMHDXEzMAw5BC52g59BVeAPb+LboTYP2u3VoWU9FjOCCPXMmc+n0raoAKxLwDUfEdpacmGyX7VJtHSTpGCfoXOB6CtuscAR+MORt86x4/2yr8/luH50AbFIw4NLRQBieGflt7+ILhY76YAg/KQWzx9M4PuDTPFEbLa299HGzNZzCZpEk2tGgzuIyQDkZGD61PoSiM6nGF27b6TjsMhTx+efqTWjd2sV5ay206B4pVKup7g0AVtQtLfWdGkhmTMc8WRvXlCRwRnoRmm6BdyX2gWN1LjzJIVZiO59ah0WedbeTTbrL3lkiq7lsiUEHa2ffHOe4NQeGohN4Rt7dnZWKPHLtOCj7iGA9MHIH0oAr6Nbw6xLrVxc2xltruYJHJKu3zI1HAA9Ac4Pf8KnNnq2jANZStqForN/okpAdUPPyyHkkHse30q5oDk6WIGC5tZHtgVGAwRioOPoBn3zWnQBm2Wt2t9MsASeCdk3rHcQtGWHfGRzjviq+rxvY3kWsQRmQxKY7iNerxHnI9Sp5A+vrV/UNOg1K3EU25SrBo5EO142HRlPY1T0y6uI7ybSdQkEs8aCSKbABnjJxkj1B4OPUHvQBqQzR3EKTQurxyKGVlOQQehp9Zek2k+mSS2G0vZJhraQn7inrGfp2Pocdq1KAPE/hDc2Wm2up3d0tjIZZERFuLmWEpsBJPyROCDvHXH3fevTJPHOkMnlmLSiBkYXULk/8AttXj/gwQR+DdSuZx8kc7EnuAEU1BaWWuNpja5DBA1sVJEJY72UnGR2zQB6gPEXh97pWWCzLngAX9xj9bWprjVdIMZWS2syJnHP8AaEx5Hb/j2ry66u7jSLM3qWcjTLEroJEO2FC2NzHpkngD8a9IttJhnsV83YmQJEJHU45FAHQ2Wn/bNNE1rZ2It16n+1JBnH1tqyINDt9QvpJIIrQyKcFf7TkAH/ktU+lSTW+l3UPmsVaXYmT/ABHrVbUNMu9CuY7pFcxkAuymgDU0a5eOee1toLHzIDiRZdQkX/22q7c3uqGNJYodPVd+Mx3sjE+3/Hv0ribbUFv/ABW8hZsGMfKv8ePXFdoS5kicDYgz8oXigCre6pqc9tK6rYxxqdrEXUp5/wDAesi3v2tBJhLEuWAJN1Lkn/vxTpnurnw1PKu1F892dwOCc9q5u4cq0ZwQFdd3PvQB0bvcT3itjTw+QApupeD/AN+a3I5dTcgrbaWxAxn7dKP/AGjXO63LBaTb4nXOA3I71tWWrRT2yvuXIXOByeKAHXkuqwtFus9O+Y7ci8kI/wDRNZ13aarcapbXccWnwvCcY+1SEEdx/qqs/wBqRz3FtHuyC5YkDvitYywbAZCN5+7jvQBkStq9tKbiZdNGBtTN5IACf+2XNMjs9a1iyGyLT0Uk8yXcnzH1x5Va8VpHLOWbMmOu7kfhWnaxn948eAu7Ix+RoA49/BOteUBjTMg7s/a5P5eVWtFpGtQ2+Ps+lAKOSb2Qf+0a6oSoFBbrnp71AIjLcB5MiMHKqfX3oA5aytNajvJD9hsbgMOZPtkiqPx8nmuR8H+KbJdf8T3uoj7Ebm6QKgDSD5FKnDBeenoOteyC9hAEYIdxXmXge9t9P8KapeXUoigh1C6kkc9gHNAGz/wmWgf8/wD/AOQZP/iaP+Ey0D/n/wD/ACDJ/wDE1i/8LIijSK+utC1K30aVgqX7qNuD0YqOQD61c1/xxBo999itNPudSuEtzdTi3IxFF/eJNAF7/hMtA/5//wDyDJ/8TR/wmWgf8/8A/wCQZP8A4mtHSdTt9Z0m21G13eRcIHXcMEex96faXqXbTqqSI8EhidXGCDgEH6EEH8aAMv8A4TLQP+f/AP8AIMn/AMTR/wAJloH/AD//APkGT/4mtZLuCS8mtEkzPCqu6YPAbOOenY0Wd5Bf2wuLdi0RZlDYxnaxU/qDQBk/8JloH/P/AP8AkGT/AOJo/wCEy0D/AJ//APyDJ/8AE1u0UAYX/CZaB/z/AP8A5Bk/+Jpr+LvDsgAkvFYAhgGgc4IOQfu+ta9ve291JcJDJua3k8qUbSNrYBxz14I6Usd7by2a3aSqbdhuEhOBj15oAyf+Ey0D/n//APIMn/xNH/CZaB/z/wD/AJBk/wDia3aM56UAYEni7w7LGY5LxXRuqtA5B/8AHacPGOgAYF9gf9cZP/ia3TxWboV1Lf6b9tkYkXEjvGMY2puIUD8AD+NAFT/hMtA/5/8A/wAgyf8AxNH/AAmOgf8AP/8A+QZP/ia3aoQatBdalLZWyvKYciaVR8kbf3c929h070AYtj4h8OWEl00WpSFbiXzSjRPtQ4AO35eM4z9auf8ACZaB/wA//wD5Bk/+JrSfUYl1OLT1DPO6GRgo4jXsWPbJ4FW6AML/AITLQP8An/8A/IMn/wATR/wmWgf8/wD/AOQZP/ia3ScDJNZsOpvf3IXT4kltkbEly7YQ4OCEx94+/T3oAqf8JloH/P8A/wDkGT/4muWuvibpuleJb24sLK41e3vrKCAPa5AR45JWI5HJw616NXiXgCwtJNAvdTvZVigtLuQs7dFGEyf5UAdgnxTnkIZPBOutj+7GT/7LVS/8d3l3LBMvgvxDF5W7P7gncD/wH2FdHoPi/wAN30v9nWurwGeb5EVWKk8Y4yBz7CtvUtd07QrGNb26EcYKxKZGyWPQD1JoA8nl8Vlpkmfw5r42tnmEAfyrUi+KkcwEUPhrV3K/eCAE/wAqg8YeKZFMlvEhWTcBGAemM5P61jeDNN1G61WKR3dYjktz19qAOph+I9x5rTp4N8QOhG3iMkfntqtp3j6XShct/wAIlrhjnnLgGHAUt2HFdfrmuW2gWENkHCswIxjoK5nVNclVdNuNQ3W9sZT9nt4s+Zxj5zz1ORj0/mAST/Eu5ijLTeDvEEUaD5i8WAB75Wq8Hxlt5HEcXhzU5XPAVSpJP0Aq34l1m1ttEkh+3i5u7hWjki3Fjk9DxwCBxXl9xZXmmTw3tus5RSHSSSIqCfagDtdZ8WXGo3aXE/hPxDCdu1Qbf+WVpkGuXMTLNceEfE87r91ntyAv0G2tnwxZ3HiXU7W71fUg/lqJmXIAB42j0z68V6fc3loIJLfyjPuyuxW7jjHPSgDwyK8mW0aFPCfigq7FmJticknn+Gpl1OZY1T/hDfEnyNuH+inPXp92vX7COO4tJYWMthbh9u135Y9+aoTIt/qlvpdvmOOBvPuGTglVOFX8Tz9BQB5LqMtxfXAlTwl4oh9QLQn/ANlp8txPKqg+EfE/y9P9EP8A8TXsFzrjXPiJdHRZbiOFA8zK20Bj91Sa3pQLWwZpJymAWd92AO/5UAeE22pT20yyDwb4nOOxtj/8TV9/EkzkMPA/iZSOcrAR/wCy10eqfa3tbCRb+UQGdlQsT845ZnJ/AAUW+sRx30DRvdFr5vkG4kiNeMkdstmgClbfEC5gjCH4f+I3x3MLf/EUk/xMaxgkubjwNr9tAnLySoVRR7krgV3+kJPPcl3u5flYs8WTj2GapfFeRj8MNcG8nMK/+hrQBw+n+PtTOn27QeC9XmhaMFJEGQ6kcEcVY/4T3Wf+hG1r/vn/AOtSweKP+EZ8C+FmFjJeS3kFvbxRRuFJYxjHX8q0dJ8Z/a9Zj0fVNJu9JvpkLwLOQyygdQGHfrxQBm/8J7rP/Qja1/3z/wDWo/4T3Wf+hG1r/vn/AOtUlz8SbK31GVF067k02G6FnNqC48tZe4x1IHr/APWz21AHAP401OS5juG8A6yZolZUfacgNjPb2H5VL/wnus/9CNrX/fP/ANau6ooA4X/hPdZ/6EbWv++f/rVE/jTU5J4p38Baw0sWQjlOVz1xx3rv6KAOF/4T3Wf+hG1r/vn/AOtR/wAJ7rP/AEI2tf8AfP8A9au6ooA84s/GGt2t3fzf8ITrJW5mEoUIfl+RVPb/AGc1e/4T3Wf+hG1r/vn/AOtXc0UAebyeL9c/teK/h8Fawn7sxToYyfMXquDjggk/gTSaP4u1vTdNS1fwRrDlXdsqhxhnLAfd969JooA850/xhrViLiMeCNZaKSd5YxsOV3HcwPHPzEn8auf8J7rP/Qja1/3z/wDWruqCQASTgCgDhf8AhPdZ/wChG1r/AL5/+tSf8J3rGc/8ILrWfXZ/9au5ilSaJJY3DxuoZWHQg9DTqAOF/wCE91n/AKEbWv8Avn/61H/Ce6z/ANCNrX/fP/1q7qigDwf4fadca54Zv9ItmCefM4llYcRoUUZrSh0/xbb6VbaFH4buDcW52JNwYHIJ+Zmzjp2//VW98ChAPC2oyEoJlvTwTyRsWvXFRJ03LjigDzDx1pF/eeAZ7eO2E+oOkKtHboTuYOucD04NdLHbRjTBZSqQ0iKGyOnH866C7tBtBPygc8dzWS5iuJ2QgAigDCl0OSLbbvdMsJnDbgOSG4z+BxW5p9w08culX7B7m34Lf317Gp7q0+126xKTuCkD8f8AIrEmme2v7HU5+JVmNlcqP0agDmdUtF0nx5a28OEhlIKk9AWPNdfr8skFsLW3LeY43FgcbV6fmelc58RtHvruSC+tIi3lAhgOo5yCKy/DGqy65rUcOqmTKxeWoBKhmHr79aANXWtRtrLRI7Gyjd0VsvjkA/U9a5u5ju7zTppo49oU5O48nmuj8UllkS1W3woXK7RxgVm2V/bDT7i3kyrNnHHagCnabb+GNMbppMku3UY5ragUWmkPbRoFncjeQMYRuf5Vz2iyyNO6R9FViPpiul1Z1iufOiKKhRfMUcb/AEH6UAW9Ks4rcST7BnGAT1NQrfy/bSv3lPA9BUD3+xc7gqHAz6GoLyYxMspUkAcY6H0oA61dQt7SBI2BaRxyF5NSDX4oGP8Aotwq4woAyD7f/rrkLK4eaVp5kxuAAHoK2FuRDAqc7zg4I6UAdLp9zc3H7z7OQOo3sAKs3BZ8vPMRj+FOBWJHrvkx7VVJD3xkVJNqcl/GEitm68nt+dAGravHEMkCPJz7V5ZZadcax8K/ENnZqXnkvbhkUdW2yhsD6gYr0qw0ZHulnuZPMYY2Rscqtcv8Ov8AkA33/YSuf/Q6AMu2+JGkReH9OtrW1lvdV2xQf2aqEOrjAPJGOMcfh07QfEDxZZxajH4c+2Jp/wBoi26he+UZGiiIz5ahQSS36Aj1r0cQxCUyiNBIRgvtGT+NMe0tpXLyW8TserMgJNAFHw4dNPh2w/sdi2nCILAxBBKjjJzznrVa4kl0PVJbxwH0+9lXzm7wPtCBvdDhQfTrW4iLGgRFCqOgUYAps0MVxC8MyK8TqVZGGQQexoAxb7Nn4q027Q/JeK1pN6cAuh+uQw/Gjwix/sBUYYaOedD26St27fSsTWNLvdCvLLULNhLo1nMZ5Ldj80AK7SUPOV+YnHbtTdP1abT45LlWU2KarOl5twdqyHKNu7gFlJx6+1AHSWN/cNreoafdsmU2y2wVcboiMHnPJDZH4j1qHw0CqaqmWYLqM2Cx5OcH+pH0FWNW0t7x7e7tZlgvbVi0UjLuBBGCpGRkH69hWV4Gupr7T9SubmPy7h9Qk81AOFYBRgfTFAFi0k+yeKtZgJwksEV2Mnvgofw+QUzw/aJeeAra2mAMdxbtkAcbWJIH5GqXiJ7ibxNbxaSyHUIrC4LjjhSBsDf8C6Ctnwy9rJ4ZsFtC5hWIRgOMNkcNn8QelAEvh65a78O2E7nLtCoY+pHBP6VV8I/L4dgiP3o3ljYehEjA/wAqPDRMWiS24yFtbieBDjOFVyF+vGKPCmR4ZsGIIZ4w7E9WLEkt+Oc/jQBL4muZIdGeGBmW5umW2h29dznGfwGT+FaMMUOn2EcSfLBbxhR3wqj/AAFYmmQxXnifVri5UTT2kqRwSHlYkKA4X0bJOfqKJ9RvNckuLPRHgW2TEct+xLAMeojA4Ygd84BNADRqc/iOWOHSJLm2stu+a9MJQkHoke8ck9S2OB9at3Mtt4Z0WOC1j3yf6u3hzlppD69yc8k/U1pWltFY2UNrCMRQosag+gGBXLwatLfa82qnTL2bTrdGhtJYVVwzFiHfGd3O0AcdM+tAG9pOmHTopHmlM95O2+4nIxvboAB2UDgCptT1CLS9Pmu5QWEa5CL95z0Cj3JIH41z+p+J9UG230zw9ftczAiN7hAiqfU4yOOvJFU7XQL+7uI7k2awXUWGa81P9/K7/wCwittVR259OO9AGwukXOrDz9dlIhPI0+N/3SD/AG2GC5/T2p6a9b+WIdL067ukX5Imgi2wnHHDnC4HTP5Zpw8MWUwDahJc6g/Um4mYrn2QEKPpip5tYsrS5Gn26PPcqB/o1sgJQds9Ao+pFAFyze5e0ja7iSK4I+dI33AH2OBmvDfD6b/hj4lOWHlzSYA6HIX/AAr3mvEPBElqvg3WotSRmsJbwpIEHzNlRwPSgDe8UWenp8G7C5EESXsVraPBKqgOJCE6Ec5wTUfxL0Qf2RputXV1cyXpngi8lmAjjyMthQOpI60/SPDugNdwXdpp9xEtvh4mvHaQE9iqE47d66LxBFZ61YLHqEbyRxOJlwxXBA68UAclqunrPrEryKGEfzSbRkgCt601qLQdCed4GjMjlbYumGYepH171w1z4qntNUuXhjRopH+bJ5K+n6Vo6ILrxp4gFzewTmwQZZ+igDooPQD9aANnw0l7q3iZb/Ubb7ZDjeru3EXoSBxn2rOfXLDV/F+ovf3CfZ41K2ouOUGDzjsOma3Lya5lnHhvQZgkJOJ5IhmOFe/Pc1p6r4Y8P6Z4WNpcqkSY+a8KZcknr/8AWoA5Sw1231XWonktIGsrMYit44jtkc/xEAc//qrppdRtbtpje6bLdzMm1EdSi57Kq9fx4rK8JrNDdtDp5uBooOY5XthvZ/wBr0KC7NoQBZhSzZMkrgFie/HNAHNaT4MmOnQpPKsCopZEUBDGxOeuMmt9prbTkhDQlnhBzMiljk9T/wDrq5fb3ZfNwiOOQDz9ahXR4gHuluJInfgKCSPyNAGhfXcVjp0fkwC8ubtgIkL5DORnJJ6AAVQtbRfD8Wp6tqM8T3cyiSYIMKuBwo/zzmsHULa+sbrTby3a5e2gusG2dORwclPbGeKk17VLfXpLDR4LuJvtjh5iDzGo/hPvkfpQBveEoBJpwvp4gk14/ntgYy3b8B2/Os3WtRTW/EUGiQMGs4WEl7IG4JH3U/PrV7X9TuLG2Wx0qHzbhIt21TgxoMDI9Sc8f/Wqha2ttFHbyJA1qDyY3IJB9z69aAMjx5P57QAyeTBAhCuOhY4wP0/Wqelu1x4je3lm82YwIomgbcVAGAoI6dCSaq/EqUyiz0i1w0sj+Y4B+6AO9bHhDQX0++ttQhmkjgltgZJZFHzN6Lnt0oA7yBjZWccbRrGQOhbJP+NcZ8U9QI8A6rAEdvMhXoOAN68muxd7eI+aqmSSTox5zXBfEN5ZfAWtyb92YlWRsfLw6/Kv+e1AHK69cRWng74eXM77IYbizkkc9FUICT+VaV/q1l4w8ceHE0Ob7VHp8klxdTojBY1wMAkgckjFdR4Thin8E6EJYkkAsYSA6g/wCtuKGKFSsUaRqTnCKAM0AeSar4t0DXvFZstRv0tNEsLkSLEkDMb6cHG4lQcKP1/l69Vf7DZ5z9lgz/1zFWKACiiigAoo70UAFFFFABRRSHigCN7iGOeKB5VWWXPloTy2OTikmuooJYIpGIedykYAzk4J/kKyNMcXeoX2s3DIsUJe2tzngRofnb8WH5KKl0xZNRu21eYFY9pjtIyuCIyRlznu2B9AB6mgDYrM1186d9kU/vLxxbqPZvvH8F3H8K06w9VuzBq8buuIbS0muiQeWIwuAPYE/nQBY0wySahqMnmHyI5EghjB+VQqAnA+rEfhWpWdodvJbaVGJ1CzSs80gBzhnYtjPtnH4Vo0AFFVor+Ca9mtYyzNCAZHA+VSf4SfXvirNAHm/wADrOO58H6kXiVj9tYZPUfu0r0mzt7uGZYvM+VerE8kdq4P9n6EyeD9SYHGNQP/AKLSvWn09pCCxGR3AoAzGuo8vFMwAB61nNbxreM6sNr9MVp3OhjeZvNbfnPWudvBNbXq7m2oTjigDat2DS4IwQelYXizRZRb3V7ExMDKJHReCjjo/uPWtGa7aEQTAblBGSPStt5ba/s5I1kVo3TY+08gEUAc7pl1/a/hRbxhicRlGzj7wryyymnxc26qRcQz+eg+nWuvhuj4fvbm1Z3a1LFXyeN/Yj6isrR7Q6h4gnvIARCmckDqKALJvPtkFpdzDJw4b2OK5CaQfaHGSCcn8K6DXJX055bOPBhkcSgr1Ht+dc7fWckW1mJVpOOewoA2/CdpG7zyTEiMR9aoagS15FGJ2ZT8oOfQ4FV7PUntY54YWzxgnsBWbHeE3PmO2dvSgDoNRtp7CKNDcpKrt8qnqP8A61TRNcSSIZk8zacIg4FY8LT6lcqd+5s9fQV3GnQW1tZHJ/fHguxoAqp5u5g5VVYDIC9PatKEmZFjgTcwHJI6Cq9vatcSGTy93zYX0rqdM0/5AgG31wKAKlrDAibSmGHX1rWRFNs+1u3THNQ3GnCOXeSSQeo4qx5qW9oW2bmx0oAp2uqAy4BKuo5U9q5v4bnd4fvG9dSuT/4/XSxaatyBek7HGTjsRXM/DX/kXLrHT+0bj/0OgDsaKKKACmPLHGyK8iqznagY4LHGcD16Gn1WvrC21G38i6j3pncpBIZSOhUjkH3FAE7qGUqRkHtXC6Po7aJ4hvtNu4QumairLbktlHbJIUjs20kc9l710GlX81rdnR9SaVrkM32adkOLiMDI+YDG4Dgj2zV3V9Mj1Wwe2kd4zkOkiHDRuDlWB9QaAKXhueVLabSrpt1zpzCLcerx4/dv+I/UGo/DcgX+10bCSDUJWaLoUBxg/iBuz71kw3tzaO+tMpWeAra6tb8kHG3Eq49Ac/Qn0qx4keXSY7vXLP8AfWt1bbLgI3Q4xHKD6c4OO2D2oAraVfSpdJq7qjf2vqDWzcYMcaB1jA98rz9a0fBmyPTLq2LATQ3kyyQg8REsSAvfbjkfU1yGmY0iy0XTSzP591aX8BbjzN2FdMnoQfm/EV2GoBdP8WaZdxHYb7dbT5HysApZef72eB65oAjswy+HvEIViqi4uwg3YCcHOD9cn6k1Yj1az0jwxp8txuG60Ty4okLM5CA4UD2/KqUEe7SPFsbHfuuJ/wB3npmMfzpokjW90KcqjA6TKXZsYKhUPHof6E0AVNEF1q2lwQRQ31ut9cPd31yE8pdrAnYpPJz8gyB2Jrtra2hs7aO2t41jhiUKijoAKzvC6yL4W0sSY3fZkPHpjj9MUzXvEC6Oba2hga61C7bZBbocE+rH0UdzQBFq969/cjRNPmAnk/4+pUOTbx45+jNnA+ue1WLu+t9Ft7bT7OHzblkEdraqeoAxknso7k/zrE0WPVpdOks7IJADNJ9o1N23NI+47yiEc8/KCT0HStYDRPC8TMzxwzSjJLtumnI/8eY59PWgDRsBfiBjqDW5mLZAtw20L6c9T154qrdeItNtpTAs/wBpuQdpt7VfNkB9wvT8cVT8i48RTq13b3ljp8a8QtL5ckr+p2HIAHQZ5J6cVtW1nbWUKw2sEcMajAVFxxQBk+TrOqnfLM2lW3VY4SrTt/vEgqv0GfrWjp2m2+l2oggDHks8jnLyMerMe5NW6KACvGfhtAJtCvkKhg984wRnoq/417NXjPw713StH8OXn265jjkN9IQhyWI2p0A/GgD0COGLIzubHoK4vxr4sSBpNL0xd0pG2WQj7vsKqax8QftMMlppNs0bSZUzMctj2rY8MeE7XSoP7V1oLLdMNyxychM9yO5oAxPDfw51rULVb5o7Py2G5UuSec98CuusPC+uOpsLzVYrazQYaKyTZkematHxkNJ0+4urhUV2+W1tRw0nuR2FctcS+IdX1FbvVPOsrF/m8iJim5fT1/E0AdfcaxoHhqzGmaXbC8unO1be3bczN6s1N0zQNT1y6TVPEY+VTm3seiRe5Hc1e0aTR7C2VrSwhhbAJZVyxHu3WtoXxkTMwCIxyoAIOPegBZnWCJtgUkdFHGKghUz7ZnCsQfu9cVMVjnIVAORkn1qZYfKtjt24CnkHvQBSj23V6Y5l3RKPvDtUtxdXlpdrAtkZbViAuDzx9aTTo1urmOcHHlcEZ4Ocdqn1e5drlLKzZVuAplLtyEUev1oA53xBrMtnqH2g5kuo0zHbnpHk9fcnNc9rVqlpc2N1qVqwlui00v2cYZDxjGOmM/zq94Xle+8Y3t3cRuQPmjVmyoIIGeetV9e1ma78Qq0f7uOxlMTSEfeYkjHp2oAXQ59RjlvpNPuFu1eTYJbiT5igHAyfbtWo2pnUBHaJKU1DdiRMZEY7kj8sVWj1a0hskS3ihlus5aO3Hy/UkcVBpmiDU5r2af5pUb95LHkEE9gfagC/FFbSTQQC0QXwTlzg5fHJOeuBXT6dYQXk4ngm8yK1QW8A7DbwciuE8PwX8HiWWzt7r7S6HlZznrzkHsOBXbxRXVhPcfZdOzKxy7JOAHP0xQBauNNle4M092pKjCoqkKPyrlfiLLKPhtrMIjjEfljlOON61rXGv7b3yJbO5hkiUGZShbJ7YI61w/xA8TI/hLU7JY5CLhQoyMbRuB7/AEoA63wf/wAiVof/AF4Q/wDoArbrF8Hf8iVof/XhD/6AK2qACiiigAoFFFACd6XvRSc0ALRRSUALWNrV1LNLFpNnIUurnl3VcmKL+JvQHsPc+1bGMZrD0QRPq2uXSjcftIj8056Ki5Uewbd+NADL+xhVNL0CCMJaOd0gzgGOPBK++4kZ/GugAAAAGAKw9FA1G/utZYEo58m0LA8RDqwz2Y8/gK3KAEJxXHazI93e6mVJVAINPLnookYFyB9GX8q7A1wl9dwWU95byPumXVBdOjfxRLGr5P8AsjGB7gUAd07x28BeR1SKNeWY4AA9TWNLqEmqgiyne1sVXdLevHt3eybuPq2CPSo7PS4rqzi1LW5TPKyiYxyuRDDnkAL049TzxVC41OLVdQB+y3N7bx/NbWkSDEv/AE1k3YG3PC564JwaANGytIr2ERxoYtHTOxCTm5J6sxPJX6/e6nitG11K0vZXgtS0iRD/AFiIfL9MBuhI9BVH+z5r/ZJri2vkKPktUJKBj3YnG4joBjHWnf2/pVqPs9sJZ1j+XFlbtKie2UBA+lAGL+ztj/hDNTyP+Ygf/RaV7GSVG78K8e/Z1B/4QrVMf9BE/wDotK9g3A9c0ARM4A+bvxWHrVhAymV8LjnOK25It5zkHB71m65p76jp8kKNyRkc0Ac0xFzbmKJhkDI5wDVYyzxutxaOu4LslgboQD29Dyas2ejz6bZk3DfMrblwegrI+dtaIhO4SHnB70AZfi0iVrSRCqPdfI3OcgdDjHGK1/AdlF/ZNwQ4eQTMrEj0rnfE0SW+rpBJkho/3fsxNbvgN4R4ZeWKVmulkbzgW5z9PpQBmeI9KlurmadFyYmG0dqx/EcR/s+C6ZCY2jAHsa7mOYtGzSIeScnFcF4zke0tI4Ef9254X0oA5OF8xSsxwW44qiJS0uAeSamvA9jtjcfMVzj61Hp0JnvYlUZZ3AA/GgDuNI0z7Jp0VxK6gz8gd8eldXpVoLqVJJFCxoOAR96o4NJ8mKHeVaZeSvoK1dNZUuH6Ej17GgC/HZqhVtu1R2rQtpBG4AwBnrVOSZn4Y/hVdZ/PuUVAdq8knvQBt3Db0KqOtVJbci2ZiRnGc+lTysFgygPtioJ5tumTNIQpCMTz7UANWfdZoM/eYL9Qa5D4cf8AIv3nGP8AiZXP/odbdi8lzbwzICYI0BOcglh6fSsP4bHPh27PrqNx/wCh0AdjRRRQAUUUUAZ+q6VbapConEiyR7jFLG7I8ZIxkEGsjw5r8t4llbXhRpJoHZJV/jZHIYEdjt2nHua6YiuO1HSYF8ULFt+zpfoGt5oQAY7mPcc/UqfxwQaANDX7aCwuIdcSNlKMI7wxqTvgPB3AddvBz2xTPD5RBd+HbrZNFbopg3kHzbdh8oI746H8Kt6bqRvhJpWqQrHfrGfNjx8kyEkbl9j3HUVlQWEzmXT45ymoaMQ1pckZ3xODtVs9RgbT9AaAKUmlGbwtNaRxLNcaJeboSSeRGQ4APYlCFx61u3kS+I/DEM1q5DOEuYCcH5lIZc/iBmmeDWkuNDmubiLZNcXc0kgzkE7iOOvAAA+gqvapF4c8SGzVzFp1+jSorjEaT5GVU9BkZOPbigDJtZ55vAGp3UiBbvUbmRJU5URs7iLHqcVf1ZYo9WkgcM0dnok27yuGIYhce3C8fjWVp7Lf+N7vRkP7i31B9QmUHIyFUKM+7knHbFTeL9RtNL1bVRdzIputGKRgkqdwYgAeuS34Y9KAN5dbsvDng/T7nUp0ULbRqqx8l22DhR3rifC1vc+NvE9zrd/JOluqlUWJygUZG1Aw/EnHPHvXDacL3xbrsMF7ehYEGXeV9scES9cdlGMAe+K9tgvlksBp/ha0jaCNTGl0Ttt4/wDdPJcj2GPU0ASSag2nK2j6Lps1zJawquVZQkZI+UMWOT6nGeKu6Zo8diDPM5ub+QAzXMnLMfQf3V9AKl0nSrfSLFbaAEn70kjctK/dmPcmr1ABRRRQAUUUUAFfKNujSM6jkmZv6V9XV8/eBvC0muvczuTHbRzupcdS3HA/MUAdPpWg6D4ehW7v7mOS8UBgGIIQ47Duc1Ffa/NrGpRnS7aVmA2ksvWr9h4Rt7a7k+2KLk5+QPnp6mumtLOK3jxhIgflAjXAxQBieH9DWDUH1HVJVubtiNhcZ2f/AF67c2EF9KJ5s89A3b8KyksSd00Z+dB8uelPsL6882XztpiyBzxigCOSeyGtrEwVLdAu4Ngcds/U4qcmXXJ38iRoLZePM/ic+ij+tZ7RwatqNxFp9sjW8Y2zzoQTM2BhQfQVetNFjVWSONrN1HAhbk/iaANi1tUgs/LjcLIFwq56ViTS6kJkhZmjRWz8inB5wBVgeVbQBpJ5WmJ25dsfgcc1FHpU82qQiW6f7IIzK6g/OWzgA+3JoA6VRZfZIJHRfk/eKCc8gdfesawktktr7VNUl8mK+LIjO3RB0Fc34wultJIbOxklEwGWXfkBPTHqal1HxLbpp2mfao41ghG/yyB82Fx0/EUAZdzrdppfh9rC1RXvp5JHilaP/VR5+8e+eCRWX4ZtDc2CnUjK8DXQfao5Y7c5Yn6itpdLTXbNri88uS5uijLtG3y0AOFGPUdqk8S29xolis+nZEEe1pYF55AwWHocUATeIdTtNPC2diiw5AZcDaFz2z64pul65ELD7DbQtcX8rlyi5Gc9ckdq4vTpf7X1VLmVHmtvOCuFOMZ4H6Ct6zvLHwtqcl4kUjyE+THGehz1P8qAOo8I+HWiknvZJVBuJnEyKSGAU8AEds/yHvXWahqNjoFsLm6kYKxwo5ZmPp71B4YtnXSY5Jk2Sys0u303HNZ9/c2uoa7JC8Jl+zp5USkZG48sfbsM0AcZfeOriO6llRULySZYH07D8qg8TmxvPAWu6jJGq3U8SGMEfd+cZxU2sfD67Rf7Qh2spO4xjqB6VzHjKxuv+Ecnni3i2jRdyc/LyBz+NAHqXg//AJErQ/8Arwh/9AFbVYng7/kStD/68IP/AEAVt0AFFFFABRRRQAUUUUAFFFFADJn8uF3/ALqk1x9q0knhzS9Ohd2vNWxPO/mYYKxDyNx0BBKjHqK6+eJZ7eSFs7XUqcHBwRiuc8G2kFrYyQyBjqVu3k3JkyWAGdoX/YxjGOKAOkiiSCFIolCxooVVHQAcAU41W1G8/s/Tbm8KF/JjZ9o74FTwlzBGZSpk2jcV6Z749qAMvz3bxHPmYpbWtoC67sKWZicn6BP/AB6uGvr6K/1jzo7Tzm1KdfKRFzJJBCRjr0V27njAra1/Ujpdn4quozyEiRSRnDsgX8sFateCdElsdLi1C+k83ULqCMFj/wAs4wo2oPw6+poAo6vo3ijXnj+0SQRWO7LWEcxQ8dN0gU59SAKuaFDqHkTx6e+nRqJSk1yBLK7OOvLY3Y6ZzitPXrkukOl28zJdXjhMp95I/wCNvbjIz6kUzUWa2t4NC0qPypp4yisvCwRDAL/Xnj1NAGa9n/a11JbxMNTkjOyW9vEDQQHuscYwrN/Lue1dBpOlf2Urn7VNOzgD5sKigdAqKAq/gKs2dpBYWcVrbIEhiXaqip6AOL/Z3JHgzUwP+gif/RaV7AQQORn3rx79nkkeDdT9P7QP/otK9fL4H3uKAEJ4JHB+lRZYjDcGl2hg3zVX80q+3I2/rQBU1NTJaSLj5lU1wmgbhrse8YQq2PrXoci70bPJI7153cyppOuIDuAE27A7ZoAq6xJb2vi61ubgBoo3MeSOB6E/nUGn2Cw+I7q1jkKQXmZYmjfBX2q9q8cFzHeXLrlQcr9ay/DIvZNdjuNgkQDbhv4R60AdHqcGoadYkq4u4gOVCgSL7g9GrynxjqX2mdI/JliePs4wa9q1FHaNskYzjmvEvFp8y9ZsD52JBFAHMyTyTyb5XLt2JOa3NEuIbO6S6kH3MbPrUFpoNxPbCfym2McKcdT7VraHoLajeJFvWOPdg7qAPRbK4ivLlHil3DGdw6VplVh1MEscuAf6VQtrD7E0drBGPKXuO5q3qsfkvb3EhIC/Kdv6ZoAuX8iwou3l3IApliMSOWOBgc0qWYdftEzEu3QdlHpQjqZCqZUfxNjAxQBqSThbR5FydvP1otrZb633XpByCBEONoPr70tjbpLGLqcsF6xRk8AeuPWo5phDDNcAoN3C5oAfYRrbWBiC/JGTt56jNcd8Nf8AkXbvH/QRuP8A0Oujt5prqPywpVRye2RXOfDYbfDt2PTUbgf+P0AdjRRRQAUUUUABrA8SHyp9GnAO5NQjUHsNyspz+B/PFb9YPi4Z0QA52/arfdjuPNXv2+tAFbU5tO1e702ExkpcvIsF7CdssM0ZzgZHA+VuenHI5qlp322w1vXLTU5hPJLZieO8AAIiXKgMo6HknjrzUNvgXOnwrtEya9cY9lw7MPoQR+YrZsQv/CaarHKd8htomjbP3I8sCuP97n1+b2oAveG8HwxpeECj7LFwP90Vcu7K2v7doLqCOaJuqSKGH61leGpDDBc6RIpSTT5TGuf44jyj/iOPqDW5zQB474J1HS/D/iDxJe3d6BBCTHGXbLyDecYHUngVynjXxOvizWVu0t2ghij8pAWySMk5Pp1rJ15PJ1y/i/u3Mi9c/wARq14X8M3vijVUtrdSsKsDPNjiNf8AH0FAHWfDDwemsSy6pqEe6yjOxIj0lbg8+qj09a9riijhiWKJFSNBhVUYAHoBVbTrGDStOt7K3XbDAgRffHf61boAKKKKACiiigAooooAK8t+E0XmeG7wkkKNRl6H/YSvUq8f+GV15eg3sJJVTeyNuU852oKAO31C8QIcJjDFMMMbqs21vcSx75BtHq2ML9BXOav4gbSmhiht/tdzIMgnoo/2qrv4s3RoLmbYFHzBTgfl6UAdZcuIIifOIwvzMT+tcrPLcXzlzdtFZnIR148w/wCFUZNUm8QTLbR5jsi4LtnlgO3sDViWykjmm3FTEBmMA4CCgDstGS30+wjtrNDsxknPOe5P1rZiuEZSWwAo/E1x+nys1uHyUA6DPatnTb6AJ8x+Yf3qAI47ZHubi/v8x27o0sKE4wR6/ofxq7Fqaaf4fa7uERZMF25xn05qnrKS6jqGkMu10MpjeI9CmM5/Ssfxvc202oWGgvcC2gb95PIxwAo6f1oA2IrPSjYnxBqjqXkj83Jx8ox2HrXnt1olx4p1NrqOQQxzt/o9vkltg6MfSrtpolz4l1ARaWtz/Y8Hyq87ECQjuPb2rvtL8JW9jIssMzidSCzdFPsB6UAcY1rqmgrbtdJtijBVWj+bIPrzx2rVv9espYmgM0UkkkLbhkZY4rqddtY0jSKRVaFz8646j3rzceEI49Tubhs+SrbhGDzs/iwaAHy+FpLDwfbatYSPBNtWd4y332HI/TP51zdrqy+KdUhS/kMZlnJwo7YA49+K7HVZbWbw9HawXEjtfS5tLbdhYY/f2A55rkvCmnW76neG3OZIlPlz52iM5wG/nxQB6xqWpTabptrpOiIXvSgCqxG5VHVjV/SLcaVYtHPGWuJiC8rHLOx61hWWmahcI1zYjbdFdkl/eEs7D0RewqC30/xFpeoynzhqMbMH3TybcNjt6UAejYTytjFduMc1w/xVsrSP4eaoySxpiIMI1xl23rz/ADps1t4l1S4jiujZxwjjyVkb5vckVynjjQ9as/DWrzzSIbRYACd27jcuAM9KAOw8Hf8AIlaH/wBeEH/oArbrF8Hf8iVof/XhD/6AK2qACiiigAooooAxZL650WZhfs9xYO3y3eBmHJ6SAY+XnhgPr61ZOv6MMZ1ax54H+kJ/jWiQCMEZFRmCI5zEhz1+UUAQRapp0zbYr+1kYnACzKTn86t1Um0rT50KS2Ns4xj5ogf6VnXGlvpSi70cSZQ5ktPMJSVe4APRvQ+3NAG5WLrOlb1fUbItBqUKZSVP4wOdjD+IH/8AVWhYahb6lbefbOSoO1lZSrIw6hgeQasnkUAZ8E8WuaCJEPyXUBBAP3dwwR9RyKZo14JdAt5pmw8UWyfPVXUYYH8Qao27LpHiw2K4W11KNp419Jlxvx9VIP1BrI1S9ls7i80WEnN9qESeYDhlSYEvj8FbB9/agCjfxHWbOx04M3nazfm6mDcMLZScHHYbQmK7u9u7XSrB7i5kSG3hXljwAPQVzHhKJr3xFrOreUscELDTrdcZIWPqc+/FZut67DdeOvsEttLeLp6BreziGfOuDg5bsAo9elAGjpmowWMdx4g1hmiu9QOLa1IzJ5QPyIqdcnqfc1vaNaXOH1HUBi9uVGY+0KdQg/Pk9zVXRNHuDdSaxrKRPqcwARFGRbR9kU+vPJ710FABRRRQBxH7PfHg3UiTx/aDD/yGletynPPOK8k/Z7/5EzUh/wBRA/8AotK9ZlmHRRuAoAaXLHAznFNEJ8zcwGDyKkRAw3AYJp8bcMGIz70AROuMDPFea+N2+x65ayrFvV1IO7jn1r0eTaTyTg9K8x+LF0ix2EQQkjJ3UAYOoaxLEFstyuq8sR0+grq/BsMrKbqXgvwB7CuU0zQY7vS4rvz1mm6sA2cD3rutFvoEgjhGFdRhh70AamqQg2rjuVIz714HrybdVZCQQD2ORXuWrXaLbNuztx0B56V8/wCpSk6lKWGAGPB+tAHr+kW9lPoyMyxxxpDtHbtXHWh2akIIMyRxsQHU44PvXTeBoLa50k3jsszKOA3RSO2K1LbQIryDUGb93NvWSPaOQNv9TQBp6ZLHCij7Odp53elW9WSOe2iAXhpkH61naTqscqi0nOLhOGGOtTaje75ItNgALyH5sdQuaAImule4NpJII/L67jjd9Kj3G5u/Itfmi/5aMOB9M0tzpttbSRzTJ5ju+HaQ5xn+laVrGqzBEGFA7UAUdSu71bVoooxFsXqOePaoLG3eTTVnuGMjY4yc4rY1hI4dKuJXBG2MjgZ57VmxSONPtocclBu49qALNosskmE+6McDiub+G+f+EevM9f7Ruc/99122kW+yJXZT8xzn0ri/h1/yAr7/ALCdz/6HQB11FFFABRRRQAVgeNmWPwfqUjZ+WLIx/eyMfrit+szxFZnUPDuoWi4DS27qpPrjj9aAOStNq3a3kZ3SNriBGLZ4khUSY9jk8ew9K37xceOtNMCOJTaym4bICvGMY+pDEcdt1eaeDvE1mj2VteSRWz2tz5/nSuFQIItjDHdjgY+tb1p4qn1fxNqFxolulzdTxrb2ZYHEMak7pXP8IJPTqcD8QDsNJkW+8R6rqEPzW6pHaJIOjMhYtj1ALYz6g1rX1yLLT7m6b7sMTSH8ATUGi6cNJ0e2sfMMjRL88h/jYnLH8STVDxndraeENVkZsZt2QfVhtH6mgD5zuGuNV1Z2RC9xcykhUHVmPQfia+h/B3hqHwzoMVqqj7S4D3D5zl8cj6DoK8c+GUME/jyz87adgd0Dd2Ckj/H8K+g8bjjt3oAVeeT+FOoooAKKKKACiiigAooooAK8M8DPOmg3piwFF4/OPZf/AK1e514P4N02fUPD16IrieM/a5MKpAQ4VevvzQAmp6q8DyIu5pCTuIGcfU1mRoGmWVmZ885NdpbaQsdi0EeFJz8pOckdazLTRnmlYFRkcAdhQBQa7uAfKs1aMsMmQHtWlY38twRHIzPtwM/3vrV+TRVggKy4w33+xxVnTNGjLu6/KnTcewoAbDqN1cTx21rBtGcEk8VvzWtzIsaR8ZIzj2pkUVvbOwiI46krzWxBMu1HbhmOB/8AqoAz9Rum0+bSojs8tblWkkP8GBXn2t6jF4r8doq8wPKsS89VBxXWePY3/sSZkc7gwbjv/nNcD4R0ie+1SOdWUeTIGILYJxzQB77aotnaxxRRrFEnyxxx8YFTLcxNcGJXHm8cGuN1fxtNpNwqPa5A+82eMe1ctF44uZtfa4hVcMNoHpQB6pqUjT30MYUnA6j7pNZfi+Uad4aubhFHmhdqgep4rR0xJZYbd3fd8oZj7nmvL/ifqN5pnieN4L4lMK4hJyFYe1AHN+IbRtOvLOG3uHDS2aM/zfdLD5hjtmu9+FnhQW9vcajeRkiUARK3cDvisbwX4Pm8Xl9b1O7Owy855L//AFq9ZtnjeLEEZjSMmNOmMetAFxmRE2rhVx0FZck0FtO4lZmJ55ziklilhLPJKWJ6Cs5ElursmVT5aj5Qe9AFyzu/tV/5mD5S96zPibcK3w51pVU7TEvOO+9a6GGzAh2qcBuc1zXxGj8n4ca2gYMDCvXr99aALXg7/kStD/68If8A0AVtVieDv+RK0P8A68IP/QBW3QAUUUUAFFFFABRRRQAUUUUAZFzoMM91NcR3V5bNNguLeXYGYDAY+4H4HjINVXutU0H572QX2mhvmuCMTRA92AGGUHuMED1xXQ02RFkQo6hlIwQRwRQBzMkyah8QbOFGXbYWLz5H8RkIUD8hn8awbpYtQ+Id7qDs32HSYVaRlPHnKCfxwC35Uw3Fp4a8b69cW8axW1vpisQASockbR7Z9K4FvFcg8OTabal5L/U7l5ryXHPJwEUe/X8cUAd5omuyaF4PtLe1U3es6nLJLbQMecMxw7e2Bn3ra8IQ6HY31zDHqMV7rs2ZLuXqWPVgp6YBPQGud8JfD3U1gE2rXLWsc8WHjhb99jspYj5Vx1Arubnwvp01paW9uJLP7I2YJLZtjJ2Iz7jrQBrySxxLud1UepOKxbjX5JvMGl26yxocPeTuEt09eerfh+dKPCmmy5+2m4vxjCi8lMgQew6Z9+vvT7bwpottsxZLIY/umZjJgDoPmJ4HYdqAKD37pMjX+uK7ghltdLh3bue/3mI/LvXUA5Gait7W3tFK21vFCrHJEaBQT68VLQBwHwEuFt/Bmpu3QX5J/wC/aV67F+8TzCu0tzivGPgiwfwXqduLeWV3vj9zhR+7Tq3avV7IXkFokd0ytIvBKZIx260AaaPtHoailb5tw4Y/yqH7TtUA/wDfJqbzUkOA2KAGPuMZ9ewri/GejR6rppDph1yFPda7JyRIvy9SeRWZqK4jIkwR1oA8Etbm78O6yqF3WIthx2YV0mpaw1pqUdzbs21xkA+/tVX4hCCWOC6twAEO0/WuPbUpbmNFds7VxQB6S+qvqsexCSWHzEdP/r1xHiq3ig1OOCJcFU+c+p61o+HL6YQMkKF3xjOM4rFmlM2uA3JDDzAWOc8UAegeBrWVYbW1Dr5cpMkig9h0NehRRJBeS5OHlVSM98cVymmpbWmqnUYA4tmQR2yRjG4dz9M5rYltLu9lt7i5m8pFYlVj6/iaAIdftEF0t7YgtcxjLog6j3qDwpdtqV9PPMgEyKRux0yen6VuJp8SiWZZJFG0hlzwa57wSV+3agULbd+Ap5oA29YTFhO7jPHHfJ7VU0F5JZCJJPnXAIzVzXpHElmqquxphvY9AAM1z9jqP2XXZokUszH+GgDpPELOuksqyDc5CbT/ABc8j8qoRRSTOjscKTwO+KW8F1PrFgGB2EsSB6Y71ppCv2hUSP7p9OlAGza2kUUW0K2D3LGvOfhzxoN6B0/tK5/9Dr0UzIsADNgivOfhwc+H7w+upXP/AKHQB2FFFFABRRRQAU10DoyN0YYNOooA+bPE3hTU/Dt463Vs/kFj5cyjKMPr6+1eu/DjUNDu9Bjj0yCG3vI41F0gXDswGNxPUg/1rrr6xttSs5LS8hWaCQYZG714jqGn3Hw68eWtxE7fYXkDI2fvRE4ZT7gf0NAHulYni6xbUfC2o2q43PCSufUc/wBK2lZWUMpyDyDVTVVLaVdqG2kwPhvT5TzQB8y6RM9nrllcK7K0c6NkdsMK+pk+4M9TzXzf4M0ttU8Z6fbBdyrMJJM9Nq/Mf5Yr6SoAKKKKACiiigAooooAKKKKACvKfhhDE/hC/Z92TqEq5D7cfJHz716tXjvw6TUG8L3htHBT7fL+6K53nYmQT24oA6rTxHJKkVvG88bMxZyOmPT8avw2L6fFcXkpG4D5Uxzn61S8P3d5Fb4W1VmB3EhwOG5rXj1ZLyGSOW2liKHAeQDbu+tAHH6T9v1XW55Jo5hZSKSobop9q6sRRQL5SL8vfHNWS1tCn2eFo1mdeEB5wO4FTw26/ZiWbDdyeaAMjylzuZQkSnJLVz+seOLHTN8Nqomfnn0NZXjTxHJHO9raybYl4OD1NecySvcSZPUmgDqL3xFqHiW6jt26MwCovQ5rtfD3hqXRFN1Mwyw+XFc/4A0VZLs3EqH5OVcjgV6DdzC6lEK/6uP7xoA898Y3k0k+1g2wjIzWBosywahHK6koGya7zUbW21pJoYgZJUOAxGMe1Hh3whDFukvF3Y42+9AHVWni3TLTTPOuLgAhc7RwW9q8Q8U62dd1ue7JOGb5R6DsKseN7xDrUtvbN+6i+Qbe+K5yyheedEUZJOMUAe0+AJifA1xHHNtld/LjVepJr0ZEa00+KPJJjULk9+K828AaNeaXdiebf5ajhccAnvXo7XIlYK7EA9QKAI2jaSLe7ncRwKZZxrJMiuwVyD8ueaJbgeaJI3zGoI2+9R2WRqTTlQC6bAM9ADmgDYIYNsUZAAx71yXxMtynw51phg4hXPt8611xdUI3PjHNct8Si/8AwrTXd7hyYlOemPnWgA8Hf8iVof8A14Qf+gCtusTwd/yJWh/9eEH/AKAK26ACiiigAooooAKKKKACiiigApskiRRPJIwVEBZiewFOriviV4ii0jw1NZpIPtd4pjRB1CH7zflx+NAHl3iPxAuopfmBj5upXhkkA7RJ8san9T+Vd/8ADvwDDpdpFqmqW4bUHIeJW/5YjHH4nP4cVQ+HHgNfLi13V4gzthraBh90dnI/kK9WFABRRRQAUUUUAFFFFAHA/AKTb4O1Je/9oE/+Q0r0UvdrqYBf9yegA6mvK/gbcmPw/exYBBvST/3wuK9mDrtG3n3FAEbxq5y30zVZoHD/ACNlfQmrEzBFOTx3IquJlk4AORwaAGm6IADZGDgVl63NKbJyo7HHPetOZC0gwcBeoPeqWpParCUlKAEYPPegDwzxPP8A6M0Zz97NcalwVB6mu78fz2kdwYYBh2yz85FcDbIJbgRltobjJoA6fTfES6bpkkcafvn+6/pV3wvoN/f3i3zWxa3Vs5ccMf61yi2ckd8tvMCjZHBHTNe/+HIxaaNbRmVZVCjawGOKACwklnllRoljMOF2Dp07e1aP2wRyRRvng857UxtvnPINqk9WXg/jWdMyCdWBbJ4JzQBZ8SeIk02xZZQzCXmMxEAqff1Gazfhzevcm6Uc5O9iR/Wr2tR2d5oFyboBljhJDAfMO/BrmPhzqKWjyNLcIEkOxI8gEnrzQB3niDfLAsKnqdxx3xyK5Dw1M0+oTNsDSKSetbXi/XrawiilM6CQg/u8csPr2rmPBlxJdarNNCvyMcnjgD3oA76K9Ml7DuQggHqMYq9aSgPM5OMntWPfXCWxkm3rvUbQOgz1rGi8SSLcNCVR88gxmgDrLktdToEYhRjOK5D4bDHh67HpqNz/AOh102k6hbx4Ez4LdMjpXNfDgg6BeEHIOpXP/odAHYUUUUAFFFFABRRRQAV578YIIW8KQzugMqXKqj45UEHI/HA/KvQq8/8Ai/8A8ihFxwbtOf8AgLUAbvgjUDqfg3TLhvviERt9U+X+lZnxG8UQaJoUtnG4a+u4yiIDyqngsf6e9c38OPFMNj4K1OKY7pNO3TJHnlkboP8Avr/0IVy/hjTpvH3jSQ6ncOy7TPMwOCVBACj0HI/CgDrPg7osiLe6zLGAsgEMLHqe7Ee3T8q9WqG0tILG0itbWJYoIl2oi9AKmoAKKKKACiiigAooooAKKKKACvIvht9ql8JX8EVtJLH9vlJKOFydiDHNeu1578GLVpvCeoPvIA1GUceuxKALEt/qFtHBAdOdJXCqskTAhsdj6CpBfXOpqbGSApI+UcBeFHqfauvjt7Uo6A4lTG4kc+1Vb2a2sLdjLMqFiQrYyT+FAHnd3Gtis0F3bztIhxC5bCKfXcDk/jTodbm0ixXzdaPm7WKK/wA4PsTWrqmopMplhtLu4lyq+btBVmPQcVm3/g/UtTiOo6mYoAiDZCG3H8cUAedapb390Gv2jPlSMTuHrT/C2ktquprDuVR1OT2rpZNM+2TrYrKMAhVRepJNP07wtPF44WzhLQREFldTn5QOTQB6JbwWuk6cIIwkeRyT3ql9uthA2Gzu4LAcGi4soRLK0t08qg7Vj7ZHXP41PFDaxQhpFGdvLEZxQBX09rWISSbQjnJI9azdV1+N7aSzh3RzM2d3oD1/StH+0vtJYWyq2CQcrkkVja/aWWnadNeXW4XDIVVQcc/SgDzyx0uLVtZlt2kJXJO/2rpPDXhuKDV787RILdB5THpk9/wrmNC1WPTtVM7gkMCv516BJrsGmeGUijXN3KzAjuc/5FAGppPiFojeWbSjAARHJ4DdK6K2uTKgxJl1GOD19TXjg0+eytTezzMJpzuVAOBmvS9BimitrR7jJklQB89Rx3oA3XuYoyTcEJEM8k4GaZbXBuJTJCTIg4Xac1la+7z3VvZwrvDHnAre0XTTplmFZfvDP0oApafPeah4gMkqukQ+UBuwH/6qh+JDq3w/1sRyFlEC8f8AA1rpY5olm2Jg8HJHauW+IFsYfh3rrFSuYl6n/bWgC/4O/wCRK0P/AK8IP/QBW3WL4O/5ErQ/+vCH/wBAFbVABRRRQAUUUUAFFFFABRRRQBW1C9h03T572c4ihQu2PQCvEtE+0fEH4hJcXy77eM+a6dljXov0yQPxNd58V7xrbwcYlYjz5lQ4PUYJ/oKzPgzYxJot9f4Bmkn8rPoqgH+bUAemKoUAAYA7UtFFABRRRQAUUUUAFFFFAHlnwVhm/wCEZv7iLYcXhVg3+4pr1K01VGY28m1JuwbjNec/AzJ8I6iOMfbjxj/pmlehXOmQ3ZOQN/Zh1B9qALz3CspDDB7j2qurlZSy9u1ZFzJd6Xk3IMtvj/WqMlfrSJqKzW/mpKrr6qc0Aa8l7tRmkxxXknirxO0mqvDG58lDkjPU11GrX1wY3C5GRxXmOsWk5uNxUlM8sO9AGFf3kt9fGSU7mY9PatmfwqbnR/7QtDzGCXTuMc5qtHpOZkfGVY8Ec/nXo2iRoLVbZwNkoCYx2x3oA8aiuZluUdnYuhGCT0xXu2g6hNeaTBc7othiHI6ZxzXhusW/2PVrqAHOyVgCPrXY+AfFLW7jSbp/3DHMRJ+6fSgD0mS4vUJYNAeMhSCAfxpk175lk0/lfOgO5TxgjtmmSsWm+Q8Edaia03o5DN83Drng0AZ+vyXA0Uu0gVSuSsZ6+30rzCw1O4t75FSSRQr7gEPQ+tevzaX9ts/K3BVIwK8p8QWZ0TWdqsvmIQcg0AWdd1me/ukEjbtg2qSgU49/euv8EzXFmhkaNxE45IXIx615td3s+o3wmZf3jYzt713OlWPia90hBbQukAJzsG0t060Ad9q+raVcaYtrDL5k5HOzru9/xrZ0HQIoLJZJYB5rKCSwrm/Cfg+4gu/tGoICQNw56mvToVygyvA6fSgCl/Y1nPEh8pQevy1wfw4UJ4fvFHQalcgf9916eoUYCr2/WvMfh1/yAr7/ALCdz/6HQB19FFFABRRQaACiiigArK8RaDa+JNHk066LKrHcrr1Rh0NatFAHzf4i8Par4K1F4ZGDw3EbIsyr8siHqPYjjj6VufCK/ht/F0sMnytc25SP/eBDY/IGvSviHplvqPgy+M+A1svnxt6Mvb8QSPxr5+0u/m0nV7a/tyPNt5A656HHY+xoA+q6KyfD+v2fiLSor+zfIbh0PWNscqa1qACiiigAooooAKKKKACiiigArzL4T2NzeeDb/wAm48lV1OTOwYZvkjyC3YfSvTa8y+E8sjeDNRtos7n1GXn/AIBHQBtXN5af2mbfTJ7jLAwviQldwPHLE9Patq4TTNK0x2dgZH+XL/MWY/XmqWn6WNGu/uyT3E4Plxhss57nnoPeqt74cfebrU5le4lOUjQ5WIHsPU+9AE+lXFrNfMIlzbWy/ujjAZj1b370nizXUtdLeC2+a4YYDdQue9SmDybTZbqFk27ASMcVHY+HZCoa7i8yMg4Abp6GgDj/AApDLb3i3khzk4dz2zXSrNHYeIrh02uRbnLk/cORxmsPUIJrCSaKNQASZAeu0A8GrNlFc3Om6dPIgG5iMuT+8U9z+hoA0EgEyxGBlKD0Pfvn1NV9dDxxIpmVEK4LN0+lWY4kt52jjRUhB3DB71X8SWcd/HbRy3q20TH5g7BdwoATw/Yy6cpmnkRzJxGQeMdaw/icTFbWqckPl8nt7VqT32k2EUcdxrUWIF+VY/mPHbAry/xHqtzq2oPO0tw9uxPlGXI49BQBi7iG4r0Lwhpb6sEvrxfMUfKCf9nj/wCtXO6B4Zn1N0lZf3RYDHQtyM4/OuxsYh4Y1yJ7aeY6TI3lyJICQhPt3570AdE+mxXlys08askLZQdgR7VpOLiSydoGVZTwN/GBnrVBdSRNQCRo0sTnPyDp9auXdwsU6SSwSQoOMsBtI+ooA1NMtTEqNMdz9MnrW38rhi5IUDGPeuXmnubuVX09lZeM4ORXT2lpIbaPzG2t1P1oASzSLMk9s8LbAQ/QnPocdOa5r4hXU8/w+8QCSJBF5KFGGQfvr1rptP06O2EjOGMk3LDd2z1rJ+J6bfhnrSgEKIFwP+BrQBH4O/5ErQ/+vCD/ANAFbdYng7/kStD/AOvCD/0AVt0AFFFFABRRRQAUUUUAFFFIzBVLMQABkk9qAPHPjJqzve2ukqf3cSec+O7HIH5AfrVr4L6qvl6hpcjgOSJ419ezf+y1wPjXU11bxZqF2jBo2lKoR0Kr8oP5CqnhfVW0LxFZagC2yKQGQKeqnhh+WaAPqPNFRQypPEksbBkdQykdwaloAKKKKACiiigAooooA8s+Cd2sfh3UIQ2H+17iO+Ci/wCBr01tQEMbbQWPsOTXgvwu1g6ZftFn5bl9nPTOBivY3uHLYYEnGCAOKALkmoswYFCVI/zmufl0eP7YLq2mNk54IT7rfUUy91lbKYLGhL459vwrk9c8YyzyoI8RlP7p60AdvdRII9k8ysTgHHrWPe6XDPEIlj3erDtXOQeLluTHHPk46tmuxtr2GZYII5BHDJgGUdSx/h9qAOQ/sxrFmUsWhUnqOM0Xus/2PbJOmXkztVM9TXVeJJtOtNPYFt7qMKuQSa8xWVZb4TTsHcH5EPQCgDmNVeSXUZpJl2u53MAehNVYpGikDKxDA5BFdva6el7ekJbxtubmRxwPXjvXUJ8O9HeAF/MMjdWDYH5UAU/B3iiC7tltryTE6DhmPUV1ttPBNO+yQNu5xXleqaO/hbVQWAmgOdpz1FQxeMJrHd9lUbichiOlAHser39toejyXsrHCD5VH8TdhXguo3supahLcynLysWNO1DXL/VGzdXMkvsx4H4Vp+DtH/tnXoLd0zF95/oKAOm+H/hdNSjmmu4yIjgI44IPqK9n08LFHHboAERAmCc4wMCs+G1h060WKBAiIOAopbW6ZpiH4JHT1oA1baY205ilxtPKn1rWVyo+Q8e1ZQhS6jAU7SvPFBuLuFwqQeYoOCc9qANtHJPTkV5p8Ov+QFff9hO5/wDQ69HsLqO5hEq5A5GCOQQcV5x8Ov8AkBX3/YTuf/Q6AOvooooAKKKKACiiigAoorznxX8QrqAS2+gWjTss32c3TLlPMP8ACg/iNAF34o63b2HheWy81PtN2Qgjz823OScenGK8Ezzlh1r1zwd4I/4SMN4g8TSSXTzMwSFyRnBxuJHbg4A9K2L/AOEXh+5ObZ7m0OeivuH68/rQB5X4P8WXXhPVROgMtrJ8s8GfvD1HuO1fQ+k6raa1pkN/ZSb4JVyPUHuD6EV5Nr3wilsdPmu9Ov2uWiUt5LoFJA64OfSqHwvkuLnV7jShqt7ZxyIZAtuygMwxn7wODjuPSgD3Wiubt5pdC11bG7vbiWwuo8wS3TbisoOCm/3ByAfwrpKACiiigAooooAKKKKACvP/AILsg8I3+4c/2nLz/wAAjr0CvOvg/KkXg29JxuOqS8Z/2I6APUJJIljDqE3jocc4+tcpJe/bdZkDHKx/L071Bq+sTGN4IWZS3G5eo9xTNFtyqlipZmPLMOtAGy1uJp0fblV6A9zU098lpA/muPZR2qykG+E+ZgAjnHFc5rl/a28rW4jVpfLJAzkjtn1NAHG3jXGq6tM4DCAP+7YnA2471paULnDaQJUcJkxNvACjJ6kU2SL7NZwyzeSqgZWHGSfQMOnbNJb29xNC9zHIQ6EEjpgdaALTWNzCTFFdM823buH9Offvmuc1mwhgvPIWcXNwykAyMCsOetasmqkxyW8ZzM2WaQHO0d8mq0OnQSqbh5DnO5mJ5Pc80AY2s6fFoegIsUUbzlgxYoDx05zXO3FvqGovZwS3EcjOhdELBQg9DnAHStPxPNPq+oRmBmkgUiKNQe2eM/U1b17TkiktyEC6mmPMVMlAFA6Z7+tAHV+CbaWG0huJZFFtbIyrhPvsepyfTp+dYN802p332NZWPlSgxFhgMM8ZxXc27uNDQTnLbRvIUL0GSQO1cob2yg1OV7u2lRf4Cp49QB/P8aALMEc82rIZd8MkYOMfMpA9cV1BvZGAjKiWLbjAXBB//VXL22qW4VbkWzxSNIQu0feHvWwJJwUcRkHrwcigDesdNjt5Y7y0k8oMf3qgZX8R610ls5VBuKPFnAZTljnoT6Vi2kX2jTlkil2SEcOBzmqd39ptJI4Uy8k+SAvTP4/nQB1YuImZgFwV6HFcP8TJ8fD7WUW5eUtGuV4O0b16mt1JfPso/Kdy5YBoyQGX1ye1cd4/tYbTwVraG4SV2UMsSuP3XzL19TQB0Hg//kStD/68If8A0AVt1i+D/wDkStD/AOvCH/0AVtUAFFFFABRRWNqevJbXMNlZRpeX0zELAsyrtAGSWPbj2oA12dUUsxAA6kmse78UaZaXv2Z5HcqoaWSNS6Qg8DeR93NUxo+q6sgOt3wS2f5msYEAHXO1n6t26YzWjcPpvh/TZ7hbaKCFBuKQxhS7dgAOpJ4H1oAz7rxjbIIhZWN9eNM6xxFYTGjMeg3NjsCcjPFYHji48S3Wiw2YgtrP7bOsAijnMjyE54JwABxz1rpbPTbzUr5NS1cCMRNutbNTlY/9pz/E/wCgrObV4tU8Z2sSL5lraxzGNlP+slAwxA7qASuemc+lAHhN3o19b602lSQk3okEflrzk9sYru9N+HWm/wBvf2LeX8pujaGRmQYCycYAz1wMn/CpvDSfatfufErwiXUri7khtLLdgI+Ccux6ADPue1dXrWltoWljW2Y3WrR3aSs6ggybm2+UvPC4OAPagCDQNdu/DegT2Goade3TaY7xGeBVZCo5GTnI4I7cCuji8QXjKGl0C+COoaNomjkDA/8AAhj8etY3nq3w8nntrnzLiUhrt8YYyORvHI44OBngDFbH/CMxwWXlaff6hAgjwkS3TFc445OSB9DQBf0/WbXUJGhXzIblFBkgmQo69voR7jIrQrj5y0NlaR+KtMhljjVYzfpLv2N0LNwpUE9xnFXzoyQWzT6Zq19EiqSgWbzkA7gK2c/zoA6GiuX05/Es1lY38N7Z3i3EIaSKVfLWMkAgqVBJ7ggn8qvR3+vSRqv9iRRTEDLSXa7Ae/3QT9OPyoA2qKyBfavbMPtmlpMh/ispt5X6q4Xj6E1dsbqW68wyWU1qFOF8/ad49QEJx+NAHy9pV0bW33qcOsu4EfQV6NH8TJ/sQh8pA+PveteXWyE2hbtvI/QVYghlmcKgJJoA7o+JJLiRmJUuV4JFYV1bXEhdwhIznNVYdPvImYlGAXrjtVue6MCBYnZFK/Nk55oAowzKkqqQd3Q4rrWludKism8wSI/71Djp2x9RmuRtFRrsO0nAOSa6iOBtSijbzjsBwuT0FAGpPMlxGJpEyg5Cep965SeYvfSEIirv+7jpXQanut7BQsoJRckjua5uKMvNIJH3SOoOB2PpQB01tNJuj+zmNA3HC8iuqZb9bRdmoFTgDhAcVw+kXDW8hSTIKn+KujGu7oTCgOwjGSKAOZ8Y6bfS7ZmuWnjHJ3cEVycGlTXE4hGA7fd9DXo+oW81zZxuFYb2VAGOck8Vhavp50p44Y5A+0B84xgg9qAMtvBepLaC5iVJV7qjcj8K7LwHe6ZpcAjLLHfNw/mrjv0BNY0Ws3cEYAYhOu3tWpZaMupzx3MxB5BOO4oA9GluJ3VXYKYyOCvINL5ohUyZyDzj0rm9Kvf7F1qXTZ5R9jmj82IO3C46jmtZ5Ib63W506UTRZxx0PrQBsafq0cwKKwjY9c1v2zK6/Nw2PXrXAJDNI5UKY2yDyMfrXZaYwgtwJJAxxyc55oA1Y/3LApjOegrz74cnOg3p/wColc/+h12txrGnWEYkubuOIHkZOK4j4ayLL4cupEOVfUbhgfUF6AOxopvmx+b5W9fMxnbnnHrinUAFFFJQAtIzBVLMQABkk0Zrm7rPiPWptOFw/wDZVvGPtPlcCWQn/VlvTHUD15oAr6lqep+IN9l4cCrb7vLn1J2woHcR/wB4j16VXvfD2n6I/huOBGFtbXxDMznJZ1OGY/7wH6DiuyiijghWKJFjjQYVVGAB7CuH8a3kmo2stnaxymO2nVJJQ4VTMwwiepwzKx4xxQB0HhnENreWP3Ta3kqhf7qsd64HYYYVt1hTRyabrdjciQYvmFvdDHys4Rirj0ORj6YrdoAY6hlKnuMV89C31TwP4ugv7u0nhjjn4bGVkTuA3Q/Ka+iK5bxlaQatHp+jyoH+1XSl8D5ljQFmYenGBn/aoAvzPZ+K/DUv2C5V4riL5JF/hbqMjsQccVPouqjUrXZKBHfQgLcwHhkfvx6HqDXBeFtPfwjY22vwSNJpV5GFvIj1h5wsg9R6jtk13GrafO00eq6Yyi+hjK7G5SdOuw/lwexoA2KKp6XqUGradDeQMNsiglc5KN3U+46VcoAKKKKACiiigArxDwT4gt9I8K3MMkm1pNRkOPbagr2+vkoOweRQePNJxQB9BadeWWoQK6PuIGWI5/lW1BemNoxbwNIvIOF4J+tcP8PXuptL/dRhCP4j3FegbPssIdgScdT2oAZdrqLx7p7ryIAMuIB82PTPrWXe2NtpzYtkmlkcZllLF3ZRnjJ/l70t94itS6wSTAMD90HljRaJcX16ZpHaOEjCjFAGI2l2c2XSd53dhIARyoPIA/8Ar0610ae7jmE8zx7Zg+wdMAdK3T4ctHiK4MSo4ddhOc57/wCFVdT1GLTLKWYo7ySHkAYC5PGaAOV1GQG7EFlFCkd1IANvBAH+c1Tu7e5a6mtXnVrdFJLLxwO1bE9pusmuTAiTSjLEdh6CsuK2lmtnDDlyFSHuc9z+GaAJdG0z7Xal/swkRW8tnzknJ649QKZexwCC7vVhWV5lZYlX/lnhgPzxWpBc/wBnWVzJbgpHHGSqEfxYwDx361V0xAIYhctmCaHfsGSzt3b1H3QKAIdF1Wa9thEGeYliNpzkL/nFad1psck/2mf/AI9klUMuekjDAP06fnXJ+GtSW01a8SQgyHITJ4HNdZNI81pMZJHMD7JfJRcgsrDOfbAH5UASzWkW5bZANx3KQP51ftInazSO4aQoDt3L14OKLa0F1qwuYwEjYbg3UlSOKfBi21GZZpsKhOOfyoA62xa3MaoOEUdKy9V1IzRSx2SndGR5cv8AePfafTtmoZRqFxBDIIgkLJuMAk+Zxjv6CsvSdXj1S7lsFhdGc8nAwijoB6CgBNPm1DU72QQrFamT5WUfMZmHc5/Hnin+M7dYvhTrSSWRgmjjUEMBwd68iu3sbKx06LdFCpfuwHNcR8UtUgh8J67ZxF5Zpo4xKg6R/MCDn8OlAGn4O/5ErQ/+vCD/ANAFbdYvg/8A5ErQ/wDrwh/9AFEutXNzNPBpFibkxN5TXDuFiWTuOuWx3x9KANksFGWIA9TWJceJI2uvsem2015dl2TARkjQqcMWcjGB7ZpJvDp1Ta2tXcl1ggm3izHAcdAU5J+pNatnZWunWot7WFIYFJIRegzyaAMd7DWdXuNmpyRWlioYGGznffKcAfM+AQOpwPxq5DZ6T4etGaKK3tIVBLSHA468saguvEcDyC10gJqN4xxsif5I+vLuMhRx06+1Qw6DJdzpd69NHezp/q4VjxDEeOQpzk+5/SgCKfxHNezeRoMCXrbGZpnYpEhyAPmxhuT0B6A1gyJeX13Hd3l892sOpQRWQWMRxuwYeYQoyTjB5J7Guu1PUIdKsxIUZ2ZhHFEmMux4CjPFcVokupX11plhpsMLLp6yTyTzs3lmRyecDrjLgc88n6gHT+J/EMmnGOysgv2iUqJZ25S1RiFDt788D2qtLZxaDrWjR2JZiYWt5kPJMSjO8noMMfx3Vmxrc3elWUO6N7zV7kzS3koITMbAqoHOeF4U8EA1q6hczajq4NnavGdNuAkl2ZABsIDOuzqQRgD357UAcToDpaa7YXiMGmuJomQdd6yNKrE/7WAD7c/Su58aRGXS7f8AePFEl3E8sqE/u1B+9x6HB/DNcTqVullo2ga5JHhPtpdYhyBG8hkAJ9QB+td34rjnn8NXQt1ldiFLJD9503DcB9VzQBh3F5PYaVd6qT5my6EGqQAgpMAAhkXjKkjaeoFbngzUYbzQLaIXcc00SAtGrAtEhJ2KfoMDPtVTw/LaTXmq2gZJlnSOZG3blaEptUEHuMHP1rF0Sw8650lUu7m1Vra4tBNbyFfNMUnykjp0LHH+FAHoskaSxtHIiujDDKwyCPQ1z82iXWlTSXOgNCiO26WxlG2E8Yyu0ZU/oacupXmhyrDrT+daySrHFfgBQCQMB1HTnPPTpW8jpLGrxsrowyGU5BH1oA4fw1rUllYNILWa50+Ry4+zsZWs243RuDzgZJ49+K7OzvLe/tUubWQSQvna2CM4OD19xWI8Z0LXRMhP9najJiZccRTnAVs46NgL9cUunyjSNen0lmAtrhTc2wLDCcgOvPqzZHXvQB0NFJS0AfNfhjTDqWkSK2BGJyN3fO1a2JfDs2lwCYBGHrnpWJ4blddGmVJChM5x7nC111lBJHtYx/apMdJPmC+vFAEDXMdrpTrKqu0o4wwOf1zXD37yFzknZ2r1my03TLqByUhFzyWXAArgvEluttcSRCMLjpigDmY5yjDaT711Wk3IEAjRuT1z0rkCmDxV6yuDEcEke/pQB3n2M3l9aQO37sAksehxyaozrHa6pHcIgDlyGGOMduKZpF3e3iHyFkYxoRuHYd/xrR1W0WM2s0JZ4sbizdeaAKmtEXF5b7SEkcgHaOCPWuh8P2Yy/mRq7Rn5u9c9rMyJDBOEHmROG/DvXRaXO1rJ52UeG4dRjdyuaAN+YQvqmnxhBtCO49sYH9a5bxdEkepwjZuDI3J6Z7VtSsY9YtAGIALjn0I6U3xBai6tJPMPCjdnrjHNAGDpmkRajbrHKuNoyWHerlgzaPfR2sjEx5KnPak0Wa4tdN81U3NESHQ9SMVXnnTU7pymfu9D1FAHU6pYWmpwBmRGdRmNiKwLC+uNAnaC1iae3YlmhP3lPsaLTV5IYHim5ZAdnpVWbzUC3chwZMnA7ZFAHYWetQ6rASg8qXGQCRnkZzXN694gvdPd0V2UnoQ3B+lY8DPJpreS7JJbyFQynkLnpUsmiX2rWfmiYMcZ2t1zQBi/2x9pl3XjPL65avS/hOVPg1iowpvJsD2zXj2oWN3YShZoimemQea9b+FcjQ+AWkWJ5StzMfLjxubnoMkCgDrtR0TTdUZXvbSOWRBhZOjqPZhgj86zpNOv9Jt/Ph8QsIYgcjUFV41T6ja2RxyWqQprOrsMl9JtPQbXnf69VQfmfpUsXhbSUkSaW3NzOpyZbhy5c+pB4P5cdqAMiDxtHbym1uwl6wZQt1pytJE4J6EDO1sc7cnOOtajeLNIWP8A17/aM4FoY2E5Pp5eN39K2UjjiXbGiovooxWZrWoNYC2FtBFNfXMoggEhwOQSST1wACeKAOa8S6vq1toU19c3J0xZAVt7OFA07nHG5+QvqcDgd8103hzSY9E0G1sUbcyrukc9Xc8sfzNckmntrXiy1+3XB1CW0maS5aFW+yw4X5YwCcZzye/FegZoAg1GZ7fTbqaL/WRxMy59QDiuHuYnvfD9rpmnmV5p7U6rcTBhvkbGVC8feMm30wBW9qzPrOsJoUZ226ItxeN/eTOFjH1IOfYe9LYRJb+JtWtwE+0ywxyxSDkJEBtCEdsMCcd80AWrFIdc8M2nnyGfzIULSKSrCRcZII5DBgfoRWfZ61qFpbTyXnl3FraXjWkkgGJduQFc9j94Z6eo9KteE9tvoiaY67LqxPlToT/F13D2bOQagexEurazpDPsgv7cXCnuHOUYr642ofx96AOlrB4m8cqGx+409io9S8gB/wDQB+dWdIvrma5vbG88pprMopkiyBIGXIOD0P41Xtv3Pja9U4/0iyjdf+AMwP8A6GtAFbTLWOC3m8LahDujKSGFuqzQlug9Cu4DH0xVzwxdPNo621wxN1ZsbaYHqCvAJ+q7T+NM8Ur9n0+PVY8C4sZFlVuhKZAdfoVz+lU/En2nQ5z4i06Dz8KEvbdf+WkfZ/8AeX19DQBVmtr608X6hPpPlpMbeKQ2rLhLpdzBznsw4GffnrXUabqMOqWYuIQy8lXjbG6NgcFWHYiuYn1yxup7DXbWVozBILe6SUAFIZCOXAzgZCkN0rV1O2n0uWfWtMVGJTddW2OJwv8AECOjgZ9c9KAN2iorW5hvLWK5gcPFKoZGHcGpaACiiigAr5IH+uk/66H+dfW9fKVjYTahdyxQqSfMOaAPb/BEsMOh2yJKkrbPmK9c+9b+oNcSIZN/lqy7cZzxXHeC7CXSohCT8+Aefeu4lhMwQseVFAHO2+h25vTdSxhmHIJ5xW9bzMoXP3cHAzzTHLtGUQANnGaiVY4iWYq0hyckc0AK+tBCYjkEn6ZrnL67t9V1eOOQM8EYZnB4VXyMZPQnBrSvLc3MBit3/fy/KWwfl9TmuR1SCTSJ1KziGJWzIXbJ54J9/WgC5e6szTOrEiLO0D+97CrQSfTtLlm2KssxLbcZKjHTNY2jrHdaqr/a2ure35VmA5Yjnn0rR8Ra9BGrW5UmVQBgHjmgDMluprm1hsllCiVsu7HpjqDj2/nWjqmp2loFXY6SLD5KDAyF4x/Ws3RJZJtUnuYrYSxLgqqep571mar9puNbkurhFRM4CZz2oAiihgmiuL+HKzRy5AxnINehaWLQxsfNI/cY8t+xI5rj/DtrBcW9/cyyslsJQQq8ZGRmpr+V5b2Vw8kdvvHyrwcdsmgDo5Nejt1jNvLunVdhXoOKfpMYtmS/vmWeadt21+Sp7Yrnreyku0865O2JD8qqOtdlZNavZ4flMgI2OgH+RQB0M1pD9mcfamd516BvWsTRNCOlXs5Wdk8wcMFBwc9Ks2j200luIDuWMYHrx1zW49oiwPJu2swoAQabKbSRYp5dzqTuLnr61yPj+1gHw91S7Mr/AGp7dEfJ+9hx1rof7Xm0q6trS4bzEuMlWAPHsa4bxtNcQeH/ABDZSO7wNEs0BbnClxuwfTNAHSaDpp1LwToEbXtzBCLCISJAwXzAY14JxkD6Eda6O1tYLK2S3tokihQYVFGAKyvB3/IlaH/14Qf+gCtugCK5uYLO3e4uZUihQZZ3OABXO3F3c+KoWsrO2u7OwZh513MDGZEzysY6ncO5xgGtBdCjuL+a81Qpevv/AHEbp+7hQdMKcjd6t/KtegCGC2gs4Fit4kjjVQoVRjgDAqrqeowaZZvcTtgDhVAyzt2VR3Jqe8u4bK2lubhwkUalnY9hXI6hc6heTWtwqRreSFv7Os2HzISMedLz2XPGOM45NAGdf+dc3SyatKwdIvMmjQjNujt8sMeBkyOBgnPQHHWtOztZP7NfTECQXFwxl1GVM7bZOCsYIxztwuM8DJqmthcDWlsrZGFyjFvOm+Z2f+K5btgDKoD3PStWw0yz1PUriAs91plpgfPJuWadixdm7ORlRzwDQBR+a10iHXMA3LAwaVaBQscW8kJxkZJGCSe1La309g8+nWbxz35dri/vJ1KwQMVGQSBzwRgZ+pp3jbU0jnsbO1KySW8nnPFGwBQjCxjuRlnXjHIzWNa232bwvrcscpkjnmiiLYy1xICBIVyD94kgdcEGgCG/uQfDmiWVxFI1lEWnvJFjJxGWZFYD0JOR6cV2NldTvpWo6bOFe6sodquPlWVCp2H/AGSQOfSsfU1WX+2tRaIosd7bQrIF3eWIypLYI+7k9AO1bU0SSeK7q2k/1d9p5XC8Z2nBz74fj8aAMHST9iOhzxOjG7037OCy42bV3ZH44BHU4z2qWyx/winhfgoJb6OSRyR1JZiQe2T+hxTDNnRNBvJQFaxuhFO23PlABozkfl9M5qxbmK28M+JNOu4QIrR5mTGD8jgumPcZ9scUAdrJHHKhSRFdT1DDIrmPtjeEXjtLpXfSGbFvOibmjZiT5bAHJHoQPat7SxMukWQuDmYQJ5hzn5tozz9adfWFrqVq1teQJNEedrDofUeh96AOV1vV5NVsxDp+mai9zbyLcJut9qhkORu3Fcg+gOatadrOheLdMijuXthdsu1oJGVZI3wM7MnI56EUaVqF5p89no2qW8pmcukV15iusoXJyecj5cdRQtjZr4qvbK7t0+zX0KSxxyLlZJRneynswG3PfvQBsaNLcm1e3vA7XFq/kvKRxLgAhx9QRn3zWjWSPDemqPlF0p9ReSgn/wAeq1YWk1nG0Ut01xED+6MgG9R6Fifm+vX1zQB85+FSkkH2d8bTOWOe/AwK7yG8isYSy4OSdhz09jXnGhSTwWbzxDCrLgtj2FdGsrXVvnc7A9cDgmgC4b1UlYjczMThkOM1nXkEsiNJIA47uOavaZamYbQoHYsTyPpV6+tIobXajZAHOKAOBmtf3hweKI7GRgcAkj+VbMloWmCkADGQa07W2WK4jhk27Cu529R6Z7UAW9Ntrmx0Rm2HZIowwPODWjq0pktYoEQKkagY9sjiuis7GGfSVhwBuTgHtmsDUmLWsNo0TpdxkRncPvj1zQBzOpkFzbtnOduK0NInispEW6DGN4/LJ6Ycd/5VS8SkQzIzKUmHzHPrWRHqjSXHkum5ZVxsH97sfzoA9F0ia4uoWuGYP5LNtJ/iHfNTyXQ1SJo7Yh4mQiRiPu57Vzuh2d62kTXyS7YoifPiJOWA74+lDtPZ3HmwySLbzNlABjK+tAF7SLyO3vWS5YMwJRie2KXVUt4Lp57Vwm8bhj1rl5y8d5OwkyC24kdqntpZpi8hnVV/uHo1AEqXRkDCfCruP7z39DV/WdUtV0yCMSAHA5zXOapMjAQ24O9xyo7GqlrpySSkajO4UcDAzj60AbWi69Z21+/nbnjIBCoucmt37Zqt7L5llH9jt2bAJ6lfU1l+F10u11eZFKnIDQyEdB3HPeu2ju7TznZ3GwjjPb1oAp2vhyyuHaa+uJLtwMAueAa1fhaoXwlKg6C+nA/76rGuJ3mlZ4f3doTwv97/AArY+Fn/ACKMn/X7P/6FQB21BOBWD4h1tLCOOODVdNtJWfDm6YsVHsoIyfrgVzZtm12U7FvtYaQ7FvZXMFogH3toQgn0759aAOk1TXJDcDTdGWK71F1Yn96AkAH8TnnueneuattHv9UvmS3ublniEsNxqV25dN5G1xAgYAdWGSO1bNtod3OI7JrGLR7KLmb7DNhrlsYGGXBC9znn+ddHY2UGnWUdpbIVijBwCxJ5OSSTySSTQA2wsLbS7CK0tYljijUD5RjPufc1l69rn9nqtrabZdRmH7qIgkKO7vjoo659q0tTS9ksJE06SKK5bAWSUEhRnk4HU46Vyt3b29mJdH0+ea51m9KLdXLL5jpGSNzMcYUbc4H6UAVfBSznxDNd3TrLJe2jSxy8hmUS43Eds/LjHQAD1ro9AIOo60Ziftn2v94COke0CPHtt5+pNQ6TbxxeJ7yOIkx2Vlb2qZP+83PvjFPuI207xVbXEDOV1EGO4jxkZRcq/tgZB+ooAXTN9x4t1id/k8iOK2RMfeXG/cfXliB9Km121leXT72CIytZ3HmOqD52QqQQvr1Bx3xUOibbnX9bvkBMZkjtkkPcoDuA9gT+ea3jQBy9/wCalle+JNGvdgeDzJYpIsiQxgjvgqeCD9KsavKLO40/X48+WoENxkdIZCPmPptOD9M0umQq2o65pjDdZblYRNyAZAS4HsSc/iaoXepT+H7V9Jvwb7zYljsGKczk/L5b84yMg57g+1AFi9h/4SPWrnT5i402yQCZEkK+fI4BAOOqhfzJ9qu+GrhdR8MW291mwjQOc5DbSUyfqBn8apeDLX+y7OfSblAuoQFWncOWEoYfKwJ7ADbjttqnpOjzWs+sRaRdvbSW9xhI2AMcmVDjepHqxG4YOAPSgCrqGlWmmQGw1WFlsG3RWupxvh4VbkRyH0HIBORjGcVc8OeI3t9LtrbVYxHHCxtftYfK7lOAJB1QkAEZ4Oetb+nXcGvaPvlgAWQNFPA+DtYHDKf89K5C+0r/AIQ3UBqKzeboMpWG6tpSXKoflHXO4KSPcDI6UAdBHaalok0/9lwRXunzOZRA03lvEx5YKcEFSeccYNXrDXba9nFq8U9reEE+RcxlGOOu09G/Ams63tEgVb7wxPDLbMQZLJJB5T8dVPOxuR7HHNR3t9ZamYbfUkudHvYnWS3mlKjD8j5XBKn0IPUHpQB1FFYi3uraaMahbfboB0urNfmx/tR9fxXP0rWtrmG8gWe3kEkbdGH+eD7UAS14X8OreJkuJxGGn+1Mu4jgKADXuleFeBtej0zRby1Y4Z7x3B79FH9KAO/kljS4Sd0AZRj5epp660s8vPyIv3l9q5SPVXub1o0dQhPRjzVXUr1xBcJbhnmGMqo6CgDvYNXtbrzIbZvnXkg1XllkkYxoSFB+ZhXn2g39xDfhnX524P412VnqCxLISrB+SXPSgCS+1hbKyZYQ+4D7oGCfxrzjxDdtqMqwCVnmBwygfKv4nrXYNcx3d025uAe69ap3MenrFJdJaiQbuAjc0AM0e1Omaerbt0CrkY9T1/Ws/VIU1DzZkZdw4Jz19f8ACrd06XdnGIs5fAAbgIPp3rFvY2sYVRXIdmG5vX2oA2tHlmstP+woCrtnDZ5JNSPpjSSyvOSoVQRnrmptHuoEc3FyQo2hVO3v3xUniC9QWdwxdYcjYsSuDI5xnkfwj9aAMPRLOS78yzknWCIMzhweZBnt+Nak2mzvbR28ZEUZb5Qc7n9zUOlaZO5t7yQrHFAFyWAXcuRkY/rXdm3iuCpDRsIyCmGycigDntNsL20VLeZedxwrdMfnV65lFvp5jRPmUhgAecd609VjjdESeQRyEZDe/aoGgSC1aL7zkcEjOfegC3pU8FtbNKkZLDqB1NbcGoi4thLInlMeNrVi6JGkbvHNjrnJ70s3N2y7v3eT+GKAIdfuWt9T01wjyQFzkdQCO1Y3xGKHwpdXSN8hi8goOgyVI4/CtK71nTbuGO0tGklKOrB1U43Bh0/WvOdcvb9dE1y1lszJFJOD5/OEI7flj8qAPYPB/wDyJWh/9eEP/oArbrF8H/8AIlaH/wBeEP8A6AK2qACiiobudLW1luJCQkSF2wMnAGaAMLxBsSeCad2uACBbWCjHnTZ4JPcD8h1pBYNpel3moX9/5N/Oo866RQ3lDPCRgjpzgcZJOeabAJ4RJrt9bSSXkg8u1tEGWjQnhfTcerHt9BUV5bzwLb3WoSfbNYlbFnbLkQxPjOQvfb1LH07UAZckOoX076bZi4t2nG6dnlXzyDgb5iPugD7qDk+wrrR9h8NaCAT5dpZxY7ZIA/Un9Sars9v4Y0h5JHa4uZGLEsQHuZj2H8gB0A9qyL1L+51NEuoIZ9TePNtCmWhs1ycyuxHLenHbigDHvJJpJb++uE3iEi/uLWJ/uMF2RISD1G3c30FaWm6csE2iaOJYrn7Mkl7Pz1Yj5cj6vkE/3c9an/syBdT0/RxFE9rp9v8AarnK8SyEFV3duTubnPSmwvMvhKfVM5vtYKAsj7FiL4jTB6gKCPUmgCtm2s/hlFK2EdijkgZ3TCQdc9eQMn0FdLqlgdUsoLm2mWO8h/e20ycruK/qpzWYmlx3mox6WURLXTLTZgE5Mki4DKD6ANz6n2qbRLufTro6DqTDfGubSY7VE0YwAAAeooAzYIV1LRNbi4juzMZJIGOPJlCqffKll3A980tg8Gp67CZEVotT0gPImMAkEcsOhODgY6YNdDcaZEb17xABK8Jhf0deoz9P6muY01vsk3hKVjv32zWoRjja2wEtnvjbjHvQB0fhmV5NBgSV3kkgLwNIxzvKMV3Z98Vr1hWrPo+s3FtPgWd9KZbaTJ2rIcbozxwScsOecmt2gDB8WWhn0G5mijJurZTNbupIZHA6gj2z9aivWVZ/D2qLLviD+W8zd0lTAJ9MsE/OuhdQykEAg8YNcxpts114HurRid6m4jVSP9XtdtoH0wMUAdTRUVrKZrSGU9XRWP4ipaAPm7wdbpcWcgkCtGJsFWOOwq/HcrZz3EA/1W87MdqyfDUyRaRcFjhjKcEf7opl/dfMGDHA6igDbi1N4ZmZBz2qwLySZwxwSewrl7e63uck+wFaVrOZrhEhbYF4z1JoA1L3eLdQYsS5496NPilWSVnjJJhIyWx/OpxLbWS7mYPKRy7mq8uq2nnRtvXjh13dRQBvafr93CYRFahldehkwARwevSpNYurs39hM/2aNiSRySB7E1StbmGa2mRVUtG3mRY5xnnFVLu+W4uoFTZ5YzJjHIPTFAFHXbcXjeZPcCSctwoGFA9q5xbdorpCi4IOVIrodQljBjbCgAFc/wAqxri6C4MDBsGgDtdB1yEaJqllMvlu+fKZTnLHtVPxBfvDGmnb1kNuoRWAwSMZGfftXBPeFLpnTK4PA963dOvzLfWz3aEbz8zuOD6UAXtPtLq9laJPlEgBJb0qLVtFutObiT5CM5Aro1mt7K+hO792WOwr3B7fgf51H4pv4X05lBB9OOc0Acro0gW6eWRgzqMDd3q3MpZjIrAAmqukWUc9tNKTllHTOKpfbHinaItwP5UAabRbo/P3gPFzxxkVu22pq6RWchwhP+sHB+hrmHuFKEBhyMCuj0C3gnErzt8sagBT/Evrn60AdbavZG7jhklCpJ8pPZfStH4XhV8KzhTlRfTgH1G6uPsiVgcQFsiYMvqVH/1q7D4XY/4RWbaMD7dPj/vqgDro7G0hkkkjtYUeQ5dljALH3PepgAoAUAAdAKWigAoorF1G8vby9m0rSzFHKkQaa4kyRFuyFAA6twT1GOKAE1TxDBbmSzsSLvU/upBGC4VjwN5H3R65xVjRtLbTLSQSyLLdTyNNcSqu0M5Pb2HQewqfS9Nt9J0+K0tlwiDlj1du7E9yetXKAMPTM2fiDU7Jxlrgi8jcf3SFQg/Qr+tbTdDWPratYTR65FybZClwmPvwkgt+K43D8R3qbX75rHQ57iD5pWUJDjnLsQq/qRQBU8JFpNOu7rgJc3s0ka55C7tvPvlSfxreNVNJ09NL0u3skJby1+ZieWY8sfxJJq5QBz2us2kM+t28gRwscUyMMpIu8AZ9CNxwf51U1i2fxLrAs4N8cOm7na4BwPtBQbApHPy5yfwrV8R3X2LQruZQDLsKxDGcyHhRjvzip9I0yLSrBYYwxdz5kzu5ZnkIGWJPfigDDkvHeKw1t0Zbiwla11BQP4ejnjqAcMPar+luo8TauCQTcJDNCwPDxhdvHrhs/wDfQqO4CaV4hW4ZTHY3yGOc5ynnZUISOxIyufpmsmwkOl65bWb4xZXDWoPrDMu+P8mULQBsagG0PUJdYjQNZyIq3ca8EYPEg9SATn2HtWpqVhDqVhNazruSRGU+oyMce/NGp2Mep6bc2UpKpPGUJXqM9xVC11C8s72DT9V8gtMpEFxFlVkYdVIPRsc9eeaAMvQtLi1DTEuUuLiw1FB5Fz9mby/nQ8F0xgnGD05z9Kty3lzYK1p4hjiubCRNpvEiOz0xKvO3jv0+lTwL9g8VSxhiINQiMuDz+9TAOD2+THHtW2QGBBAIPBBoAwPs97oqLNp0kl/p2Mm1d9zoOOY2wSwAz8pP0Namn3tlfJLJZkZD4lUoUYPj+IEA5xjrVBbS50a9Q2CGXTpnCvbDrASfvp/s+q9uoq3faSl1MLqCV7W+Vdqzx9SPRh0Yex/DFAGhXzJpfGnTsv3hcvj8hX0tamc2kRuQguNg8wJ93djnHtmvluOcxadKFbB+0v8AyFAFtb14bve75Vhjr+tMtdcuI9R813LgZHJ7Vl3E28g1XDc0Ael6a0OoTrJalQ4/hZq6byWurWUshR4ziQKP1HrXjNtqM9o4eKQqw9DXU6P4wMLbZ2KtuLmXklunH6UAbF3K+ml5kfvgZqnp9+32jMbIsy4KmYcfiO55q9f3lr4hnj+y2zIzEKWZsD/Cuf1mwvLC8G9Spxwf7woA0Lu5n84z3FxGrDJyhwD9BVK4cXVzmZ2kAAwqjoSO9YEjTyggZOOtXbe/urPYfLUsTyHGaAOj0u9uFtmeK0b7WFKRyMQVHuB61smC5hsYIpolGCGkbqWPc815pcane+eXE7JzwqfKBznoK6Cz8aXDRBLtlYgY3MDmgDsYS0mUmk3Z560+ZbmxInjkY24GX21zR1aWWEC1LSh/ulRyD7+lTDSNU1CICaWcOeFHmn5fy4FABH4hGpauEZzGAQAsjHg+td3Bq1j9rgsxOss0cZZsdAM9Oe9cDf8AhZbC1huVbN0p3Sh5AM49PesjUP8ARnW9tdQHmbeMDDD8aAPUdXvFjlEkNwjShciGNgWI/Ose41iW+uhp9tJvllG1yvG1e+D615/Dpl7PIu++VZJQCy7yTj3rXs9Pm0n99FdwtKvQIOv1NAHtFhb28GmQW0IRYUTaNo5HvmuX+JEunW3gm9tA8aSuqlU/iZtw59+9cFeeJL24jCX0qqB95IV2FvqRWFqcr3llNMEKxqvDMSSefegD6C8Hf8iVof8A14Q/+gCtqsTwd/yJWh/9eEH/AKAK26ACjGaKKAIbh2ht5JI4mldVJWNcAsfQZrFcjSyNW1QmfUJR5UMEIztz/BGO5PdvbsK6CoWtIHu0umiVp41KI56qD1x6UAc9cG9tgNVv1RtQkH2exs42BWJn/wBo9W4yT0ABrT0rSotJtnkklklupEU3FxNIWLED1PQDnj3pthYGXUbjU7yEicuY4Ffnyo1449C3JP1A7VF4hllnSLR7ZXM18CrMpA8uIEB2P4HA9zQBi2+9fBepa1km6vFdmlcksId5Cjn0UkjGBXTPpdvNZWdvubyrZo3jxjnZ0zxWf4miWHw6ltEoEXnQReWOrL5ijaPr0rfoAwdGzL4i1y4VXMXmRxB3PO5V+ZQM/dGQeg5JrR1LTLfVIFjnDBkYPHJGdrowOQQe1UIdth4tmhGVi1CHzsHo0qYU499uM/T61uUAc7Z6jcaXff2Zq0skiOwFreOgVZBt+6xHG7g+mas6xo0N14ensYQI1VMx4GdpByOvuKv39hb6lZy2tzGskUilSCM4z3HvWdok8u260a+fzJ7TChyMGWEj5WOO/UH3FAEU8s2teC4byNSLkwR3SLGCcyLhwoH1GK3kYtGrEYJGcelY3hQsNE8ksSLeeWBAf4URyqrnvgAc1tUAArMtbaW21u8VEP2OdFmOeiy9CB9QAT7/AFrToxQAIiogRQFVRgAdAKWiigD5V0yby9NcZ6yE4/AVHcPuXOc+1NsAPsjf75/kKkljUYxmgCsrleQSDWnp160M0ZxkKeg681n7F9KdASGGPWgDqJLuK5UtGw56gjFU45Nsp3AEZqmrHYv1qWD5mOeaANL7Ubd1eM4BGG47VHGVeSSQSbcnGAccVD96J1PRelRJ8snFAE2ohfs2QxILcg9axpP3UZ/2h0rYlZrmBlkYkcVFLZQvndu6DvQBgLHmQKT171oRzySWjQl+U5A65p5tY0nQjd+JpbmFY5gVyDQAiapcLbpFJK52H5d3IAqbUNW+0bEl5x1K96qPAjK2c9artbpu6n86ALcmoNBOklv8i7cFQetUprgyzlwMZqY2ybRy350qWcW4fe/OgCezQyIFOCScAV0sMktvNHADtCxHBzjcuSStYltbxhVYA5UjBrVuCWkSQk7tg5oA6jRHilvlMQAUx5AznBrqfhf/AMirP/1/z/8AoVcT4WjB1ZUJJX0zXbfC/wD5FWf/AK/5/wD0KgDtaKKKAM7V9Vj0u3XC+bczHZb26nDSt6D29T2pNF0+WxtHa58s3dxK00zJ0yTwMnqAMD8KztIY33iXWLu4O6SzlFrAOyJwx49Sep9hXR0AFFFFADZI0lieORQyOCrA9wa5mXTr6LTdE02bNwYr5C8iAlRFHuZdx7dFH1rqKKACmySJDE8sjBURSzMegA6mnVh+K8yaTDbEkR3N3BBLg4JR5AGH4jigCvpwfxHqKavOrLptu3+gxOpHmHH+uIP4hfzrpKbGqoojRQqIQqqowAPSnUAUNX00appstp5nls21lfGdrKwYHH1Arm1s7nXBe3S+XDdvaRxTQnIMdzGxZTgjpyOfSuzrFT9z41lROFnsUeQepV8A/kx/SgDWhMjwRtLGI5CoLIDnae4z3qrq2mrqmnvb7/LkyHikAyUdTlW/MVeooAwSbnV9NZ/LWDV7CU4UHK+YB6/3WU/k3tW6hLRqzLtYgErnOD6U1URGeRUUO+NzActjpmn0AFFFFABXyQ7HEi9vNY19b18iSXEsc8qo5A3k4/GgAkJkYnGPYVHtNBuZj1kNNM0h/jNADtrelKNwNM82T++aTzH/ALxoA6HSJNQUtJCGxjriuitfEr3tuljqEEZUDYsxOGU9utcLFqV7Cu2K6lRfRWIFRNcTNlmlcnPc0Ad0bGMS4keMA8jB60y6+yQxLEVWXLfeI6fSuL+3XbdbmU7enzHik+1XDYzPIef71AHUXen2Zv1kkfyokVchUznNUZF0lGb78mDwAuKxWu7l/vTyH6tUJkc/xGgDqbTxD9jiaOKPah6gHBP41C/iC4nYpb+eMnnZIeR6cVze9vU1LDcTRZ8uV03DB2nGRQBtMbiVGDRSMc4LOScfmagGnFlZjL93nGayzcTEcyt+dKLicHImfP1oA6Gwito5f3smGxgYNbkLwwW+xXbCncB61wRuZycmV8/Wl+2XOQfPkyOnzGgDdv7wm98xySCefelvtWSfTJIFAJ2bQQO2a55pZG+87H6mk3tgjccUAfU3g7/kStD/AOvCD/0AVt1ieDv+RK0P/rwg/wDQBW3QAUUUUAFFFFABWPpg+3areapkNDj7NbkHgqpO9vxbI/4CK2KbGiJHtRQqr0AGAKAMu/ilvdZsbby2FtAftUshXhmHCKD65JY/7o9a1qKKAMvU7W4k1HSrq3Td5E7eZjGQjIQfwzj9K1KKKACqM+nCXV7TUFfY8COjAD/WK2OCfQEZq9RQBz8Ev9gandQ3LFdPupDPDMVOEkY/MjHoBnBGcdTW/TJ4Y7m2eCZA8UqFXU9CCOay/C9zLd6BbPM251Jj3dyFcqM++AKAK/iPwzJ4h+z7NY1DTvJ3Z+xybN+cdfpj9awv+FaT/wDQ4+IP/Ak13tFAHMeHvB8ug6i12/iDVb8GMp5V3MWQZI5x68frXT0UUAf/2Q==",
"path": null
}
|
Figure 1 Representative photomicrographs and camera lucida tracings of hippocampal CA3 neurons from control rats (A1–2) and rats treated with CeA for 6 weeks [2 ml kg −1 CeA (B1–2); 4 ml kg −1 CeA (C1–2); 6 ml kg −1 CeA (D1–2)]. Note the significant increase in dendritic length and branches in rats treated with 4 and 6 ml kg −1 CeA for 6 weeks. Scale bar = 20 μm.
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CC BY-NC
|
no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
|
PMC1513148
|
16951719
| 2 |
nel024f2
|
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"path": null
}
|
Figure 2 Apical dendritic intersections of hippocampal CA3 neurons in rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 6 weeks and in age-matched control and saline treated rats. Each point represents the mean of 8–10 neurons from each rat (SD not shown). F -value: 1.27, 3.17, 17.22, 37.49 and 64.43 at 20, 40, 60, 80 and 100 μm distance from the soma, respectively. Note that there is a significant increase in the dendritic intersections in rats treated with 4 and 6 ml kg −1 CeA. Normal control versus 4 ml kg −1 CeA: ** P < 0.01, *** P < 0.001; normal control versus 6 ml kg −1 CeA: ▴▴▴ P < 0.001 (one-way ANOVA, Bonferroni's test).
|
CC BY-NC
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no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
|
PMC1513148
|
16951719
| 3 |
nel024f3
|
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"path": null
}
|
Figure 3 Basal dendritic intersections of hippocampal CA3 neurons in rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 6 weeks and in age-matched control and saline treated rats. Each point represents the mean of 8–10 neurons from each rat (SD not shown). F -value: 0.73, 38.64, 58.37, 60.64 and 33.0 at 20, 40, 60, 80 and 100 μm distance from the soma, respectively. Note that there is a significant increase in the dendritic intersections in rats treated with 2, 4 and 6 ml kg −1 CeA. Normal control versus 2 ml kg −1 CeA: # P < 0.05; normal control versus 4 ml kg −1 CeA: *** P < 0.001; normal control versus 6 ml kg −1 CeA: ▴▴▴ P < 0.001 (one-way ANOVA, Bonferroni's test).
|
CC BY-NC
|
no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
|
PMC1513148
|
16951719
| 4 |
nel024f4
|
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P+dtXvF92954P8SQX+r64baOJhaiXS/LSYhFZN7eQNv735eq9B2NUgOo6/CUn/P8A08f8fP8AnbQBE39tfa9L/wCEbP8Axbz+1rH7PnZ/z9Rbvv8A77/X7uv/AKDivcK8PkGuC80oeG/+Sd/2tZeR9z/n5i3ff/ff6/d1/wDQa9woAKKKKACiiigAoopCARgjIoAwoPGXhe6njt7fxJpE08rhI4476JmdicAABskk9q5O5e0bxB4ljvNV1Szh/ta2kC2tl5kZdbe1ZCX8psNuVflz2HHPPU+HRjW/Ff8A2FY//SK1rlrprU+IPE0d5q+qWUY1W2kC21l5kZdbe2ZCX8pvm3AfLu7DjnkAfLdm8F1Dqet6/HaR3MX2aQ6TtEmPLZST9n6iTIA4zgcEGuQs21iVb3/hI5JZfh81/dmaSZER3zcSbSyxhZgfP25AAx3AFdfJdm8+1Q6nruvx2sV1EbZzpO3fjy3Vifs/B8zIA4zgcEHnkLKTWj9uPiNppPh4dQvDPJMqI7ZuJNpZUAmB87bkADBzkAcUAW22hGDj/i03HU/5uP8Aj5/ztr0zwL/yT7w1/wBgq1/9FLXmOAd24/8AFpM9D/n7R/x8/wCdtem+Bv8Akn/hvPX+yrX/ANFLQB0FYHjr/kn3iX/sFXX/AKKat+sDx1/yT7xL/wBgq6/9FNQBlACJsDMPlfvv3HzfZ93/AC2i/vxN/EnOKy9eSVbC2WG3gaSPU7GRITJtSMtdRfvImAOYn7jB2k9OK1QBGcAmHyv337j5vs+7/ltF/fib+JOcVk6+kg0+2WG3geWPU7GVIDJtRC11Fh4nAOYnPUYO0npxQB0eLvRdSLY/tS61PjtG0TIP/HbcZ92Vm/5aNJxy3jO1uNK1DQZXuYr+8udUE+HIjlDx20wCwrz8gLAqp3EO3PmGQ11OL3RL3P8AyFrzUfpGY2Vfx224/wCBMpb/AJaNJXLeNLe603UNAkkuYb66uNT8/DkRyh47eYBYl5+QFhtU7iHIz5hkIoAYYvNd9Yv4rtNaWdVt4WXaJMYK7jt2iULnC4GdqHY2cNl6rBBd6nomqa1PqFjeNrAUvHCWdQsEjRbh5ZHmbgg24GVwdvOTqmIyGXVr6O7XWVuFFvEybPMxgruO3aJQucLgZ2odjbsNlavBDeapomqa3PqFhdHWNu9ISWVVgkaIsNhHmbgo24GVwdvOSAb73n2xrmHVNc15LOK5iNs/9lhFk2+W6lj9n4IkGMcZwOCDXOa/eJdeKbNdfur+fw7FFcrdyXlm0Ba3P2YqfljRiftBjHyjPygn5Sc9FJe/bGuo9U13X0tIbmI20n9lbBJt8t1Jb7PwfM4xxnA4IPPO69fLceKbJdeur+48PRRXS3cl5Ztblrc/Zip+WNGJ+0GMfKM/KCcKTkAb8rIAAf8AhUueTn/Nx/x8/wCdtdD8NvsH/CR69/Yuf7A+yWX9l/e/1W+53/e+f/Xed97n0+XFYCAnIX/kk5PH+f8Aj4/4+f8AO2t/4bixHiXX/wCxs/2D9ksv7L+9/qt9zv8AvfP/AK7zvvc+ny4oA9LooooAKKKKAKeoXttp2nXN9dy+XbW0TzTSYJ2ooJY4HJwAenNfLc+n+FbzUxrVh4C8WN4aVlkeVJz5XlJjzf8Alm3A2vn98O/K9vd/iK/i59PisfDOh2eq215HNDqCXUuzahCgBT5iHkF+QeMdq8qsvHHxF8PaJH4e3+F45LGI2iyTanaCeHblQCPPC7kwByvb5s85APb/AAdqGlap4Q0q60MOmmfZ1jt45AQ0ap8mw5JOVKlc5OcdT1rfrivhRbtafDPRoGS1Ro0kVhazrPGT5r5YOrMCT1ODgEkYGMDtaAPOfi3rfiXTfDsVj4XsNRnvr5mR7iztmlNvEB8xBXlHJZQDjpuxggGrPwm02y0nwaLOy0zV7ErOxn/ta28iWeXauZAmSAmMKMH+HnJyT3veigDz74naT4guvD+sXmn+JvsGmxaVN9osPsEcv2jCOW/eMdy7lwvHTGa6HwL/AMk98Nf9gq1/9FLR47/5J74l/wCwVdf+imo8Cf8AJPfDX/YKtf8A0UtAHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWBr3iKTQTGzaJqN7A7xRia1aDaJJJBGiYeVWyWZecY+Yc9cAG/XP+If8AkOeE/wDsKv8A+kV1V06tDBo41LVV/smJT+8F/NEvlfNtG5ldk5OMfMeo78VyuueMfC82s+GXj8SaQ6w6k7yFb6IhFNpcLk/NwNzKMnuQO9AFP4jiwPiPQRrXOgmyvRqWd3+q322z7vz/AOu8n7vPrxmudVcHAz/wqbt/n/j4/wCPn/O2tPxnrXhvW/Eejq+qWOoaHFZ3f9rfZbgS7Iy9v5efLJcZmEX3eeD2zWXtIJ5P/CpM9P8AP+kf8fP+dtAHR/Df7D/wkuv/ANj/APIB+yWX9mfe/wBVvuN/3vm/13nfe5/DFek15r8OBYjxH4g/sb/kA/ZLL+y/vf6rfc7/AL3z/wCu8773PpxivSqACiiq9xbw3VvLbzxRzQSqUkjdQyupGCCDwQRxigCxRXFeCfDuhWtpJfW+jadDeRalfpHcR2sayIoupkADAZAC/KB6cV2tABRRRQBz/gT/AJJ74a/7BVr/AOilrz/wxefaPBumW+p6zrNtaRQWRtxHpuVOI4mX5/JPSTIHPzAD72cn0DwJ/wAk98Nf9gq1/wDRS15/4YvRP4O0y31PWNZtbSGGyNuI9NypxHE6/N5J6SZA5+YAfezkgC+Lrxr3wj4kg1DVtba1SI/ZBNpflpKQism5xCu3978vJXoPWqfzb85/4tL/AJ/7eP8Aj5/ztq74uu2u/CHiW31DVtcNrHCfsol0vy0mIRWTe3kDb+9+XqvQdqpBR0HPwmP+f+vj/j5/ztoAif8Atz7ZpX/CNn/i3n9rWXkfc/5+Yt33/wB9/r93X/0GvcK8QkGti80r/hG/+Sef2rY+R9z/AJ+Yt33/AN9/rt3X/wBBr2+gAooooAKKKKACiiigDn/D3/Ic8Wf9hVP/AEita5a5Nq2v+Jo7zVdUs4hq1tIFtbLzIy629qyEv5TYbcq/Lu7DjnnqfD3/ACHPFn/YVT/0ita5W6a1bxB4mivNW1SziGq20gS3s/MjLrbWrIS/lNhtyrxu7DjnkAfLdtdi5h1LW9eitIrmL7NIdI2iTHlspJ8jgiTIA4zgcEGuQsm1lvtreIpZpfh22oXZmkmREds3EhUsqATA+dtyAB3yAvFdfJdm8N1Dqeua/HaxXURtnOkbQ+PLZWJ+z8HzMgDjOBwQeeQsn1o/bj4jeaT4eHULwzyTIiO2biTaWVAJgfO25AAwc5AXigCyxGDuH/FpM9T/AJ+0f8fP+dtem+Bf+SfeGs/9Aq1/9FLXmYAKtuP/ABaXIwCP83H/AB8/5216b4G/5J/4bz1/sq1/9FLQBv1geOv+SfeJf+wVdf8Aopq36wPHX/JPvEv/AGCrr/0U1AGWAImwMw+V++/cfN9n3f8ALaL+/E38Sc4rK19JF0+2WG3gaWPU7GVIDJtSMtdRYeJwDmJz1GDtJ6cVqgeU3GYfK/ffuPm+z7v+W0X9+Jv4k5xWVr6SDT7ZYbeB5Y9TsZEhMm1ELXUWHicA5ic9Rg7SenFAHRYvdEvc/wDIWvNR+kZjZV/Hbbj/AIEylv8Alo0lct4zt7nTdR0CR7iK/urjVPPAdhHKHjt5gFiXn5AWG1TkhyM+YZDXU4vdFvc/8ha81H6RmNlX8dtuM/7TKW/5aNJXLeNLe603UNAkkuYb66uNT8/DkRyh47eYBYl5+QFhtU7iHIz5hkIoAjMPmu+sX0V0mtLOqW8LLtEmMFdx27RKFzhcDO1DsbOGzNVggu9U0TVNan1CxvG1gKXjhLOoWCRotw8sjzNwQbcDK4O3nJ1DEZPM1a+ju11lbhVt4mTZ5mMFdx27RKFzhcDdtQ7G3YbL1eGC91TRNU1qfULC7Osbd6QksqrBI0ZYbCPM3BBtwMrg7eckA33vPtjXUOqa3ryWcNzEbaT+ywiybfLdSx+z8ESDGOM4HBBrnNfvEuvFFmmv3V/P4diiuVu5LyzaAtbn7MVPyxoxP2gxj5Rn5QT8pOejkvftjXUWqa5r6WkNzEbaT+ytgk2+W6kt9n4PmcY4zgcEHnnNevluPFNkuvXV/ceHoorpbuS8s2ty1ufsxU/LGjE/aDGPlGflBOFJyAN+VkAAP/Cpc8nP+bj/AI+f87a6L4b/AGD/AISLX/7F/wCQB9ksv7L+9/qt9zv+98/+u8773PpxiufQE5C/8knJ4/z/AMfH/Hz/AJ21v/DcWI8S6/8A2Nn+wfsll/Zf3v8AVb7nf975/wDXed97n0+XFAHpdFFFABRRRQBma9GZtA1KL+0P7N32sq/bt237NlCPMzkY2/ezkdOor5p0zWvhDa6ZBbav4X1G61CFfKnubSeQxTsvHmLulQgNjdgouM4xxX0l4kt57zwxq1tb2kd3PPZTRx20jFVmYoQEJBGAScZyOvUda8n0O8+NWhaJaaTD4X0y4is4hDHJcTRbyi8KDtnUcDAzjtzk5JAPRfh9caJd+BtOn8OWU9lpLeb5FvcEl0/euGzlm6tuPU9fwrqqxPDFzrl34dtZ/EdlBZ6u2/z4ICCiYdguCGbqu09T1/CtugAoqvPPDa28k9xKkUMSl3kkYKqKBkkk8AAd6q6Lren+I9Ig1XSrjz7Kfd5cuxk3bWKnhgCOQRyKAKPjv/knviX/ALBV1/6KajwJ/wAk98Nf9gq1/wDRS0eO/wDknviX/sFXX/opqPAn/JPfDX/YKtf/AEUtAHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVi3nivw7pt3JaX+v6Xa3UeN8M95HG65AIypORkEH8aANqiq9vcQ3VvHcW8qTQyoJI5I2DK6kZDAjgggjmrFABRRXFWGhW8fji+t1vNXaC1srO5ijk1e6dRI0twGJDSEMCI04ORx05OQDrbiNpYJI0neBmQqskYUshI+8NwIyOvII9Qa5nw9BqkmvawLvxFqN3Bp16LdIJY7ZVkVreKTLlIVbIaU4wR0HXnPXVz/AIe/5Dniz/sKp/6RWtAGpetepaSNYQwzXIxsjnmMSNyM5YKxHGf4T6cdayfDmsavrKyz3umWVpbJLPAGhvnmcyRStE3ymJBtJRiDnPTjnjoq5/wf/wAgS4/7Cuo/+ls1AHQUUUUAFFFYHijV9R0PSLnVLKwtruGzt5bi4Wa8aBgqLuwgEbhiQD1xjj14AN+is+wl1KSBm1O0tLaYP8qW1y06lcDks0aYOc8Y7DnniDUvEmhaPOtvqms6dYzsgcR3VykTFSSAQGIOMg8+xoA1657xl/yBbf8A7Cum/wDpbDWtYX9pqVml3Y3UN1byZ2TQSB0bBIOGHBwQR+FZPjDnRLbH/QV07/0thoAr+PGK+GAwlljI1CwIkij3uv8ApcPKrg7iOoGDn0NYE1+LwXUOq67rkdnHcxfZ3OlbfNx5bKW/0fg+ZwBxnHcEV0HjqTZ4ZV/NmixqFgd8Kb3X/S4eVXByfQYOfQ1gS3/2z7VDqmu65FaRXMRgf+ytu/Hlupb9x8p8zjBxnA45oA5vXrqO88VWqeIrq/uvDkUFyLmS8s2gLW5+ylSNkaMT9o8sfLyABngkkX1BP/Cps8f5/wCPj/j5/wA7aXWrxLrxXap4gub+58PRwXK3Ml1ZtBut/wDRipG1Fcn7QUB25PAPCk5QDGQc/wDCpc8f5/4+P+Pn/O2gDofhx9h/4SbX/wCxv+QD9ksv7M+9/qt9zv8AvfN/rvO+9z6cYr0qvNfhx9h/4SXX/wCxv+QD9ksv7M+9/qt9zv8AvfN/rvO+9z6cYr0qgAoo7VyWoeKtQTVdQs9K0y1uhp0iR3TXN48LKWRX3KqxPuQK65Ocg5+XGCQC74P/AOQJcf8AYV1H/wBLZq6CvPNL1PxJo1jcQHRtKl23c90xXVJP9XNM8u9cW53IPMwSOeMkDpXR6V4mt7nw2dY1OS00+KOeaGV2ug0KmOZosiRguQxUEEgfeFAHQVgzeMfDFtcPb3HiPSIp4nKSRyX0SsjA4IILZBB4xU+neJNC1e4a30zWdOvplTeY7a6SVguQMkKScZI59xXl3ha1jPg/SNVuopxqscNvHaxpwsqrGmw52kCQJ91T97anytu+YA6zwd4x8L2vgfw/bXHiTR4Z4tNtkkjkvolZGESgggtkEHtXN+GLz7R4O0y21PWNZtrWKCya3EenZUgRxMvzeScgSAgc/Ngfezk3hCspfWdQhu11oXKiGJ1278EFcnYAJQo4XA3bUOxt3zUvC919o8HaZb6lq+s2lpDBZm38vTTsbbHE6nf5J4EmQOfmwOWzyAHi+7a88IeI4NQ1fWzaxxH7IJtL8tZiEVk3P5K7f3vy9V6D1qn827Of+LS/5/7eP+Pn/O2rni+7e88I+JLfUNX1s20cTfZFm0vy0mIRWTe3kDb+9yvVeg7GqYUdBz8Jj/n/AK+P+Pn/ADtoAif+3Ptmlf8ACNn/AIt5/a1l5H3P+fmLd9/99/r93X/0GvcK8QkGti80r/hG/wDknn9q2Pkfc/5+Yt33/wB9/rt3X/0Gvb6ACiiigDnb/wATy2WuJpUXh7VbyaSJ5opIXtwkiIUDkb5lIwZUHIGc8ZHNbVvI0sEckkEkDMgZo5CpZCR907SRkdOCR6E1j3n/ACUPRv8AsFX/AP6NtK6CgAoorgPFOqapF4murOy1e+tRFZ2kkFtbQwkTySSzhwXkifDFIhtGRkjgMeCAb/h7/kOeLP8AsKp/6RWtctcyWZ1/xNFd6rqtlF/attIEtbPzIy629qUJfymw24KNu4dBxzzn2h1mzsNQvm1rW7fU7y+WQWjQW3735I0Cljb4WTy0wF4JwpCncN0GiTvO2urrms67azHVopWX7ArfMsVuYyzLBgNkIMDGcLlfm5ANmW7N59qh1PXNfjtIrmI2znSNofHlspJ8jg+ZkAcZwOCDzyFkdZYXzeIpJZfh2dQuzNJMiI75uJCpZUAmB8/bkADnPAXiuvkuzdm5h1LXNfjtIrmI2znSNu/HlspJ8jgiTIA4zgcEHnkLJ9aP24+I3mk+HZ1C8M8kyIjtm4k2llQCYHztuQAMHOQF4oAssRg7h/xaTPU/5+0f8fP+dtem+Bf+SfeGs/8AQKtf/RS15mACrFj/AMWlyMA/5+0f8fP+dtem+Bv+Sf8AhvPX+y7X/wBFLQBv1geOv+SfeJf+wVdf+imrfrA8df8AJPvEv/YKuv8A0U1AGVxEcAND5X779x832fd/y2i/vxN/EnOPSsrX0kFhbLDbwPLHqdjKkBk2pGWuosPE4BzE56jB2k9OK1gPLOBmHyv337j5vs+7/ltF/fib+JOcVla+kg0+2WG3geWPU7GRITJtRC11Fh4nAOYnPUYO0npxQB0WL3RL3P8AyFrzUfpGY2Vfx224/wCBMpb/AJaNJXLeM7a503UdAke4hv7u51TzwHYRyh47eYBYl5+QFgVU5IcjPmGQ11WL3Rb3P/IWvNR+kZjZV/Hbbj/gTKW/5aNJXK+NLe603UNAke6hvrq41PzwHIjlDx28wCxLz8gLDap3EORnzDIRQBGYvNd9YvortNaWdUt4Su0SYwV3HbtEoXOFwM7UOxs4bM1WCC71TRdU1qfULG8bWApeOEs6hYJGi3DyyPM3BBtwMrg7ecnVMRk8zV72O6XWVuFW3iZNnmYwV3HbtEoXOFwM7UOxs4bK1eCC91TRNU1qfULC7Osbd6QksqrBI0RYbCPM3BBtwMrg7eckA33vPtjXMOqa5ryWcVzEbaT+ywiybfLdSx+z8ESDGOM4HBBrnNfvUufFFmmv3V/P4ciiuRdyXlm0Ba3P2YqfljRiftBjHyjPygn5Sc9G979sN1Fqmua+lpDcxG2k/srYJNvlspLfZ+D5nGOM4HBB55zXr1bnxTZLr11fz+HYorpbuS8s2ty1ufsxU/LGjE/aDGPlGflBPyk5AG/KyAAH/hUueTn/ADcf8fP+dtdD8NvsH/CR69/Yuf7A+yWX9l/e/wBVvud/3vn/ANd533ufT5cVgICchf8Akk5PH+f+Pj/j5/ztrf8AhuLEeJdf/sbP9g/ZLL+y/vf6rfc7/vfP/rvO+9z6fLigD0uiiigAooooAzNdtbS+8PalaX8/2eyuLWWK4m3BPLjZCGbceBgEnJ4rw+4+Fvwqa3kFv4+jjnKERvJqlq6q2OCVAGR7ZGfUV6R8R/G+geE7CCw8QWV9dWurRTwmO1VTlAFDgkupGQ/UHP0rx3/hIfgdx/xRuuf9/m/+SKAPYPg4YW+FGhmBHRNkoIdwx3CZ9xyAOC2SB2BAycZPe1g+ENb07xF4UsNU0i2e1sJEKQQPEqGNUYpjapIA+XgA9MVvUAc74s8H6Z400+1sdYM5tre6S62Qvt8wqGXaxxnaQxzjB9CKwvgpz8ItC/7b/wDo+Su/qpY2NpptolnY2sFrapnZDBGERcnJwoGBkkn8aAOK+JureILTw/q9lp/hr7dpsulzfaNR+3xxfZ8o4b92RubauG465wOa6DwL/wAk98Nf9gq1/wDRS0eO/wDknviX/sFXX/opqPAn/JPfDX/YKtf/AEUtAHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz/iH/kN+E/8AsKyf+kV1Vfx5I8fhSTZdz2fmXdnE9xA7I6I9zErYKkMPlJHB71z03h2ymbzLi61kPABIGj1m7kNuSpUXEJMnzIVZge4DEdDQB6TXO3XjHSbTUGsZU1T7SN+ETSLt9wQgMylYiGUFl+YZHzDnkVx1zHf6Pr+hPpE17dXc975T2N3rVw0MsZt5j5is7ODH8oflWYFQB1rW1G58VxeKdIvBoekyzGC4tFt4tVkJ2yNE7SsTbjCJ5QB4PMijqQCAd7XP2f8AyUHWT/1CrD/0bd1zuveJ/FmnalZWX2XRLSW5gmliHmTXpmeNohsHEO04kJH3txGAASM5tvqXiyGa81ma502HVLlIrNLJ9Kmw4jMjqN3nja581zsPzEBcDkZAOj8QeL7vSddfTYNOgmVLeGdppppkXMjyIF/dwSY/1fcjOcDNYNh4n1zT7/WriXRIES9vUmDSyXiKP3EMQAP2M55j7hTk4wRgnOtL+91HxFqZ8T6hcafMLewwmm2DY+WaZo/MDCUo2/BGSu4EcHNbMt6b03MGp63r0dpFcxG3ZtJx5hBjdWb9xwRJwBxnA4INAHJG+1y+8dalr+u3epWHhO1mSG7S11K5jjhY26bQEHly8u8ZyIxyx6jJpYLVrbxC3iGHU9Xi+HRdnMqapcqNzAqx2CTzcm4JzxyST05p8326bxHrravc3Vx4Ba8T+03uoFikaX7PDs3KqpKPn8n7qgYx2yaeR1z/AMkj/wA/9vH/AB8/520Aek+CNVXV/C8N3HcS3EDXFylvLISWaFJ5EjyW+YnYq8t8x6nJya6SuR+G/wBh/wCEJg/ssY0/7XefZfvf6r7VLs+9z93HXn1rrqACvPvE3jHSdY8Faxa6cmqXEt7pc5t9mk3eJA8ZCsG8rG05HzZx716DXmPhDMfg7Q+ZojDp9vN/fkg3Rr++j/vxNn517HNAHUJ440QsoZ9RiVk8wyT6XdRRqn99naMKqDuxIAHJNS+Mv+QLb/8AYV03/wBLYa5TxcmPBmvRmHGzT7iTy4W/1W6Nv3kR/ihbPzL/AA5q3q2g627WVlc+JtX1AzNG6pDHZwlZ4mWQSt+5OIgyrnqVO0YffgAGv8QJLiLwfP8AZnu45WubSMNZytHMQ1zGpVGXkEgkfj3rh20eO40lpL668SLdrcAQWMuqXJDkMHXcScCYfeQcElEba2fmv+MrfXNG0+wNx4j1PVS91Z4tkt7ZC0qXMZLYWHcEJ2gc/KxQHeH4CnnebrF7FeDWhcgQQOmzfjBTcdu0Shfurxu2odjZ+YAyr6wFvpFtdX2p+JbW7TVbRYYHu7i5Ur9ojILo4ZTIASQpAztUheeehlv/ALV9qh1TXdeitIrqI27nStu/Hlupb/R+D5mQAcZwOuaxNYgjmtI9W1STULTVTqtkkWy3LEqLiLaWUIR5gXOFwu4Kp2HPO5Nfi6+1Q6nruux2kV1EYHOlYL48t1LHyPlPmZABxnA65oA5rXbuO78VWqeIrrULjw7HBcrcyXlm1vut/wDRipG2NGJ+0eWDtyeB0UnIvqD/AMWlzx/n/j4/4+f87aXW7uO68WWq+ILrULnw8kFytzJeWpgLW5+zFSNkaMT9oMY+XJGB0UnKAYyDn/hUueP8/wDHx/x8/wCdtAHRfDn7F/wkniD+xv8AkBfZLL+zPvf6rfc7/vfP/rvO+9z6cYr0mvNfhx9h/wCEl1/+xv8AkA/ZLL+zPvf6rfc7/vfN/rvO+9z6cYr0qgArgIX/AOKo8UkTY8nUIpN0afvLfNpbjzB/fU9GX0ANd/Xn8L/8VR4pPmkeTqEUm6NP3tvmztx5g/vqejL6AGgC8MRE5/cCL97mH5vs+f8AltF/ehb+Je1WvAX/ACKxz5Wf7Qv/APUf6v8A4/Jvu/7Pp7VV4hOeYREfN/cfN9nz/wAtov70LfxL2rB0O58UWumQw6PcaMyXWo6isVuLJ38si5lJYsJ1Hkg5ywXI3IArFqAOw8C/8k+8NZxn+yrX/wBFLXnHhm2jbwfpGp3SXA1SGC3S0jVdqShY02c4I8zb91T97ah2Nn5uoS18XeGtP0jRNP1HSL0Jbi1gDaZIrgRooDyf6RgJgfMwGQSoCsWArlvCtuP+EO0rUbpZzqkUNulpGi7VmVUUxknaQJAo+UHqFQ7W3fMAajQiTzNZvobtdZW5VbeArs37cFAx27RKFztXA3bUOw7vmp+F7r7R4O0231LWdZtbSKCz+zhNMyhCxxMvz+Sc4kyBzzgdc5N0w+aH1i/iuxrKXCrbQMuzzMYKBjs2iUDOFwN21DsO75qfhe6+0eENNg1PV9ZtLSKCyNv5em/KdscTrh/JPAkyBz82B1zyAL4vu3vPCHiO31DVtcNrHEfsom0vy1mIRWTe3kLt/e/L1XoOxql827Of+LS/5/7eP+Pn/O2rvi+8a88H+I7fUNW1v7NHCwthLpnlrOQism9vJG3958vVeg7GqQUdOvwmP+f+vj/j5/ztoAif+3Ptmlf8I2f+Lef2tZeR9z/n5i3ff/ff6/d1/wDQa9wrxCQa2LzSv+Eb/wCSef2rY+R9z/n5i3ff/ff67d1/9Br2+gAoorjvHkMNxHoNpdl2sp9RKXEYTzFdVtp3G9DkOoZFYgg/dz2oA0b3/koWjf8AYKv/AP0baV0FeZt4R8NqZBJ4d0lBxNIYbGN/KPGJo+PnhPdedtS+H9I07SviJa/YNOtLF5tLu3lS0gVY3/e2u10cD5kIzgH7pz60Aej15r4ohgPjy5vCJ3vbawsTZxJwruZrknnaRvAXKg9SMYbJU9ZB4y8L3VxHBb+JNImnlYJHHHfRMzsTgAANkknoK5PxPHAfH1xd4me9t9OsjZxLwruZrknkqQHAXKg9SMYblSAV3iV2fWbxLxdZFwq28JTZvxgqGO3aJQudq4G7ah2Nu+appN19qm1865qWtafK2rRSmGOxDgMsVuYizCA/N8qDGRnj5fm5tNB5jSa1eR3g1oXCrBCV2b8YK7jt2iULnauBu2odjbvmraVdG8m19ta1PWbBzq0UpiSw3AMsNuYyzCE4bKpxxnj5fm5ANSW8a8+1Q6lrmvR2cdzEbaQ6TtD48tlJIg4PmZAHGcDgg88jYnWW+2t4ilmk+HTX92ZpJkRHfNxIVLKgEwPnbcgAc5yAvFdfJdtdtdRalrmvx2kV1EbZzpO0Pjy2Uk/Z+CJMgDjOBwc88hZPrR+3HxG80nw7OoXhnkmREds3Em0sqATA+dtyABg5yAvFAFliMHcP+LSZ6n/P2j/j5/ztr07wL/yT7w1/2CrX/wBFLXmQAKsWP/FpcjAI/wA3H/Hz/nbXpvgb/kn/AIbz1/su1/8ARS0Ab9YHjr/kn3iX/sFXX/opq36wPHX/ACT7xL/2Crr/ANFNQBlACJsDMPlfvv3HzfZ93/LaL+/E38Sc4rK19JF0+2WG3gaWPU7GVIDJtSMtdRYeJwDmJz1GDtJ6cVrACI4GYfK/ffuPm+z7v+W0X9+Jv4k5xWVr6SDT7ZYbeB5Y9TsZUgMm1ELXUWHicA5ic9Rg7SenFAHRYvdEvc/8hW81H6RmNlX8dtuP+BMpb/lo0lct4zt7nTdR0CR7iK/urjVPPAdhHKHjt5gFiXn5AWG1TkhyM+YZDXVYvdFvc/8AIWvNR+kZjZV/Hbbj/gTKW/5aNJXK+NLe603UdAkkuYb65uNT8/DkRyh47eYBYl5+QFhtU7iHIz5hkIoAYYvNd9Yv4rtNaWdVt4WXaJMYK7jt2iULnC4GdqHY2cNl6rBBd6pouqa1PqFjeNrAUvHCWdQsEjRbh5ZHmbgg24GVwdvOTqmMyeZq19HdLrK3CrbwsmzzMYK7jt2iULnC4GdqHY27DZWrwQXuqaJqmtT6hYXZ1jbvSEllVYJGiLDYR5m4INuBlcHbzkgG+959sNzDqmt68lnFcxG2k/ssIsm3y3Usfs/BEgxjjOBwQa5zX7xLrxRZpr91fz+HYorlbuS8s2gLW5+zFT8saMT9oMY+UZ+UE/KTno3vfthuo9U13X0tIbmI20n9lbBJt8tlJb7PwfM4xxnA4IPPOa9erc+KrJdeur+fw7FFcrdyXlm0Ba3P2YqfljRiftBjHyjPygn5ScgDflZAAD/wqXPJz/m4/wCPn/O2uh+G32D/AISPXv7Fz/YH2Sy/sv73+q33O/73z/67zvvc+ny4rAQE5C/8knJ4/wA/8fH/AB8/5210Hw4FiPEfiD+xv+QD9ksv7L+9/qt9zv8AvfP/AK7zvvc+nGKAPSqKKKACiiigDzf4r/Ee8+H9pYLYWEFzc3/mbJJ3OyLYUzlRgtkOf4hjGeeleR6d448I6jeW+p+O5vEXiLUYyHS3eCGO0gbCZCxiQA8pg5wrA/Mmea+pKKAMHwhren+IfClhqekWz2thIhSCB41QxqjFMbVJAHy8AHpit6iigAoqhqOrado9utxqeoWtlA77FkuZljUtgnGWIGcAnHsaksb+01K0S7sbqG6t5M7JYJA6NgkHDDg8gj8KAMrx3/yT3xL/ANgq6/8ARTUeBP8Aknvhr/sFWv8A6KWjx3/yT3xL/wBgq6/9FNR4E/5J74a/7BVr/wCiloA6Ciue1nxNpmnzzaXNcX8V4bXzybOxluGhjYsok+WN1HKtjcMccjFcroviYw6rdyajrnie5tI5N9pFLobBZ7cwpmRvLtQwAkaQAgr91eo6gHpdFYdp4p0W80y61L7ctvZ20ginlvY3tRGxCsobzQpGRIhB6HcMVLpviTQtYnaDS9Z0++mVS7R21ykrBQQMkKScZI59xQBr0VUv7+002ze7vrqG1t48b5p5AiLkgDLHgZJA/GqeneJND1edrfS9Z0+9nVC7R210krBQQMkKScZIGfcUAa9FZ+oWVxewJHb6pdWDhwxltliZiMH5f3iOMc56Z461keCvt9z4X03VNQ1a6vp9Qsre4ZZo4VWJmQMwTy41OCW/iJ6D3yAS+LbzV9J8P3uq6Xc2SGxtZrmSK6tXl83Ym4KpWRNvQjJDdR6c6enx6lFbldSu7S5nL5V7a2aBQuBwVaRyTnPOe44458+1/wAfRa78L9V1G18P6wNOvrKaCK6kNsF3PmIEqJt+N5x92tJ/ihaDwofE3/CO63/Y463H+i/3/L+752773HSgDvqKKKAOX8eP5fhcP53k7dRsD5u3ds/0yH5sd8dcVUJ8rnBh8kGXMPzfZ8/8tov78LfxL29KueO2KeGVZZTERqOnkSbd2z/TIecd8elUyNh4/c+V+9Bg+b7Pu/5bRf34W/iXtQBmajJNb+IPDK28ELzDUZGS1VwFy1pcfPE56QnqwAJBHAJwD0H+maLqH/QTu9S+kbRsg/HbbjPuys3/AC0aSsHUZJrfXvDSW0ELzDUZGS1DgKC1pcAPG/aI9WGCRjgE4B3ibzRNQxxqd5qXTpG0bIPx224z7srP/wAtGkoA5DxPpx0/xnpN7c3LXt7Ja3MsA2BGMyyWw2IecKAWZEIJ35yZC+C5ozL5msX0d4msi4VbeErt34wV3HZtEoXO1cDdtQ7G3fMnijT20/xnpN5c3LXl9La3MsA2BGMyvbfInXCgbmRCD8+cmQvgvMb3KPqV5HdrrK3CrBEVCb8YZdx2bRKFzhcDdtQ7GDYYAzrW4+1eKdafWb3UdNMsVi7LBa+Y7sssxj83EbbGBCADCbuODnJ2prv7abqDU9c1+OzjuYjbM2kgeZjy2Un/AEfgiTIA4zgcEHnFtLk3vijWm1i61LTWkisZGEFt5jMVlmMfm4jby2G1MDCbh2OcnbluzeG7g1TW/EEVnHcxG2d9I2CTGxlJP2fgiQEAcZwOCDyAcrNLeS+IdebWZ7m68AtdxjUprqFYpDL9nh2ZRVWUfP5I+VQMYPTJqYbdp5/4tN/n/t4/4+f87aika/l8R66dXubm58Btdp/aUl1CsUjy/Z4dmUVVlHz+SPlUDGO2TUgClTzn4S56f5/0j/j5/wA7aAO++G/2H/hCoP7M/wCQf9rvPsv3v9V9ql2fe5+7jrz6111cl8OBYjwVB/Zn/IP+13n2Xr/qvtUuz73P3cdefWutoAK8z8IYj8GaEAZofK063m4+aS33Rr++T+9G38S9jmvTK8z8I4i8G6FzLD5enW83HzSQZjX98n96Nv417GgBfF0f/FGa8nk42afcSeXC3+q3Rt+8iP8AFC/8S9s10oF5ouoE86pd6l67Y2jZR/47bjI9WVm/5aNJxzXi5APBmvJ5X3NPuJPKhb/Vbo2/eRH+KF/4l7ZrpR9r0XUTydTvNSPGcRtGyj/x23GR6lWb/lo0lAHPeNftejaYrl5b+6v7+xfMaASo0dzEQFGDiHsAclXcZ3mQkVWQXQk1a/S7TVluQLeB027yMFNx24EoX7q8btqHY2fmt+NTc6Jpwdnk1C8v76ycGJAJUeO5iICLg4hzgAHO13Gd5kJFJl84S6vex3i6wLkC3gdNnmYwU3HZgShR8q8btqHY2fmAKGswRz2sWr6q+oWeqDVbNIfLtyxKieLBZQhHmBc4XAyFU7Dnnblv/tQuodU13XorSK6iNu50rbvx5bqW/wBH4PmZAHGcDrmsTWooprSPVtVe+tNUXVbKOLy4Nx2ieIgsAhHmBc4XAyFU7DkZ3Jr43QuodT1vX4rSK6iNu50ggyY8tlLf6PwfNyAOM4HXNAHNa7dx3fim1TxFc6hceHY4bhbmS8s2ty1ufsxUjbGjE/aPLB25PA6KTkX1BP8AwqbPH+f+Pj/j5/ztpdbu47rxZbLr91qFx4ejguRcyXlo0Ba3P2YqfkjRiftBQfLk/KOik5EXcSo5+E+eMH/Nx/x8/wCdtAHQfDj7D/wk2v8A9jf8gH7JZf2Z97/Vb7nf975v9d533ufTjFelV5t8Olsl8Ta+NHH/ABIhaWX9mfe/1W+43/e+b/Xed97n04xXpNABXAQv/wAVR4oPm48nUI5N0afvLfNpbjzB/fU9GX0ANd/Xn8T48T+KH87b5OoRybo1/e23+h248wD+ND0ZfQA0AXuIic/uBD+9/cfN9nz/AMtov70LfxL2rM8GvNpNjI0EEV7PqWo3wSKFgohKXMo4J6W469CVZ+AxkAGmNsbf88fKPnfuPm+z7v8AltF/ehb+Je1Zng1ptKsZWggivZ9S1G+CRQsFEJjuZRwT0tx16EqznAYyAAA6D/TNF1D/AKCd3qP0jaNkH47bcZ92Vm/5aNJXnnhe2V/COk6ndpONTght0s41XCyqsamPnaQJNudq552odrbvn9Dzd6JqIH/ITvNS+kbRsg/HbbjPuVZ/+WjSV534WiX/AIQ/S9SulnOqRw28dnGq4WVVjUpztIEm3JVf4gqHa275gDVMQkEmsX8N2mtLcKtvAV2eZtwUDHZtEoXO1cDdtQ7Du+an4XuvP8H6bb6nrOs2tpFBZ/ZwmmZQ7Y4mX5/JOcSZA55wOucm95XmeZrN/FdjWY7hVt4CuzzMAFAxCYEoXOFwN21DsO75qXhe6+0eEdNttS1fWbW0hgsjbiPTsqQscTqd/kngSZAyfmwOuckAXxfdveeEPEdvqGra4bWOI/ZRNpflrMQism9vIXb+9+XqvQdjVL5t+c/8Wl/z/wBvH/Hz/nbV3xheNdeD/EVtqOra2LdISLUT6Z5SznYrJvbyRt/e5XGV6Dsap7MHbj/i0/8An/t4/wCPn/O2gCF/7c+2aV/wjZ/4t5/a1l5H3P8An5i3ff8A33+v3df/AEGvcK8Qf+2/telf8I2f+Lef2tZeR9z/AJ+Yt33/AN9/r93X/wBBr2+gArkvGr+Xc+GnEs0O3VWPmQruZP8ARLnnHcDqR6Zrra5Hxq/l3Php/Nmh26qx82JdzJ/olzzjuB1I9M0ARf6vdgeQYsygwDd9n3f8tof78TfxL2rJe/n0zxzpEcOl3t48mn3oFpZeWUTdJbt5qO7Koibb0J4JxjkVq8ISBmExfvR5HzfZ93/LaH+/C38S9qzhdTWHjzSYrezmlnk0+9VLaLHkRkyWx8wOfuxNt7ZIPABJwQCzHrGpWni+5u5PCesYvrOCCKJZbMvmF53diBPgL++QZz1OOpGcbVJhe+M7u+udM1Cx1C2srIWdrO0RMrebcnO6NpF3YBKgnJZfut0PX5u9F1AD/kKXepfSNkZB+O23XPuys3/LRpK5HVtOFj441C9ubu7vdSFnZSWyY2xmQyXGUT5SFwE3IpLEt13k4IApi8wyavexXi60twq28LLs34wVDHbtEoXOFwN21Dsbd81XSbr7VLr51vUta0+VtWilMMdiHAZYrcxFmEB+b5U4yM8fL83NoweY0msXkd2utLcKsERXb5mMFdx27RKFzhcDdtQ7G3YatpVy17Nrra1qWtaezarFKYo9P3AMsVv5ZZhCcNlU44zgcYPIBqS3bXv2qHU9c16O0iuYjbSHSNofHlspJ8jg+ZkAcZwOCDzyNi2st9tbxFLNL8O21C7M0kyIjvm4kKllQCYHztuQAO+QF4rrpL03JuotT13xBHaRXUJtnOlbd+PLZScW/B8wEAcZwODnnkrJtaP24+I2lk+Hh1C7M7zIiO2biTaWVAJgfO25AA+gXigCwxGDuH/FpM9T/n7R/wAfP+dteneBf+SfeGv+wVa/+ilrzHC7X3t/xaUEYGM//dH/AB8/5216d4G/5J/4bz/0C7X/ANFLQBv1geOv+SfeJf8AsFXX/opq36wPHX/JPvEv/YKuv/RTUAZYHlHjMPlfvv3HzfZ92f30X9+Jv4k5xWTr6SLp9ssNvA0sep2MqQGTakZa6iw8TgHMTnqMHaT04rWGIjwfK8oed+4+b7Pu/wCW0X96Fv4l5xWT4gDiwtlhgt2li1OwljgMm1ELXcWJInAOYnOARg7SenFAHR4vdEvc/wDIWvNR+kZjZV/Hbbj/AIEylv8Alo0lct4zt7rTdR0GR7iG/urjU/PAdhHKHjt5gFiXn5AWG1TkhyM+YZCK6n/TdEv886re6l9IjGyD8dtuM/7TKW/5aNJXK+Nba50vUdAkkuYr65uNT8/DERzB47ebCwrzlAWBVTuIcjPmGQigBhh8131i+iuk1pZ1S3hZdokxgruO3aJQucLgZ2odjZw2ZqsEF3qmiaprU+oWN42sBS8cJZ1CwSNFuHlkeZuCDbgZXB285Or5RmMmr3sd0usrcKlvCy7N+MFdx27RKFzhcDO1DsbdhsrVoYL7VdE1PWptRsbs6xt3pASyqsEjRlhsIEm4KNuBlcNtwckA33vPtjXMWp65ryWcVzEbaT+ywiybfLdSx+z8ESDGOM4HBBrnNfvEuvFFmmv3V/P4diiuVu5LyzaAtbn7MVPyxoxP2gxj5Rn5QT8pOejkvPtb3MOq65r8drFcwm2Y6Vs342OhY/Z+D5gIxxnA4IPPOa9fpceKbNdeu7+fw9DFci7ku7NoC1ufsxU/LGjE/aDGPlGflBPyk5AG/KyAAH/hUueTn/Nx/wAfP+dtdF8N/sH/AAkWv/2L/wAgD7JZf2X97/Vb7nf975/9d533ufTjFc8vy5x/ySbPHt/7cf8AHz/nbXQ/Df7D/wAJH4g/sX/kA/ZLL+y/vf6rfc7/AL3z/wCu8773PpxigD0qiiigAooooAKKKKACiiigDyj4oWml3/xC+HtprJ/0KW6uAyldwd/3Xlowwcqz7VORjBPI61J8C47KHwxrkWmTST2Ca5cLazSDDPEEiCMeByVx2H0Fdr4j8I6F4ut4Idc06O8SFy8RZmRkJGDhlIODxkZwcD0FT6B4e0rwzpY07RrFLS03F9iksWY9SzMSWPQZJPAA6AUAcj8SfFj6doWuaQ3hzX5xPpsyrfW9oJLVQ8bDczhsqFOc5AIAzjBBOZ4U+I/2Hwfolp/whnjCfyLCCPzrfS98cu2NRuRt3KnGQe4r0nV9Ni1nR77TJ3dIbyB7eRoyAwV1KkgkEZwfSo9C03+xfD2m6UZvO+xWsVt5u3bv2IF3YycZxnGTQB5fc+MbqfxbcaqngnxlHHJZW8MUq6SfOikjeZicbsFSJQCCeeemBmVPG1yPL2+CfGcJGZF8vSifs8vcx5PKN3Q8DtXr1FAHg1nqtsNT1m81L4T6tfm7l8+DzdB3MjCGNNpZ92EZlc4H3e27dhZ7a90S0luXPwm1m+84GUed4aij8uXAGxMZxEce5U5JL7uPcqKAPAtH8QeI9J0i4tbfR/HFpi9lltrWx0KCO2SF5S+0B43ZThmwMsAcDkCprHxJ4jsdNuIotO+IMcz3bzxxJpFuY9sknmSbmaDO4lpDwMcjjHFe70UAfPWnXus3P2ubXbT4qJPJdSPELFZAgjJyoI+UBvZVC+gHSnWZe2V7Yaf8WobOLaloluso2xhQACN+Bg5AA4xjpX0HRQB836Pe+IbeCy8P6n4S8TzeEI7eNbjT49Mfe8gjDOQ/DYM+XHzjjjAHy0msXviGeG+0DTfCfieHwfJBItvp0mltvSQxllYvgsQJ8P8AfPAxyPlr6RooA4D/AIWkf+hE8cf+Cf8A+zqrF8YLSe8uLSHwf4wlubbb58KaYrPFuGV3KHyuRyM9a9Jrn9N8OQ6X4q1zXYp3d9XW3EsTAYjaFWTKn0KleD0IPPIAAOI8RePrnV9JW1tPBXjOGYXdtOJH0fIURTxyHjdycKcD1x061WXxrdDygngrxjBjLr5Wkn/RpPWPnlG/iQ8c8GvYKKAPFZ/GF/8Ab9Hu7bwL4qxZXEty1u2mMFVmgljxG2SVVmkUkEYGDjPQ6dn8QL6xuLu4/wCEM8ZXs1zHuZ5dJ8srIo+WNcE4i5OByVO4neXJHq9FAHg2pa1e3fia01o+E/GNzNbxSNum0cxsspeIqFILYiVUcqpBwxy2/c1THxDfXMjandeDPGTausoaIrpuI2AI2sxx99QOMKFJUEqckH3OigDwW31zV7rXNTv9R8M+NbdboWu0Wekq7O0MjujSb1xlcxgbdoO07ge+pL4r1S9WeG90f4hvbrOkluE0WANhdjgv8o5EgOAOMAZzyK9mooA+epNX1+78SX8Oo+GfF9/4U1CZZru2l0oJcTMsKKpJjVduHjT7rDhecknLjqWpnU/7H/4Q3xX/AMIBn/kFf2Y/nfd3ff8Av/675v8AWdOOny19B0UAeSeFfGi+G9BTS4/AfjMQxXFw0Kx6USEjed3Rcs+chWUH3B5PWtKX4wWkF5bWk3g7xhHc3O7yIX00B5doy2xS+WwOTjpXpNYGqeHItT8T6DrjTvHNpDTlYwAVlWWPYwPcEHaQfYjHOQAc9/wtP/qQ/HH/AIJ//s65DQfE99pWgaVp7+DPGSzWlrHGZI9MZjBKqBS0ZJG5GIyUbA5Ne30UAeIa34lu9T8PX+nR+B/F0T3VpOkYGmMFgmdCPkOc+W2fmUjjtmti08f39hdXdyfBfjC9muYwzPLpHlFZFHyxrgtiLk4HJUljly5x6vRQB4nqvi3Vbm0nSHwl4xnubi4tblpptI8tkaGeOTYmNwEeFbaCCVYkkvvJEDeIL25nfVLvwZ4xfVkmVo9umny2CkbWY4++ozjC7chSVPIPudFAHgV/qt7qu2+uvCPjWPV0vbeZZYtMyvlxyxtk5GC4VSBhQpIBI5Na03ivU74TxX2j/EJ4RNG9uE0SAEhCrgv8vUOD0wMAZzkivZ6KAPAtS1rVdZ8QWrav4V8Z6joqrNDPBLpIjkeJhC6geWF586IE/N91V9WBh/tPVP7V/sf/AIQ3xX/wgI/5hX9mP5v3d/3/AL3+u+b/AFnTjp8tfQdFAHiXhfxLJ4a1zV3g8DeME0iWG3g0+3TS2Z4EQys4Ys3eSV2HLdccAAV1E/xYhtreW4uPBXjSGCJC8ksmlhVRQMkkl8AAc5Nei1ma7pp1nw/qelCbyfttrLbebt3bN6Fd2MjOM5xkUAcbD8V4rq3iuLfwT40mglQPHJHpYZXUjIIIfBBB61z8fjC8Gsatdnwb4xSO6u1uYHTST5kDC3iiz97DZMbAqeMY78V6loOmHRfD2m6V53nGytYrbzdu3fsQLuxk4zjOM1p0AeQR+NZ1Me3wR4zgxmRfK0on7PKepjy3KN3Q8elVfC/jHUPDttfb/Aviqaa6muLgKulsqozTO8cStk4jw/THysXI3buPaaKAPKLL4g31jcXdwfBfjK9muU3M8ukeWVkUYWNcMcRcnA5KncSXLkjldF1G8stIsZLzwX4uk1iyjhiiMWmsIiIwoUkkZ3ADAOMfKuQfmz9A0UAeF/2/eXM7apeeC/GTawsoaMrpxEbKCNpY4++oGAQoUkAlTkgmk6/q6eHbPStV0Px5stY7dYltdGiKgxqh6sueJFOPVQM9SK90ooA8N1/xDrOueHtX02bRfHsizoVtEfR4lVjtBUykJkYkB4X+ED1rP/tTUxqf9jf8Ib4q/wCECz/yCv7Lfzem/wC/97/XfP8A6zpx04r6CooA+d7jWvFEGsWdjo/hfxRbeELa9trhbB9KYyhY5UlcbiCxJdWI+fvjgcV6R/wtM/8AQh+OP/BP/wDZ16BRQB5vF8X7S4vLm0h8H+MJLm22+fCmmAvFuGV3KHyuRyM9azdd8c3Oqz6PJb+DvG9u1lem5ZxpPzY8iaMYG7B+aRcg4BGa7zS/DkOl+Jde1xZ3km1h4N8ZACxLFHsUDuSSWJPuBjgk71AHkKeNZx5ePBHjSDGZF8nST/o8vcx5blG7oeKrW/jO+s9ettTh8C+LtkOn3MH2QaWyxrLI8LDYckqh8o5HO0ngHJr2eigDyiy+IN9Y3F3cHwX4yvZblNzPLpHlFZF+7GuCcRcnA5KncSXLkjnJ9XvJfE9zr8vhbxxdXRhtxAJdL2IkiPIXwozsQBlKDLfNktu5z71RQB4Wdfu7q4Oq3fgvxk2sLKGjZNOIjKgjazHH31A4woUlQSpyQS18Q6rK+rNqegePE+2X8d2kdro0TKNiRBCxZQdwaIdMA7QcckV7pRQB41L4s1O9EsN7o3xDa3WeOSAR6LBuIUo4LkpjIcHAHGAM9SK5a01bxTLqE2m654a8VX/hKa6uJpbL+yis0geR5UJZVUhvMKscMB1A44P0dRQB89/2nqf9pnRv+EN8Wf8ACAf9Ar+zH877u77/AN//AF3zf6zpx0+Wuw8OfECbR/DGk6ZP4H8ZtPaWUNvIY9JJUsiBSRlhxkegr1SigDzab4v2kF7b2c3g/wAYR3Nzu8iF9NUPLtGW2KXy2BycdKqeJPiBNrHhfV9Mg8D+M0mvLKa3jaTSSFDOhUZwxOMn0rttR8ORal4p0PXZLh0bSVuBFEoGJGmVUyx9AA3A6kg54wd6gDyFfG04Ee3wR4zgwS6iLSyfs0nrHk8o3dDx1rP1TxXfXNlbLbeAfFRkiu7e7EUmmOqRPHOkjiNgSQrhT8pGAcV7dRQB5NaeP76wury5/wCEL8ZX091GGLy6R5ZWRRhY1IJxDySByVJY5cuSMPWPEmr3l7p1zH4Q8W3U0V8l7NLc6SYmQpFIipFtLDYDJuVWztIYsZNxr3WigDwxvEN7cTNqt34K8ZPrCShoyunERsoI2ljj76gcYUKSASpyQaWoaje6tqmn6nfeFPGkd5BfCZpIdL3fu1jcRnBAUyBzGDwFKr0z1+gKKAPG5vFep3omhvdI+IbWwnSSAJosG4hdjgudo5Dg4A4wBnPIrG1TWdV1nX7M6t4X8Z6hoiLPDcQS6SI5ZImETqB5YXnzogT8w+VV5OWB99ooA+fP7U1T+1DpB8HeK/8AhAhjGk/2W/nfd3ff+9/rvm/1nTjp8ta3hbxJJ4Z1zWGg8DeME0eWK3h063TS2Z4UQyu4Ys3OZJXYfM3XHAAFe20UAebX3xftdPs5Lu98HeMLW2jxvmuNNEaLkgDLF8DJIH416TWB4v8ADkPi3wrf6HPO9ul0qgTIASjKwdTg9RuUZHGRnkda3+9ABRRRQAUUUUAFFFFABRRRQAUUUUAFVL6/tdNtHu765gtraPG+aeQIi5OBljwOSB+NW68k+LiaTd+KfBOneIrx7fQp7i5e6HmlI2ZVTy95HQbm2luMB25GcgA9Bh8V+HrizuLyHX9Lltbbb58yXkbJFuOF3MDhcngZ60ll4s8O6ldR2thr+l3dzJnZDBeRyO2AScKDk8An8K87tNL+FWh+MPEk63kHmQ2rf2jp0sYks4UEkbHapQgt5gQBAxwxwFBAAPhR4WivtWvPiBdaPBpTXuU0zT4YVWOCDao81eM7mAIyAuQWOMOMAHpOo+JNC0i4WDU9a0+xmdd4jubpImK5IyAxBxkHn2rWr528bWHh668a/E2XWJ3jvLfTbV7ICMN82yH5s7TtPmeSnUfLI3bJXvtP1eKTwR4c8K3Oia9cw6rolrbyX1haB4YFljEZ3yE4UqPmPBwCDzQB2uneJND1e4a30zWdOvZ1TeY7a6SRguQMkKScZI59xSad4k0PWLhrbTNZ0+9nVC5itrpJGCggZIUk4yRz7ivnq20rT9YuNR1Lwho/2fw54f0a+t5NSnLCW/ka2lGSOhbL7sYBCnnGUQafgmx8P2fjT4ZTaPO73lzptzJfAptG7ZNznaMnzPOTOT8sSdsEgH0TRXjGk/ELVbvwP4Gum1qCTVtS15LO+ULFveHzXDKUA+X5TDkgAjcpz83Ps9ABRRRQAVQ1HVtO0e3W41O/tbKFnCLJczLEpbBOAWIGcAnHsav15B4vtND1f466Hp/iWfdZJpQktLSZz5Ut0ZmAVh0+YL043FEU5yFIB6L/AMJX4d/s/wDtH+39L+xeb5P2n7ZH5fmY3bN2cbsc464p+neJdC1edrfS9a06+nVDI0drdJKwUEDOFJOMkDPuK8o0/wD4VV4Y0TxTeafcQazbxTRl7K9USwiceaIY4S0Z3ZzINw3/ACgsTjJPQ/CbwW2h2V34g1CwWy1fWHMr2iwLGtlEWLLEg5Kg5BIyMYUEAryAdvP4j0O31MaZNrWnRagWVBaPdIspZsbRsJzk5GBjnIon8R6Hb6mNMm1rTotQLKgtHukWUs2No2E5ycjAxzkV4b448MaVqPi++8I+GdKfUPEmoXv9o6hqN2xC2Ct821SAAEw+TkN95R87bdnP+J7Hw9Lo/j++uZnGuxeJiluoTPymSTau7bwGHnkjcOYk9sgH1RWe+q6cr3sbX9qr2KB7wGZc26ldwMnPyAqCcnHAzXF+O/iZN4Tg1KKDw1rM81sqCO9e1IsizhcEyA5IBbGMDLDbkZyPDNJ1C2PgTx9bHUnvL28t9Ou2kkRwzsJlM4JbqVklCkk/N1HFAH1Lpmu6RrXmf2Xqljf+VjzPstwkuzOcZ2k4zg/ka0q+ftNXR/DfjbxBdeD7t2SDwSbpJGiA2yhImR8FACWQRucg5Z2z3A7DTvGt9qGsfDa0i1aGf+17CebU44hGTI6wAgnAymJFkHy45Vh2wAD1GiiigAoorg/jHcTW3wp114ZJInKRIWjYqSrTIrDI7FSQR3BIoA6Gy8V+HdRu47Ww17S7q5kzshgvI3dsDJwoOTgAn6VF/wAJ14Qxn/hKtD/8GEX/AMVXmsXh34T2mp+DJ7LVXivC0T6ebdizXrCUbTOAhwfM3DnZ/EvAQBa1t4c0L4g/ElX0jRNOtvCugNl7uytUVNRuMofKJwFZBjsGGAecSKQAe51ky+I9Di0yHU5da05LCZ9kV010gidueFfOCflbgHsfSvPfjd4lbS9I0zQPtH2K31yVobu/G5mt4EZN+EXBbIfkZ5AIwd2R514fbRdZ0v4V2Goyb7aDUL+C4i8vcGmMiSRxkFSGVi8QPbDHJHJAB9JWN/aalZpd2V1Dc28mdk0EgdGwSDhhwcEEfhVObxHodvqY0ybWtOivy6xi1e6RZSzY2rsJzk5GBjnIryz4Xa1Y+GPA+sT6Zp2sa1Yf8JDPBarYW3nTGLy0KSMvy4GFGTgckcV5tdXUMkvifX7zwxpl1p/9vbrmHULh7fUE3s5EaqkgKYG7PBy2ThhGdgB9Oz+I9Dt9UGmTa1p0WoMyoLR7pFlLNjaNhOcnIwMc5Fa1fLHifT/DsmjfEC+uZn/t6PxMVt0CZG0vJtXdt4DDzyRuGTEntu9X1LxtfWOs/Em0l1aCD+ybCCbTI5PLUxu0BJIyMvmRox82RllHfBAPUKKxfCl5cal4Q0S+u38y5ubCCaV8AbnaNSxwOBkk9K2qACiisHxlPNbeB9fuIJZIpotOuHjkjYqyMI2III5BB70ASf8ACVeHf7Q/s7+3tL+2+b5P2b7ZH5nmZxs25zuzxjrmopvGXhe2uJILjxJpEM0TFJI5L6JWRgcEEFsgggjFeLWvh34Tt8MdBu9V1R7SeViZbq3YtcNcbB5sbKEY7FO3Hy4HykH58tt+LtC0jx/8QI/C+jaTYx21rKbrXdZs7dBKkh3jyS+ACxPXljuOSP3bAgHr0uq6db6WNUn1C1i08ori6eZViKtjad5OMHIwc85FV4/EehzaZLqcWtac+nwtskulukMSNxwXzgH5l4J7j1rzv45W0Vv4I0O1gtbbyI9Yt447eRhDDtEcoCEhlCJjAzlcDuOteZaqmnJY6npOraXp+kG38TWceqXOjzSPE0TJcZKIxfaVAc4AGNwUoCuKAPpnTtW07WLZrnTdQtb2BGKNLbTLIoYAEglSRnBBx7iq+o+JNC0i4W31LWdOsZmTeIrm6SJiuSMgMQcZB59jXl/gm50zwv4q+JM2jWN7e2VrdWoW1sLYNLvLSCRI4wF+VHZgPRV79/N/GZu/FHi7xlq0Gmx2cUdlbvLb6wFhuoVHkDMaM33yVxnnKvt+86qQD6Y1HxJoekXC2+p6zp1jOyb1jurpImK5IyAxBxkHn2Na9fK62Ph69tPFM+szul3beGdMexAj3fN9nt/mztOD5nlJ1HyyP2yR6h4R8US6frfhvRrzUoLbSD4Nt7wRzFEHnLjLbjzxGrEjOAFJxxmgD1iiuO+F+taj4h+HWlarqtx9ovp/O8yUoqbtszqOFAA4AHSuxoAKKK4P4xXE1t8KddeGSSJykSFo2Kkq0yKwyOxUkEdwSKAOhsvFfh3UbuO1sNe0u6uZM7IYLyN3bAycKDk4AJ+lRf8ACdeEP+hq0P8A8GEX/wAVXmkXh34T2mpeDJ7HVXivC0T6ebdizXrCUbWnAQ4Pmbhzs/iXgIAsFr4c0L4g/EtG0jRNOtvCugN895ZWqKmo3GUPlE4AZBjsGGAecSKQAex6jq2naPbLc6nf21lAzBFlupViUsQTjLEDOAePaq8niPQ4dMi1STWtOTT5m2R3TXSCJ25GA+cE/K3APY+leYfGmyuNR8V+A7W1jsZJ5LqcJHfsBA5zCdsmeqnGMDls4GSQK828H6dps9z4P07WijWn/CQ30bhCs0csgitdiZAZWRn2qSMggk5A5AB9SWN/aalZpd2V1Dc28mdk0EgdGwSDhhwcEEfhRd31pYmD7XdQW5nlWCHzpAnmSN0Rc9WODgDk4ryD4X61Y+GPBGsT6bp2sa1p/wDwkM8FqLC286YxeWhWRl+XAwozwOSOKTxroU03inwn4wuNR1HZfa5pqW2lXSlBZKygyKVLHDlo1JAxg5zu4IAPVZ/EmiW2p/2XPrOnRagWVBavdIspZsbRsJzk5GB3yPWibxHodvqY02bWtOivy6xi1e6RZSzY2rsJzk5GBjnIr5u8T2Hh6TRviDfXM0g12LxKUgTy8jaXk2jdt4DL55I3DmJPYMeJ9P8AD0mjeP765mf+3YvExjt0CcbS8m1d204DDzyRuHMSdONwB9T0V5fqXja+sdZ+JNpLq0EH9k2EE2mRyeWpjdoCSRkZfMjRj5sjLKO+D23hS8uNS8IaJfXb+Zc3NhBNK+ANztGpY4HAySelAG1RRRQAUUUUAUNR1bTtHt1uNT1C1soGfYslzMsalsE4BYgZwCcexqDTvEmh6vO1vpms6dfTKm8x210krBcgZIUk4yRz7ip9R0nTtYt1t9TsLW+gVw6x3MSyKGAIBAYEZwTz715d8No7TQvgf/wk9lptiNWhsL2U3JgUPLskkZVdhhivyLxnsPSgD2CivDPDXifxtca14csrrxfp16niTTrmRPKtomewkVHKOQqruIZQMHglZFx8oas3w5qmqeFfgjYau3i+4sLWe58uzgg0qK4ePEk4eMFmAbcfn3MRjZgZzigD3q7vrSyMH2y7gt/PlWCHzZAnmSN0Rc9WODgDnirdfPOk+KNZ8V+EfDF9rd39quo/HFpAr+WiYURg4woA6sfz+lfQ1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVka/4e0rxPph07WLJbu0LB9jEqVYdGVgQVPUZB6EjoTWvRQBxNt8KfBNpYXtlBoaLDfIiT5nlLMquHChi25RuAJCkZwM5wKl0X4YeD/Durwarpej/Z72Dd5cv2qZ9u5Sp4ZyDwSOneuxooA5HXvhv4S8T6q2pavoyT3bKEaVZpIi4HA3bGAYgcZPOAB0Arfn0qyudGl0h7ZBp8lubVreP5FERXbsG3G0beOMY7VfooA4rS/hV4J0bUEvrLQ40nVXQb55ZFKupRgVZipBViMEd6n0L4beEfDGqJqOk6MkF4qFFlaaSUoD1272ODjjI5wSOhNddRQB5f4K+Dmh6HpumXGsafBca/ZzecbqC6m2b1kLRkAlQcDaOV7d69QoooAKKKKACsHxH4R0LxdbwQ65p0d4kLF4izMjISMHDKQcHjIzg4HoK3qKAOJT4U+Cl0d9JTQoxZyTrcugnl3M6qVUl924gBmwM4G4nGTV3w78PfC/hTUXv9E0v7JcvGYWf7RK+UJUkYZiOqj8q6migDhr74R+B9Tv7m+vND8y6uZWmlk+1zjc7EknAfA5J4HFT3nwx8F6jrj6vd6DBJfSSiZ2LuEd85y0YbYckZOR82TnOTXZUUAJzn2rBufCOhXkusvc6ck39srGl/5jsRMIxtTjOFKjoVwc4PUZrfooA4Zfhn4f0rw9rtr4b0yGyvdTsJbQTSyyPjcjADcxYquSCdvXA64FReEfhZ4d8Mf2VqC6bGNdtrdVluo7iVlaUx7JGCs2MHLfw9+grvqKACiiigAqCe3hureS3uIklhlUo8cihldSMEEHggjtU9FAHFaX8K/BWjanb6hYaEiXVs2+J3nlkCN2O12IyOoOODyOaqf8KU+Hx/5l/wD8nLj/AOOV6BRQAVyN38NvCN5oFjoc+jI+nWDu9shlkDRliS2H3bsEnJBODgegx11FAGRoPh7SvDOmDTtGsktLQMz7FJYsx6lmYksegySeAB0ArFvfhl4M1HW5NXvNBglvZJBNIxdwjuOctGG2HPfI+bnOcmuxooA469+GPg3Udck1i80GCW8klE0jF3CO4xy0YbYc4ycjnJznJrHuvhRpWu+OPEOt+I7OC9tb37N9hRLiVHi2RbJN4UqOSFxyenavSaKAKmn2Vvp2n21jax+XbW0SwxJuJ2ooAUZPJ4A61boooAKKKKAOH/4VH4E+3fbf+Eeh83zvO2+bJ5e7Of8AV7tm3/ZxtxxjHFJffCPwPqeoXN/e6H5tzcyvNLJ9rmXc7EsxwHAHJPSu5ooAwL/wjoWq+HLfw/e6fHPpdusaRQu7ZjCDC4cHcCAMZzkjIPU1mQfDDwZBodxo6aDCLK4lWaVTI5cuvCkSFt4wCQMEcM39457KigDB8N+EdC8I288Oh6dHZpMweUqzOzkDAyzEnA5wM4GT6ms/Xfhv4R8T6q2pavosc94yqjSrLJGXA6bgjAE44yecADoBXXUUAcbrHww8Ga7dR3V/oUDSpEkAMMjwjYowoxGyg4GAOOgA6AYzNb+FumeIvHEGoalZWsuh22kLZQWkcjxNHKspZSAmAECMRjP4V6LRQBmaJomn+HdJh0vSoDb2UBby4t7Pt3MWPLEnqxPWtOiigAqCe3hureS3uIklhlUo8cihldSMEEHggjtU9FAHFaX8K/BWjanb6hYaEiXVs2+J3nlkCN2O12IyOoOODyOaqf8AClPh9nP/AAj/AP5OXH/xyvQKKAMDxJ4Q0LxdbwQ65p6XaQsXiJdkZCRg4ZSDg8ZGcHA9BWZP8MPBk+h2+jvoMH2K3laaJQ7hw7cMTIG3nIAByTwq/wB0Y7KigDI0Dw9pPhrTBp2j2SWloGZ9qksWY9SzMSWPQZJPAA6AVJqeiadrIszqFv532K6S8t8uy7JkztbgjOMng8e1adFAHG3vwv8ABmpa4+sXWgwPfSSiaRi7hHcd2jDbDk8nI+bnOcmlvfhj4M1HXJNYvNBglvJJRNIxdwjuMctGG2HOMnI5yc5ya7GigDze6+FGla7458Q634jsoL21vPs32FEuJUeLZFsk3BSo5IXHJ6dq73T7K307T7axtY/LtraJYYk3E7UUAKMnk8Adat0UAFFFFABRRRQAVkaX4d0nRtATQrOyRNLVXQW8hMilXJLA7ySQSx4Oeta9FAHIaD8N/CPhnVF1LSNGS3u1UosrSySlQeu3exAJHGRzgkdzVVfhJ4HisJrFdDxbTSpNIn2uY5dA4U535GBI/T19hXc0UAcjp/w48KaXbwwWmmPHBDeR6hFEbuZlS4jBCyAFyM4PPY4Gc4GOuoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiuC8a6ZYar4r0OPUrJLm3jsL2XMkSyiFhJa4kKEEMBnBHoTQB3tFeZyeEvDf73d4d0ePpNJ5djHJ5fpNHx+8hPG5O3NXOn7PnP8A0Kvf/r1oA9Aor5Q8Aa9e6JoWvaFdo/2DXdDvbmzGdwDxRzAtjdhQRFIp4ySidua7HRPH934I+DXhK20nTjfatqclzHaoyFkG24bIKqQzMd6gAdyeeMEA9+zRXlHhT4jeJ5fHq+EfGOhwWN7cxeZavaA7eFZySS7BlIUgMp4ZSCDztz/APxB+IPjh2uodN0RdOtruCK6bypkdkZv3nlEuVLIvzEE9xwcgEA9nor56tfjJ8Qb3wvqPiKHSNEOn6fNHFO5hmHLnAxmTDYO0EA5G9TjByNmx+Kni8a74YbVND0+DR/EdxstUBkE6IZNg3EnBIDRvnZh1YYIzwAe2UV4h40+LHirwxreqWwg8O28VvMEtbWeV57mdOPnIifEeQQ+JAnDYG4g1m+IPEkviy7+EWuTwLBNc6k4kSMkruW4hQkZ5AJXOOcZxk4yQD6Boqhq2pRaPo17qc6O0NnA9xIsYBYqiliBkgZwPWvHLH4ofEfVNNGv2XhG1utFa9EMcEEM0k8ifMTtZSRhdu0ybcbiMA4IAB7lSAg9DXlXi34i+J08enwj4N0OC+vbeHzLp7oEryqsMEOoVQGGSx5LAAdN2dZ/GDV7n4d+I9Sm0uC21/QpoY5opY3ELeZNsGVLb1YAMCpPBAOecAA9norwi++LPj7SvD2l+KL7w5pcWi3sqRBGMgmf5ASwy3yq+JCh2tgDnI2lrGm3/AIuuP2idYs0urKRLaMbobiSUxQ2bNAT5S54mKiMn+Etu7YoA9vorxi1+IPxA13xj4j0bw/pmiSR6RLOA9ykw3hJCiIXD7d7YyM7QcNyMGsyX4xeONWt9X1vw34ZtX8P6e2GluInaRVwMltsgBIHzMFB2AjJx8xAPeqK8F8WeI4vFmrfCXXYLeS3S61JiYnIJRlngRhkdRlTg8ZGOBnFe9UAFFeea3a6fe/Ee6t7zw/Y6zM+l2gt1uI43MR826JY71O2PgBmGSDsAViwFZHi3wnofh7wzrP8AxINLvbm7sbmVHgsYY5LaRYTl0HG2FcL0O5WI5dpOAD1qiuP+J39sf8K71X+wft39p4i8n7Fu87/Wpu27efu5zjtmvmXTtO8O3lnpr6X4mn0rX45UM0mpI0UBcnIaGSIOU2EDLPjOQ3y4xQB9lUV5b4z8Y+LPB1rosEjaCqtZKb/U7+VislwAA4jhjxIRnByqMPnGQoBNcRf/ABF1Hx98HPGK6naWsM1i9mVe2DKjrJOuBhiTkFDznncOBjJAPomkBB6GvnqfXV0TX/BtzDpdjNfW3gwXUN3MZt6FLW4YLhZAhU7ecqT8x56EXB8WviHP4KfxVDoOjx6ZbssU00yyfvWLld8a7wdgJRD1+YnBOGCAHvVFeR+J/izfWr+GbLSLTT7a91myh1CWbVZ9trbRSKTgvlSSCDk+gACsWwNz4Y+P7jxtbalb6jawwalpkojuGtWDwSBi20oQzf3GB5IPBB5wAD0CivPfid4/u/BVpp1vpem/btX1KUx2sbKWQbSuQVUhmY71AUdznPABq6D408YWl/rUXjPw8lvaadppv/tenxSCMlVV2iDOSrvhscMACjDkcgA9MorwL/hcnj7+yP8AhKP+EVsf+EZ+1eX5uH3bd2Mb9/8AwHzNm3dxjPy1veJvipr9v4o0LTfDOjQX0es6XHe28M6MJt8gk25IbaFXarN7BvmHUAHr9FeVeGPHHjDUvF3iDwlq2n6RDrFjZPPbSQmTyC/yhN/zMWRvMRsjaQAQRk8cN4E8YeLdG+GfiPxP51jf28V2v7y/eWW4e4Jto/mO4AxiM8c5BA7UAfR1FeR6Z8Q/GFn4Ofxj4k0fTv7GayaaCOzEkU/mmVI4g4kYgI4YsGUN8oz3AODD8YfHOlQaTrXiTwzar4f1BsLLbRukjL2K7pCAT95QwG8A4OOQAe9UV5B4e/5Oe8V8f8wqP/0G2r1+gAorwjQPD+k3/hiy1zVtKW41mVYmAeAMLwsqtuclSDKwLEAnLkKSr7/m3NA0m207xRot9Dp7aZf3GoTW00UEAiR4Pss0irJsVV3blQ7flztVtvO4gHrdFeI/F6fXPEvjzQvh/YXJt7G/iS5nKAZb53yzZI3KixlwuRkjuQuJNK+Des+EPH1lq/hjW0TSkeMXCXTkTPFkebGQqbHBAyCduDjuoagD2qivEPEnxk1uHX9etNCttFhtdG3RyDVZwk1zIrlWESiRd3QkAZOF9WVa0PHfxCj1H4GDXLSGe1fWv9CRSFfyyWZZQSf4SscgDAZ5U4U9AD1+ivnL4PLqvgn4kt4b1WGeE6xYJOsflYBcJ5qliwDDavnIccb8jtkfRtABRXy98Q/Avh7wToM41LXbrVfFl/cLPbyY2ER5+dpAWbhiW+YnJYLjgOT22oePfGmjan4O8LaZY2txqGoaTaPM2pRTNKszBlcybWBAXYWbIJGGJoA9rorwa1+LHxDvI9bhh0DSFutBWWXUWYSGNVQhSikPjeMSN947gpwMr81b4neJJfFnwJ8Pa5cQJBPc6kvmRxkld6LOhIzyASucHOM4ycZoA+gqKK85+IWn6VqXibQIdZMgtltrp1MdoLj94JbXaCpR8Ak4zjnO3oxBAPRqK8cHhvwvJJcpfQzQ263Ma28ieHIkMgwhBJFt1MhK7eM4wQc86+oa7feF/gDY6tpzIl3DpFksbOu4IXEaFsHgkBiRnjIGQRxQB6XnnFLXzfpfwQv/ABL4Gt9ek1SQeINQf7X5d2+Ymic5BZhubeQd+7nrtK5ya7XX/GPiD4beDPD+lag9rqfiW8d4RdzzYtwquMNI7bCTtdBk453MScfMAet0V5n8PfiNe+JPEmp+G9Xh05r60QzxXelzeZbSxAqODuJzl1I9iQQpXnx/4lDU/G3jvxRfWcM8ll4fhEL7ofuIjhGAKg/xmWTLHOxWPG3AAPqyiuZ8B663ifwLo+ryM7TTW4WZpEVS0qEo7YXgAsrEYxwRwOlcD8afEt7LZP4T8OySSXv2eW71Y28nNvaIm4q5x8oYHPUHAC4IkAIB7JRXi/hjxFd+E/2a7TXLCOCS4td+xJ1JQ7rxkOQCD0Y96yZ/i98QdOtdEvLzw9pckWtxSGyihimErODsUbS5P3mjYAD5lcAHJyAD36ivMvBXjjxLqPxB1fwj4m0/TYLqxg84S2JfaRuT+8xyGEisDwRjBGTxnfs5nPw9v/T+1ZP/AEVFQB69RXP+Of8Akn/iTHX+yrrp/wBcmryAeHdHbVDqY0iw/wCFa9rv7Mnm/d2/fx9p/wBfx16cfcoA9/orzD4YWmlW3ibxI2gQRxaHLBZvYFUKl0BnVyd3zk+aJRl+cAAfKFrlPGdpq/xH+MreC5bqSDQtMRLiUQgAhTGjFzk8uWcIDg7Q2dp+bIB71RXj/gj4W6/4F8fSXen6zDJ4cl3LLA7sJpU2nYGXZt3K5HzAjjPTcVrBuPjrrc63urafZaKui290kS2d1dbb6WM9WVQ/05CkLu/jCsQAe/UV4r8Z/FLal4D8P2Olw3TP4keOaOERKzSRAK4jIBJDF3i4XrgjPrX+B0t94d8ReJfA+pK4mtX+0xqEwgwQjsCQGIcGIrkYIGeM8gHuVFcT8VtTvdF+GutX+nXUltdokaJNHwyh5URsHscMeRyOowea8K8Anw/a+LvB5uNP1XTLm52tFfQ6mrpcv5joC0YiJCu6tEV3D5eucliAfVdFeG3XxT8dza54sttH0nSJrPw+07ySTRS58qOQry3mBS+0M2OMhGxkjBpy/GfxpB4dsfE8ug6YNEnuxatu8xZZHVAXKktgKxEgUgNtKEHJHIB79RXkPiE/8ZPeFP8AsFP/AOg3VevUAFFFFABXKeJdI1e81nTdT0hLR5rS2uIgLi6eDY0jQsrDbG+4fumBUgZDV1dFAHCnTPFq58nS9EhKnfBs1WX9xIfvFM233G7p0q3NoN9F8J5fDqKk+oJoZsVEb4V5RBswC2OC3c498V19FAHhOqfCvWNS+CuiaY1js8SaVLM8cHmodySTMWXdv2DKlHzkn5McZNR3fw08XH4ceEDYRJD4g8PXE8y2bPGxJeferB92zK7VODwQT3GD71RQB454W8K+Odb+KMHjHxjbWunCwgMMFvCyOHDI67V2s2AC7MSxJyQBx93a+DPhfWfCfg67sdcsvst1JfvMsfmo+UMcYByhI6qffj6V6TRQB4To3w98U2nwK8QeHJtL26vd36TQW/2iI70DQHO4NtH3G6kHj6Vraz4K8Q3R+FYg0/f/AGF5H9pfvox5G37Pu6t83+rb7uenuK9gooA+c9c+Gvi9PEvi6Wz8MWOqR6vNI1rfPPDm3V5d5KrIeG2lkJ27geVYY+a9pngLxibL4e29zoPkHQNVlkuW+1wt+5aaKUSYDf742jJ+TPcCvfqKAMzXdM/trw/qWlCbyfttrLbebt3bN6Fc4yM4znGRXjGh6N8YvDnh+PwvplnawQQXv7jUhNAypES+8FWyxQswcHbvGCMHIA96ooA8d8UeFvHOifFCfxj4PtrXURf24hnt5mRAgVUXa25lJB2KwKnOQQePvY9r8NPF3/CuPF7X8aTeIfEFxBMbNXjBBSfezMwITLbmOBwAB3OB71RQB49488F+INb+D3hnQNP08zanZfZftEHnRrs2W7I3zFgpwxA4Jq1HoXijSfjnqfiO10H7ZpWoxQ2jXH2yKPyk2wh5NpJZtvlnjAz2r1eigDzb4deF9Y0Lxh44v9SszBbapqAms5BKjeanmTNnCkleHXrjrXn8Xgn4peFdH13wpodlbX+jX7kC68yFGKsoViodwVLKArBgcY+U/wAR+iaKAPFLn4aa9p8Pw0sbWKO9TQ7157+eN1RYw88cpwGILAYYcDJ25wM4r2uiigDmby01y18UXep6ZZ6dcw3Nlb27Lc3rwMjRPM3RYnBBEo7joaw7vRvGV7pGt2U9nosk2rWzwPcNqUuY9yMmFAtv9Wu7KpnIJYliWJr0KigDB8XaVqGt+Fr/AE7SNSk06/lUGC6jdkKMrBsbl5AONpI6Ang9D4JN4B+J+s6aNK1Lw/pzyT3CtLrF09vJdhOPlabezlBgHgFsDaDt+WvpmigDwrxV8OPEY1nwdf22h2Wv2+k6XbWV3ZvcLGjvFnOS5XKndx15X5lI4OHpXw78dw+E/GGl3Xh1Fn1lbaaNo7q3RfMjnDFAithQVdj2A2YA5FfSNFAHhGr/AA98UXOqaBLDpW9LXwi2mTH7RENlybaePZy3PzOoyOOeuAa2P+EK8Qj9nb/hFRp//E6/59vOjH/L35n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"path": null
}
|
Figure 4 Apical dendritic branching points in the hippocampal CA3 neurons of rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 6 weeks and in age-matched control and saline treated rats at concentric zones (CZs) and total number of branching points. Each value represents the mean + SD of 8–10 neurons from each rat. F -value: 0.91, 0.98, 9.70, 15.63, 16.24 and 35.43 at the 0–20, 20–40, 40–60, 60–80 and 80–100 μm CZs and total number of branching points, respectively. Note the significant increase in dendritic branching points in 4 and 6 ml kg −1 CeA treated rats compared with control rats. Normal control versus 4 ml kg −1 CeA: * P < 0.05, ** P < 0.01, *** P < 0.001; normal control versus 6 ml kg −1 CeA: ▴▴ P < 0.01, ▴▴▴ P < 0.001 (one-way ANOVA, Bonferroni's test).
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
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PMC1513148
|
16951719
| 5 |
nel024f5
|
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"path": null
}
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Figure 5 Basal dendritic branching points in the hippocampal CA3 neurons of rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 6 weeks and in age-matched control and saline treated rats at concentric zones (CZs) and total number of branching points. Each value represents the mean + SD of 8–10 neurons from each rat. F -value: 0.74, 44.64, 51.38, 28.66, 10.06 and 61.49 at the 0–20, 20–40, 40–60, 60–80 and 80–100 μm CZs and total number of branching points, respectively. Note the significant increase in dendritic branching points in 2, 4 and 6 ml kg −1 CeA treated rats compared with control rats. Normal control versus 2 ml kg −1 CeA: # P < 0.05, ## P < 0.01; normal control versus 4 ml kg −1 CeA: ** P < 0.01, *** P < 0.001; normal control versus 6 ml kg −1 CeA: ▴▴ P < 0.01, ▴▴▴ P < 0.001 (one-way ANOVA, Bonferroni's test).
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
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PMC1513148
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16951719
| 6 |
nel024f6
|
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",
"path": null
}
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Figure 6 Representative photomicrographs and camera lucida tracings of hippocampal CA3 neurons from control rats (A1–2) and rats treated with CeA for 4 weeks [2 ml kg −1 CeA (B1–2); 4 ml kg −1 CeA (C1–2); 6 ml kg −1 CeA (D1–2)]. Note the significant increase in dendritic length and branches in rats treated with 4 and 6 ml kg −1 CeA for 6 weeks. Scale bar = 20 μm.
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
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PMC1513148
|
16951719
| 7 |
nel024f7
|
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"path": null
}
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Figure 7 Apical dendritic intersections of hippocampal CA3 neurons in rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 4 weeks and in age-matched control and saline treated rats. Each point represents the mean of 8–10 neurons from each rat (SD not shown). F -value: 1.38, 3.23, 13.28, 40.8 and 39.64 at 20, 40, 60, 80 and 100 μm distance from the soma, respectively. Note that there is a significant increase in the dendritic intersections in rats treated with 4 and 6 ml kg −1 CeA. Normal control versus 4 ml kg −1 CeA: * P < 0.05, *** P < 0.001; normal control versus 6 ml kg −1 CeA: ▴ P < 0.05, ▴▴▴ P < 0.001 (ANOVA, Bonferroni's test).
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
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PMC1513148
|
16951719
| 8 |
nel024f8
|
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"path": null
}
|
Figure 8 Basal dendritic intersections of hippocampal CA3 neurons in rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 4 weeks and in age-matched control and saline treated rats. Each point represents the mean of 8–10 neurons from each rat (SD not shown). F -value: 0.13, 21.05, 32.24, 27.22 and 24.78 at 20, 40, 60, 80 and 100 μm distance from the soma, respectively. Note that there is a significant increase in the dendritic intersections in rats treated with 4 and 6 ml kg −1 CeA. Normal control versus 4 ml kg −1 CeA: ** P < 0.01, *** P < 0.001; normal control versus 6 ml kg −1 CeA: ▴▴ P < 0.01, ▴▴▴ P < 0.001 (ANOVA, Bonferroni's test).
|
CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
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PMC1513148
|
16951719
| 9 |
nel024f9
|
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"path": null
}
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Figure 9 Apical dendritic branching points in the hippocampal CA3 neurons of rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 4 weeks and in age-matched control and saline treated rats at concentric zones (CZs) and total number of branching points. Each value represents the mean + SD of 8–10 neurons from each rat. F -value: 3.85, 9.04, 16.97, 45.88, 7.94 and 30.8 at the 0–20, 20–40, 40–60, 60–80 and 80–100 μm CZs and total number of branching points, respectively. Note the significant increase in dendritic branching points in 4 and 6 ml kg −1 CeA treated rats when compared with control rats. Normal control versus 4 ml kg −1 CeA: * P < 0.05, ** P < 0.01; normal control versus 6 ml kg −1 CeA: ▴▴ P < 0.01, ▴▴▴ P < 0.001 (one-way ANOVA, Bonferroni's test).
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
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PMC1513148
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16951719
| 10 |
nel024f10
|
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"path": null
}
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Figure 10 Basal dendritic branching points in the hippocampal CA3 neurons of rats treated with 2, 4 and 6 ml kg −1 body weight of CeA for 4 weeks and in age-matched control and saline treated rats at concentric zones (CZ) and total number of branching points. Each value represents the mean + SD of 8–10 neurons from each rat. F -value: 5.68, 44.84, 43.84, 15.44, 4.35 and 65.57 at the 0–20, 20–40, 40–60, 60–80 and 80–100 μm CZ and total number of branching points, respectively. Note the significant increase in dendritic branching points in 4 and 6 ml kg −1 CeA treated rats compared with control rats. Normal control versus 4 ml kg −1 CeA: * P < 0.05, *** P < 0.001; normal control versus 6 ml kg −1 CeA: ▴▴ P < 0.01, ▴▴▴ P < 0.001 (one-way ANOVA, Bonferroni's test).
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 14; 3(3):349-357
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PMC1513150
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16951718
| 1 |
nel019f1
|
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"path": null
}
|
Figure 1 Changes in the food consumption of rats. Rats were sham-operated (open circles), ovariectomized (OVX) (closed circles); ovariectomized and administered with 2.0% (w/w) RJ (open triangles), 2.0% (w/w) protease-treated RJ (closed triangles) and 17β-estradiol (open squares). Data of OVX administered 0.5% (w/w) RJ, 0.5% (w/w) protease-treated RJ and 20% (v/v) polyethylene glycol 400 were not shown. Each point represents the mean ± SD ( n = 6). * P < 0.05, significant difference from the ovariectomized group at the respective time.
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CC BY-NC
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no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
|
PMC1513150
|
16951718
| 2 |
nel019f2
|
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"path": null
}
|
Figure 2 Mean daily food consumption in sham-operated and ovariectomized rats treated with various compounds for 7 weeks. Rats were divided into eight groups, sham-operated (Sham), ovariectomized (OVX), OVX given 0.5% (w/w) RJ (OVX + RJ-1), OVX given 2.0% (w/w) RJ (OVX + RJ-2), OVX given 0.5% (w/w) pRJ (OVX + pRJ-1), OVX given 2.0% (w/w) pRJ (OVX + pRJ-2), OVX given 17β-estradiol (OVX + Est) and OVX given polyethylene glycol 400 (OVX + Peg), each having six rats. *Significant difference ( P < 0.05) when compared with the Sham rats.
|
CC BY-NC
|
no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
|
PMC1513150
|
16951718
| 3 |
nel019f3
|
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"path": null
}
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Figure 3 Changes in the body weight of rats. Rats were sham-operated (open circles), ovariectomized (OVX) (closed circles); ovariectomized and administered with 2.0% (w/w) RJ (open triangles), 2.0% (w/w) pRJ (closed triangles) and 17β-estradiol (open squares). Data of OVX administered 0.5% (w/w) RJ, 0.5% (w/w) pRJ and 20% (v/v) polyethylene glycol 400 were not shown. Each point represents the mean ± SD ( n = 6). * P < 0.05 and ** P < 0.01, significant difference from the ovariectomized group at the respective time.
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
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PMC1513150
|
16951718
| 4 |
nel019f4
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",
"path": null
}
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Figure 4 ( A ) Either body weight (white bar) and uterine weight (black bar) or ( B ) tibial BMD of sham-operated rats and those of ovariectomized rats treated with various compounds for 7 weeks. Abbreviations were the same as those shown in Fig. 2 . *Significant difference ( P < 0.05) when compared with Sham rats. **Significant difference ( P < 0.05) when compared with OVX rats.
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
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PMC1513150
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16951718
| 5 |
nel019f5
|
{
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",
"path": null
}
|
Figure 5 Representative scanning electron micrographs of the longitudinal sections of the proximal tibia sampled at Week 7 after ovariectomy from ( A ) sham-operated, ( B ) ovariectomized (OVX), ( C ) OVX given 17β-estradiol and ( D ) OVX given the vehicle.
|
CC BY-NC
|
no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
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PMC1513150
|
16951718
| 6 |
nel019f6
|
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",
"path": null
}
|
Figure 6 Representative scanning electron micrographs of the longitudinal sections of the proximal tibia sampled at Week 7 after ovariectomy of rats. ( A ) Ovariectomized (OVX) given 0.5% (w/w) RJ, ( B ) OVX given 2.0% (w/w) RJ, ( C ) OVX given 0.5% (w/w) pRJ and ( D ) OVX given 2.0% (w/w) pRJ.
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CC BY-NC
|
no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
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PMC1513150
|
16951718
| 7 |
nel019f7
|
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",
"path": null
}
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Figure 7 RJ and pRJ on the calcium contents in the femoral-diaphyseal and femoral-metaphyseal tissues obtained from normal rats in vitro . Bone tissues were cultured for 48 h in a medium containing vehicle, RJ or pRJ. Each value is the mean ± SE for six rats. RJ, royal jelly; pRJ, protease-treated royal jelly. *Significant difference ( P < 0.05) when compared with the control.
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
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PMC1513150
|
16951718
| 8 |
nel019f8
|
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"path": null
}
|
Figure 8 RJ and pRJ on the PTH-induced decrease in calcium content in the femoral-diaphyseal or femoral-metaphyseal tissues of the rat obtained from normal rats in vitro . Bone tissues were cultured for 48 h in a medium containing vehicle, RJ or pRJ in the presence or absence of PTH (10 −7 M). Each value is the mean ± SE for six rats. PTH, parathyroid hormone; RJ, royal jelly; pRJ, protease-treated royal jelly. *Significant difference ( P < 0.05) when compared with the control.
|
CC BY-NC
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no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
|
PMC1513150
|
16951718
| 9 |
nel019f9
|
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",
"path": null
}
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Figure 9 RJ and pRJ on the PTH-induced osteoclast-like cell formation in mouse marrow cultures in vitro . Mouse marrow cells were cultured for 7 days in a medium containing vehicle, RJ or pRJ in the presence or absence of PTH (10 −7 M). Each value is the mean ± SE for four wells. PTH, parathyroid hormone; RJ, royal jelly; pRJ, protease-treated royal jelly. *Significant difference ( P < 0.01) when compared with the control.
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 24; 3(3):339-348
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PMC1513151
|
16951717
| 1 |
nel028f1
|
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"path": null
}
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Figure 1 The effect of 100 μg ml −1 T. polium extract on the oxidation of β-carotene (upper) and increasing concentrations of the extract on AAPH-induced plasma oxidation (lower). Data are shown as mean ± standard deviation. *** P < 0.001 and represents the significance of the difference from the control. n (sample size) = 3.
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):329-338
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PMC1513151
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16951717
| 2 |
nel028f2
|
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"path": null
}
|
Figure 2 Effect of increasing concentrations of extract of T. polium on Fe 2+ -induced lipid peroxidation in rat liver homogenates. Data are shown as mean ± standard deviation. ### P < 0.001 and represents the significance of the difference from control and *** P < 0.001 representing the significance of the difference from the extent of lipid peroxidation caused by adding 100 μM FeSO 4 to liver homogenates. n (sample size) = 11
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):329-338
|
PMC1513151
|
16951717
| 3 |
nel028f3
|
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",
"path": null
}
|
Figure 3 The ability of increasing concentrations of extracts of T. polium to scavenge O 2 • − (upper and insert) and the effect of identical concentrations of the extract on the activity of xanthine oxidase (lower) in a cell-free system. At the concentrations at which 50% inhibition of NBT reduction occurred, the extract had no effect on the activity of XO. Data are shown as mean ± standard deviation. *** P < 0.001 and represents the significance of the difference from the control. n (sample size) = 4–5.
|
CC BY-NC
|
no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):329-338
|
PMC1513151
|
16951717
| 4 |
nel028f5
|
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"path": null
}
|
Figure 5 The effect of increasing concentrations of extracts of T. polium on reduced GSH (black columns) and GSSG (white columns) (upper) and the GSSG/GSH ratio (lower). Data are shown as mean ± standard deviation. *** P < 0.001 and represent the significance of the difference from the control. n (sample size) = 3.
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):329-338
|
PMC1513151
|
16951717
| 5 |
nel028f4
|
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"path": null
}
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Figure 4 The ability of increasing concentrations of extracts of T. polium to scavenge OH. radical using the deoxyribose assay (upper) and to bind iron using deoxyribose degradation assay in the absence of EDTA (lower). Data are shown as mean ± standard deviation. *** P < 0.001 and represents the significance of the difference from the control. n (sample size) = 7–8.
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 20; 3(3):329-338
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PMC1513153
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16951720
| 1 |
nel025f1
|
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"path": null
}
|
Figure 1 Plasma levels of sE-selectin ( A ), sICAM-1 ( B ), and sVCAM-1 ( C ) at baseline and 12 weeks after administration of KBG. Data represent mean ± SE ( n = 14), * P < 0.01 compared with baseline.
|
CC BY-NC
|
no
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2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 8; 3(3):359-364
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PMC1513153
|
16951720
| 2 |
nel025f2
|
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",
"path": null
}
|
Figure 2 Hypothetical representation of the effects of KBG on RA.
|
CC BY-NC
|
no
|
2022-01-12 14:27:37
|
Evid Based Complement Alternat Med. 2006 Sep 8; 3(3):359-364
|
PMC1513154
|
16951714
| 1 |
nel022f1
|
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8J2ttp9+NR1QWSRxWNpG8kkkuwALgDjnua9KoxQB40q3Hg218HaHd3Wm6NPFp8rPrF9D5oickFoIyWCgnPJJ6Ditb4aXJufFvjOX+0JL8PLaOt1JAIfOHlEbwoAG3KkA9wM5PWvTHjWRcOqsPQjNPoAKKKKACiiigD//Z",
"path": null
}
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Figure 1 Antibacterial activity of L. sericata excretions/secretions (ES) ultrafiltration fractions. Native ES (nES) from third instar larvae was sequentially fractionated through ultrafiltration membranes with 10 and 0.5 kDa molecular weight cut-offs. Fractions generated were assayed for antibacterial activity using a turbidometric assay. Antibacterial activity was associated with the 0.5–10 kDa and <0.5 kDa fractions when tested against S. aureus ( A ). When bioassayed against MRSA ( B ), only the 0.5 kDa fraction demonstrated antibacterial activity. Error bars = SEM. n = 3 [Fig. 3b modified from Bexfield et al . (52)].
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CC BY-NC
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no
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2022-01-12 14:27:37
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Evid Based Complement Alternat Med. 2006 Sep 8; 3(3):303-308
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PMC1524900
|
16855286
| 1 |
gkl491f1
|
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"path": null
}
|
Figure 1 Structure of 2′-deoxy-4′-thionucleosides.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
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PMC1524900
|
16855286
| 2 |
gkl491f2
|
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"path": null
}
|
Figure 2 Sequences of DNA, 4′-thioDNA and RNA.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
|
PMC1524900
|
16855286
| 3 |
gkl491f3
|
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U/Jv/APn8i/78f/ZUeTf/APP5F/34/wDsquUUAU/Jv/8An8i/78f/AGVHk3//AD+Rf9+P/squUUAU/Jv/APn8i/78f/ZVVSG+/tSf/TIs+TH/AMsP9p/9qtaqif8AIVn/AOuEX/oT0AJ5N/8A8/kX/fj/AOyrntQN/qV0bW3u52UKGTyrfy13I+GO5mBODt+6a6K/llhtS8Ay+5R/qy+AWAJ2jk4BJqnpNsRvnkMhZXkRNyMg2sQxIVuRyP0oAlt7K6tohHFdRhQSfmiLHJJJ5LZPJNLM1zboXm1C3jUAnLQ44HX+KrVxMttA0rAkL0VRksewHuTWBDY3esSx3dzLNCg2TRfLE2M5JVevGCOSMnj0oA045J5pTHHqVs7gkFViyeMZ/i7ZH51JJaXcsbRyXULI4Kspg4IPUferIk8Nm2jH2K5uW27AUeRUO1FIGGVC2enXrV3SdSluAtveoUuggZiImRCSM4G7uOfrjNAGNeaRe6S7XVtcKsSmW4Y21mpkLlcAFmY5GCew6CtuwfUbmA+dMsM0ZCSK8A+9tB7OR3rTliSaJopFDI4wwPcVy13bHQro3EJtox+9m3mB3klYkBUJDZPUAdeg4oA6Hyb/AP5/Iv8Avx/9lQIb4MM3cRGeR5H/ANlUtvcRzqxjLfK21gylSDgHkHnoRU9ABWVrOuabo2jXGp38wFnAdsjAbud23GPXNabruRlDFSRjcOorC1HwzDqHh++0hru4WO7UAyEKShGMEYAH8I60AVV8beH5BqLJcxm4sGkEsRkRZCEIUsMsPl5HJI61LqXivQdMtr9vtMFxLZJm4tbdkaUDcBjbkd2GfTNZt78ObO+WcSX84aZrtmZUXrcGMt+XljH1qO8+G9rei5jbU7lYXM7W8exP3DTSLJIc4y3zLwD0BoAtSeOdHhvYbO9tbuzuprpLN4Z4lzGzKXQsVYjYQDggnn05qVvGuiC30iR0lC6tcvDbgxj5WD7Czc8DcQM+rD1qBvAVpeXpvdTvpry4klZ5mZFQSKYWhCAD7oAcn1yaoD4Y6bJYxafPqd9LJa2Zht5BKUaItK0nmkKQGJYLwcj5BxQB0kXiLRpdQ1G0M6JJpixtcvMnlpGGLBfmbAPKnkcVmJ478KT3qQSXMCb5J4xNPtVN8TojDJPUl1I9RzWm+g51DUr+K8eO5vraC3LbFYJ5ZchgDwc+YevpWJcfDq0uhfB7+42XS3qAbF/di5kSRseuGTj2NAG3/wAJTo0R23GoW9sxuZLZFmmQF3RtpxgnuR155GcVnP4/02Fp2ms7+K3jmuIFuGjTy5ZIA5dFwxOcRvjIGcVUufhxZ3T3ZGpXUX20zrdBAh8yKWQSMgyDtweAw5wfph8vw+inWaCfVLiS0ae6uYrcRoBHLOHBYnq20Svge9AFy18eaNc2E96jTiCDT11GQsgBEZLrtxn74aNgR60P470WLTrK+f7UILqD7QSsDN5CbgpMmPu4Y4PuD6Gs9/hrpzyXm28ulhvEtYriFTtDLC24gEcrvPJx6k96V/h4qrb29vrF0mn29zJcx2cyiaMs7Bvm3HL4bJG7PJz15oA7WQO0ZEbBWPRiMgfhUFuky3MvnSrIdi4Kptxy3uat1Cv/AB9yf9c1/m1AE1FFFABRRRQAUUUUAeYfFDXtMUWumXdxrFhPa3UV1He2en+cofBCqGPAOW7c9u5q98NdXbVDq0cmt6tqclu0Suuo2S2zQkhjgAdcjBOfb1rf8X+G5vEenWsdpfGxvbK7jvLa48sSBZEBA3Keowxqt4X8MalpWpalq2s6uuo6lfrFG5igEMaJHu2gLk5PzHk0AdXRRRQAViPf2tr4hvPPnRP9Gtxyeh3THn0rbrnLjR7fUfFF3JPJMMWMMe1H2ghnkJ6c/wAA70AVb7WtUubpP7Lt52iUsVxDjJBCkSbyMAZY8c8D0IOjpetrdTLa3GI52DeWCfmfacMSB931x6MKvOi6fZyGCNmG7cQzk8k8kk5OO5/Gqdyn2qzF9tkEy/KgjLOvD8NgDJXIDcdQBQBtUhIAyelYFv4kikhXdbuZmO0KmMMckA8/dDEHGfqcVV/tW81l9tiuLc7PuPjcjZO4uAdpGAMf73tQBJPPPrk628UZWzDYk3oGWRSpKtwwIGduB65z0rbsrKKygVEjhV9oEjRRBA5A64FLZQeRbIrRQpKVHmeUuFLY5xwKtUAFYN35mnakt2rPKZd29RCT8mV4yO47D61vVBdQtcWskKSeWzrjfjOKAJQQwBBBB6EU6sTTb2GGU6c0sJIZhFtIXOCdy7c8Y7DuBW3QAUUUUAFFFFABVRP+QrP/ANcIv/Qnq3WVeTvbXN1KmwMIoRucZAy7jJ5HAzmgCneRJql5JEsSFnheJHniyFKsQzKfXJHp0roayNLhiaWa4DCR1kdVkjd9jBtrMQpYgcnt6Vcvp3t7R5IkZ5OAoCFuScZIHOBnJ9hQBn3KvqWpBI/Lkt7Zl3ozsuSchjjbg4HTnqDWvFFHBEsUSBI1GFUdAKpabBEsPnrDJFI42srl+ME9A3QZyR9a0aACsbVtKiuENwoVJIyZGYRF2YhSBjBHI4x9BWzRQBl6ZqX2tWhmKi7T76hWUEeoz25x9auXMP2mHyi7JyrBlxkEEEHkEdRWVq1jJFvvraRlePdK+6ZlHC+wORwOPYVa03U4r5NhZBcxj96kb7lB9m79R+YzQBnW08+m3k73L3swLSyzFkQrsBwjDaB/CorpKzNX09b61YBZC52qwjmaMsm4FlyCOoyPxqPSb15FWGW3uIi/mPGZXV8qGA67if4h1oA16KKKACiiigAqmn/IZn/694//AEJ6uVTT/kMz/wDXvH/6E9AFyiiigAooooAKKKKACoV/4+5P+ua/zapqhX/j7k/65r/NqAJqKKKACiiigAooooA8l1vT9a8NaUuo6h4gjtVk1OMXz3F5IUniE6yK8Yx+7faGQxj5SufQV32geK9C8UC4OialFei32+b5YI2bs46gdcH8q5b4vXAtNA0ac3NtZsmsQFbu5XesB2v8+z+LjII9CT2yLnw71ZtUXUC3iXS9a8sx82Fp5HlZ3fe9c44+hoA1/F17rdlpSSaJ9lRhJm6u7obktoACXk2AguRjoKxfC3je51L4bXviW+SGVrJbli1uCqzLFkhgpyVyB0NbniXQ77WEtJNN1q40u8tJvNSRF3xyAjBWRMgMP5Vj6Z8P20/SmsH1maWC7luptVQQIq3jTptPH/LML1AFAFDwp4r8RTa7o9nrxsJIdb006hbfZYmQwEbT5Zyx3Daw59a7AyTJ4iu/Jg83NpBn5wuPnmrnfDHgG40TV7S/1DXJNTOn2X2GxQ2yxCGLI6kE7mwAM8cV1EP/ACMd7/16W/8A6HNQBL9ovf8AnyH/AH+H+FU7fVLue5lhFgo2Z6TgkYOPmGOCeo65FbFULh7tbuIRJ+6+XJwDnn5sntgcj1NAFaayinl82bQ7WWQYwz7CeOnJHuatJJdRoESwVVAwFWUAD9KvUUAU/tF7/wA+Q/7/AA/wo+0Xv/PkP+/w/wAKuUUAU/tF7/z5D/v8P8KPtF7/AM+Q/wC/w/wq5RQBz+rrcvELpoZI2gHyhJUxuJGDypxyBz6Zq1YancXlt5iWiEglXCzDhh17dO49iK1q56Vv7H1HzDNI8UmXnLR9AWOMEDqMn6KPpQBq/aL3/nyH/f4f4UfaL3/nyH/f4f4VZR1kjV0YMjAFSOhFPoAp/aL3/nyH/f4f4UfaL3/nyH/f4f4VcooAp/aL3/nyH/f4f4Vz9xcT3+tXMcSyJJ9mEUYS4eMeYGk5yMA4wfXoa6O9ma3s5ZkC7kXI3dPx9qxdIiEusXcjXHmrEVaPyyPLJbeSR36uw6mgDXE97gZshn/rsP8ACs25n1S4vYvskEOICPMRrrHJx1AU5+XOPc57VrXU6Wts87kbVHrjJ6AficCqOlxRSg3ccsjNIWDoWUhW3ZIyBzg5wfTpQBa+0Xv/AD5D/v8AD/Cj7Re/8+Q/7/D/AAq5RQBT+0Xv/PkP+/w/wo+0Xv8Az5D/AL/D/CrlFAFP7Re/8+Q/7/D/AArB1W3voJP7Rt7Ng0W6RgbtuWO3HAByvHI+npW3eailqGSNRNc7CywK6hiAM5OTwKyjaX2sZaWUCA7grlCoKkLhlQ8qwOcEk/rwAVIPHFvsC3FuVfJUOudkhBwShxyAevpmqlzex/bJZ7eySF3UQKWuXiMb+YVY8LtIDFc89QPatLUfB1ldiWaMOLtwdzlwok3MrHOFOOVB4HUVlyxR2rPb6ja7U+9/rNxIEmVHzf6wswVjwM855IyAdVb6hcXUZkiswVDMufOHODipvtF7/wA+Q/7/AA/wrhNO+2aTcY09bUQpsEnkswYtJN8zPGR8xAyML0OQPbstO1VbrZHOpimK7lzwHUkgHHYnGdp5FAFn7Re/8+Q/7/D/AAo+0Xv/AD5D/v8AD/CrlFAFP7Re/wDPkP8Av8P8KppPef2xP/oYz9nj480f3n9q2Kpp/wAhmf8A694//QnoAPtF7/z5D/v8P8KPtF7/AM+Q/wC/w/wq5RQBT+0Xv/PkP+/w/wAKPtF7/wA+Q/7/AA/wq5RQBT+0Xv8Az5D/AL/D/Cj7Re/8+Q/7/D/CrlFAFP7Re/8APkP+/wAP8KW3eV7iUyw+Wdi4G7dnlqt1Cv8Ax9yf9c1/m1AE1FFFABRRRQAUUUUAcT8Srq5tNAs5ovMW0XUIft80UHmvDb87mC4PfaCQMgE1T+H+rf2trviGbTXln0Fnie0mktvJw53eYi8Asq8Yz0ziui8V+KIfCmm295NYXt951ylskNmgeQswOOCRnkY+pFYOkfFHTtQ16PR7nRdZ0yZ5hAHvbcIiyldyoxBOCw5GetAHfUUUUAFZ0P8AyMd7/wBelv8A+hzVo1nQ/wDIx3v/AF6W/wD6HNQBo1Wu7f7TbmPIGSD8y7gcEHBHccVZooAxtMvYUIsi8avlyi7wD945G3+HHYc8Vs1malp7XYWSJmV9yFkDbRIFbcAWAJGDzkVmxf8ACQLIqS+ayDbuKeXk/e3bSewOzGeSM59gDfuLmG0hMtxKkcY6sxwKx7rxFFCW8mCV8MU3SHy13bC4XnkZHQ4wSQM1Hb6LcySRy39yvmqFJKEuxfaVYhm+6rZPyYI9K17bT7W02mGBFYLsDnltvpuPOPagDEbxPNEGeSy+QBj1KkgKG4yOSSSoHqprUg1W3mk8t28p9/l/MflZuuFboT7Dnr6VpVz+tW1hDBI73cNk7xPH+8YBWDYBwOx4AyB+dAHQVXurdLqHymZ1G4NlTg5ByP1Fc7aeJ7a3kMN5cRRxkyYZpDmIKwX5mbG7Oc8cjv6108ciSoHjdXU9GU5FAHOQX0miXItLxl8hvmBMu51yxChVxkjoMDpj3ro0kSRdyOrL6qc1FcW8d1GI5QxUMGG1ypyORyCDXPw299oMyhEe4tjtXZCqr5jHOSdzk7vu9OMA0AdRRUFtdQXkPm28qyJnG5aydZ1JNjWCXCQNNvhaaaNtiMUyBu4GefWgCPUI5dQvolNvbNBmW2BlJYhiobdtxgY2Ede9adumzUJUJyVt4hn15eqejafGim+aztIJrhUkxDHjb8oB5wDmpby7Wzu7iTrI0MaxJ/fcmTAoAW/a5kuIo7dPMCENKoZfXgMCehG78QPStJVVBhVCj0AxWTpdrJ5sl3JLKZXLK+U2BuRg4IzwBgZ6ZI561sUAFFFFABWdqWpJZqIkkgFzIDsEsgUDgnJ9uKXUNRjtFESywi4kyI1kkCgcE5Ptwap6XZyyMt3cNMA22VYpHDfPswWJwCODjHT+gAtjp3nqbi9WR1dxNHDcKjFTsAycDr14/rW3RRQAVDPBFcRmOWNXQ4yrDI4OR+tTUUAcnqngy2uDHLZLGHjdSI5mJXG8swB5K5yelczYS3ds8MEn2Y+d5cjIkxnjkLFyA4wGGzC4AHX8K9SrC1O3uopVkglRYZp0aTFq0rLtGcja3QlVHTvQBj6b4vjijjivfOC+WjAy8yEHIyAo+ZeO/PBz79fb3EN1CJbeVJIz0ZDkVzsNhY6/ZKzwyW1zgS+ZHF5TEEMqtg+2fesl9B1jw7KtxpkrywKiowgUbgiREAGMnaxZgpLA7uwoA76qaf8AIZn/AOveP/0J65zTfGkMhEGoQ+TIG8t5IssgfaHK46jap5PQbTzxW3Z3dvd6nNLbTxzRtbx4aNgwPzSdx9DQBqUUUUAFFFFABRRRQAVCv/H3J/1zX+bVNUK/8fcn/XNf5tQBNRRRQAUUUUAFFFFAHCfFXyh4ZsihvBqY1CI6YbQqH+1Ybbndxt27857Vy/w/0qDxDq32/Vr3UbnVYzY6vI8uxY5w8B8nAUcBC0gxxkjPtWp8U7zUpI7fTG8Mm9s7i5hSyvIdSWCZbo527BtJBA3c9MZpvwms20e61rSLvSZ7HUbZbbe9xfi6kkiKsIwCFACKBgAep9KAOm8YeIr/AEaXSNO0i3tptT1W5MEP2osIkVVLMzbeTgDoPWoNA8ZyXvhDWNW1S1jhutFluYL2KBiULwDLbCecEY61a8W+HLzXJNKvtLvIbXU9KuTPbvPGXjYFSrKwBBwQeo9KytL8C39nok2m3GrxSR6nLeT6ztt8faGnXb8hJ+QLx65xQBF4V8a63f61pdlrtjYQR6vp5v7FrR3JVRg7JN3U7WByOK6o3UVt4hu9/mfNaQY2Rs/8c3oDXMeF/A+raZrOnX2s6rbXi6VYHT7BLeAxnYcfO5JPzbVA44rp47gp4tuYDGcSWcJD544eX/GgC5/adt6XH/gNJ/8AE0f2nbelx/4DSf8AxNXKKAKf9p23pcf+A0n/AMTR/adt6XH/AIDSf/E1cooAp/2nbelx/wCA0n/xNH9p23pcf+A0n/xNXKhuJ1t7aWdwSsaFyB1wBmgDH1TX47WEJDFevMw3furR2KqGUMcEeh96wIrJdVeZ5bi7SFnfbcfZHWWRG2uMgxgcHv7dK3YLSa+vmeZJYxDM4cm6cMVZchdqnAHK9/4a3lRUQIowoGAB2FAHG6h4e0++Q/6ZfiTJZTJZ71BLKxOPLB6r2Irnlk1XQ9SCfvV86XHnQxFEcvNkkIwycLgEZPXvmvVagmhS4jKODjIPBwQQcgg/WgDkLXx3+9jgks3nZjgmDO4ZkKgFSoAOBnrU7+MdIvoUWTTL6cF1AR7UHaxzjqcdj0p93o6Wk6yy21tOgMeHkiAy28ktI5yQec7h3zVuw0rRLmIGG0xsIbYzvjjIBGThh97B6UAcPda/cRSbNOFxaWzxJDs8uSZ1Qxuc7FQ9CANwzjFbXh7V9NZPtd2s9s7NG7Qxo7RiTYOThRhsHJHbBrtbSwtLFPLtLWGBMAYiQLwOnT6mq95o9jekvJEUlJJ8yJyjAlducjvjjmgCCXxPpESF2uXwBu4hc8c+3sawbXUBret3Ml1DeQwi3EWI0JC/Me4GTnrnAxxW1F4WsIz87XUowQFaYqACoUjC4B4Uda0IY0j1OdUUKvkRcAf7T0AL/adv6XH/AIDyf/E0f2nbelx/4DSf/E1cooAp/wBp23pcf+A0n/xNU7zX7W0jyS+7IB8yJ0Vc5wWO3gcY+tF3q6LKYIMlwVDOVJADNtyo6vyCOOlM03TXws94xaYqgIDNhipJDMM/eyc47YoAqac6u32q7Nzl9rmIxSODIAQX5TjtgDgYra/tO29Lj/wGk/8AiauUUAU/7TtvS4/8BpP/AImj+07b0uP/AAGk/wDiauUUAU/7TtvS4/8AAaT/AOJo/tO29Lj/AMBpP/iauUUAU/7TtvS4/wDAaT/4mkOpWxBBFxg/9O0n/wATV2igDi7mNNPuvtVpHKEDqzTSxTyPHHGh+QAgcEj1/irT0/xPbXD/AGa6jngvFVS6GBuSQTwBnHTODW66LIjI6hkYEMpHBFc9qfhnzneayaNXYl/KkUbS3l7FOcE8dfxNAEmqWejawji5t597IYzLHBIr7T1GQvI9jke1cld+H5odVu59MvriSZovM/e27RtvbIU5RACF2ggYArSaTxFosWyMXLIgbAMRuUwsagdPmGWzxmkfxDrUepTlLeN28sL/AMeMvQFsH73fJoAzm1jxTp3meXBq0ipvKK9r56nBARSwG85BYk4zwBxWhH4t1xUeR9PdkG7G/T7iM4EgReo7g7/YAjrUsureILmS6SI3SbA4hNvp7KHIdccyBhyCe4pX0rxDeTXG9rgIxIT7RebAAJQQcR5H3cjp9aAKj/EC7gK/aLCNASq5fzI8EyGPuvI43n/ZI6miL4jPP5TR2ceHKAMd5A3Myg8LzjYScdmGO9aVn4OuIXgka6tIni2/6u2LE7ZS4yxYZ646Vdt/CMEQHm311IRtxjaoyCxB6f7RoA5pfiYZ4VkitoUVmjG795Ls3qWBIVc8bSpHqR2FJF8SriYqqWSq7IH2yW8y7cxmTk7e2Nue5II4rqh4UsCio010yKUO3zMZ2gheQAehNPPhbT/MEkb3Mb7dmRMTldu3GDkdKAON/wCFm3EcpE0UCKF3c2s65AjEhIJGO+36jPSug8H+K38S3F6WhWPyFRSAjLk4z/F2+b9DV9/ClmxJ+0XYYxmLcGXhdmzuuPu8Va0vSotNuZ1ilkcPHHneEHQFR91R2AoA1qKKKACiiigAooooA5vxDY+HvE9tBpGo3sPmSOLi1EVyEmDrnDx4Ocjnke9O8NeENO8LtdS2st5dXd2V8+6vZzNLIFztBY9hk9K80v8Aw9H4b1v+y7SHUPEF+GtL1UtrONXtYYpXZVMpb5dzccDOFPrXpHhnxZH4hnvLOXTr3TNRsghntbtQGCvnaykEhgcHn2oA6WiiigArnLm4Fr4lv547SOWSPT4pGcsFYKHlyAcH0/SujrBu0g/tq8lmt4ZyttbKolAwC0ko6kHA5FAG9RVSzumuVl3IqtG+w7H3A8A8HA9at0AFFFFABWTqkgZ1td7+XIjiRIlVmPAwCCDxjPatKWVYYnlc4RFLMfYVk28DTarJNuVAkonMbw4fmMoPmDYxwT0oAvabb/Z7KPdHsldVeUZz8+0A/wAquUUUAFFFFACEAjBGRWJd6RslWe0DDaVygPzhRn5Y2Jwg55HTHHFblFAGBZ63IipFewuXGyNpEiI/eFcldn3jjHUDH0wcbUFxDcxCWCRJIz0ZDkVDcWNvdsGmiBcDCyKSrr9GHI6noe9Y8vh6eL5rK62sBhd3yEAJsVdy/wAI4bbjkjk0AdHVOM41W4J6eRH/AOhSViG28Qr5kcdw4BB2Hej4+QAEkjP38k8dOnpVcaLqV3qN3HcXYVDEuBuL4BZscHjIIb6huaANy51qyttw8wSOo3FU5AGQMk9ABkZPbNZrzahq5KIhjiyQcfcUq+PmJ/1isB/DjjIPXIv2+iW8UoeZjK4LkLjai723MAB2JA4JPStQAAAAYA7CgCjZ6ZBZgMEVnXO044QE5wg52jnoPQVoUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVTT/kMz/9e8f/AKE9XKpp/wAhmf8A694//QnoAuUUUUAFFFFABRRRQAVCv/H3J/1zX+bVNUK/8fcn/XNf5tQBNRRRQAUUUUAFFFFAHlvxCufDdv4ntReX3iHTNakttqXGjo+ZogxO04BDYOT0yM1p/DgaG7alPpc2t3V45j+13esI4lkHzbACwAwPm4A71f8AEeo3mlazbajL4YuNVtLdG8i408h7iBmGHBiJG4EAcgn6d6fo3inVdfvIltvDOoWFkGzNcaqBA2PRIwSzHPc4H8qAOneeONthdfMIyqbgC30Fef6B428Q3Pja30DWtP06B7q3luPs9vKWns1U/KJjkqdwIxt9a63U/DGjatqEOo3dhDJqEChYLor+8iwSQVPYgkke9cjYeAdeXXrHVNT1+2ubjTYJ4rO5W0xNI0ilQ0zFvn2jtQAnifx1rthq+uw6NY6fNaaBaxXN+bpnDybwW2x7eBhQTk5rrtOuIdTv5bpRuhudPtZVVh1VjKRn8647Vfh5rt/PqDwa/bJ/bVnDaau72fMpjBXfGA2FJUkYOcV11pplnFqklobeOSK3sLaKMSKGwoaUDr9BQBLp9y7XptxHEkQ835EgZNu1wq5OcHIOelbFc9qmnxxmWSK1jjjEQ2MqQqofJ+9u7fdrSistLnjDw21o6HoyRqR+lAF+iqn9mWH/AD423/fpf8KRtO09FLNZWwUDJPlL/hQBFqczRrHH8ixzblkZ4mcAY6YBHWl0yFVs4rja4lmjRpN7uxzjOPmJIAyeKyI9Ntb2+kkgtodnmxyguHjIjwONhUAg7W/Otz+zLD/nxtv+/S/4UAW6Kqf2ZYf8+Nt/36X/AAo/syw/58bb/v0v+FAFuiqn9mWH/Pjbf9+l/wAKP7MsP+fG2/79L/hQBboqp/Zlh/z423/fpf8ACj+zLD/nxtv+/S/4UAW6Kqf2ZYf8+Nt/36X/AAo/syw/58bb/v0v+FAFuqif8hWf/rhF/wChPR/Zlh/z423/AH6X/CqqabYf2rOPsVtjyI/+WS/3n9qANWiqn9mWH/Pjbf8Afpf8KP7MsP8Anxtv+/S/4UAW6Kqf2ZYf8+Nt/wB+l/wo/syw/wCfG2/79L/hQBboqp/Zlh/z423/AH6X/Cj+zLD/AJ8bb/v0v+FAFuiqn9mWH/Pjbf8Afpf8KP7MsP8Anxtv+/S/4UAW6Kqf2ZYf8+Nt/wB+l/wo/syw/wCfG2/79L/hQBboqp/Zlh/z423/AH6X/Cj+zLD/AJ8bb/v0v+FAFuiqn9mWH/Pjbf8Afpf8KP7MsP8Anxtv+/S/4UAW6pp/yGZ/+veP/wBCel/syw/58bb/AL9L/hVNNNsP7YnH2K2x9nj48pf7z+1AGvRVT+zLD/nxtv8Av0v+FH9mWH/Pjbf9+l/woAt0VU/syw/58bb/AL9L/hR/Zlh/z423/fpf8KALdFVP7MsP+fG2/wC/S/4Uf2ZYf8+Nt/36X/CgC3UK/wDH3J/1zX+bVF/Zlh/z423/AH6X/Ci3t4Le4lWCGOIFFJCKFzy3pQBbooooAKKKKACiiigDj9Zv/HA12e30LStKksY0QrPfTOhdiDkDaDnGP1qCy1H4gx6tZR6po+jfYJpvLmksp5HeJcE7sMAMZAH41X8b+Jr7SLh4bfXdI0cx23np9uiLvcHJ+VMsq4GB6nnoO+r4R1q41UXkMur6bq622zbe6chRGLA5Ujcy7hgHhv4hwO4B1VFFFABWdD/yMd7/ANelv/6HNWjWdD/yMd7/ANelv/6HNQBYvLc3Vv5YcKwdHBIyMqwbkfhVDTJ5vNVZo0H2pWuFdG7DYMFcccEdz3rYrnNW0oLJJeWkFoskixwlzaGR0G85YbSD/Fn8AaAOjrJ1TUYoDHbC4hDySeXIpUuwBUkfKpB5O0fjWPF4suBFapNYMZblhskLeUgVmYKSGyRwAe/XrU+i2t5dn7Rcy3kaSeXJJG7RMrSocHBAzj5F9KANXSYPKs4pHEglkjUMHLcAZwMMcjqeK0qKKACiiigAooooAKKKKACiiigAqon/ACFZ/wDrhF/6E9W6qJ/yFZ/+uEX/AKE9AFuiiigAooooAKKKKACiiigAooooAKKKKACiiigAqmn/ACGZ/wDr3j/9CerlU0/5DM//AF7x/wDoT0AXKKKKACiiigAooooAKhX/AI+5P+ua/wA2qaoV/wCPuT/rmv8ANqAJqKKKACiiigAooooA4jxF8QPB+k6xcaL4hnSGaJEkAmt2lRwwJ42g9Mc5x1qLTPij4MvNQsdI0W9E891N5UcMNu8YTgncdygY47c8jiu7IB6gUbQOwoAydV8RaRo7mK91G1huTGZEtpJ1WWQc42qTk5IIGO9eeeAPiBq3iHX7OPULy1WDUIJJorRrKSEqVPAilPyy4H3umO2cV6XdaRp1/KJbywtZ5VXaskkSsyj0BIyOprj9K+Gr6beWckniC7ng0uGaHSYmiRTaeau0sWHLkDgZoAzvFPi3xJHrXiUaLcWcFp4as4bmeKe38w3TOpcruyNoCr25z+na6PeLqN818ilVudOtJgp7BjKcfrXDeL/CenadbTX2qeMbjTrfUbaGx1N3hRmv9mcEcZVyMg7QeO1dDceJfB2l6bY6l/b0NrZ3MKw2zwyZEiR54AAJ+Xcc+meaAOzorktU8UeG9GitJb/xMIUvEElu3mhhIh/iGFPy89elbsdsJolli1C5eNwGVldSGB6EHFACNommNMZjYW3mcEsIgM4ORn1weavqqooVQAo4AA4FVfsDf8/t3/32P8KPsDf8/t3/AN9j/CgC5RVP7A3/AD+3f/fY/wAKPsDf8/t3/wB9j/CgC5RVP7A3/P7d/wDfY/wo+wN/z+3f/fY/woAuUVT+wN/z+3f/AH2P8KPsDf8AP7d/99j/AAoAuUVT+wN/z+3f/fY/wo+wN/z+3f8A32P8KALlFU/sDf8AP7d/99j/AAo+wN/z+3f/AH2P8KALlVE/5Cs//XCL/wBCeufj8SeHp9fOhxeJC2pqxQ24lGdw6rnbgsPTOaq6d4t8LanqkltZeIpJLrY2/wC8o2x7ifmKhcD5jnNAHa0Vy+h+IND8SSzR6P4he8eDBkWN8EA9DgryPccVufYG/wCf27/77H+FAFyiqf2Bv+f27/77H+FH2Bv+f27/AO+x/hQBcoqn9gb/AJ/bv/vsf4UfYG/5/bv/AL7H+FAFyiqf2Bv+f27/AO+x/hR9gb/n9u/++x/hQBcoqn9gb/n9u/8Avsf4UfYG/wCf27/77H+FAFyiqf2Bv+f27/77H+FH2Bv+f27/AO+x/hQBcoqn9gb/AJ/bv/vsf4VFNbpbQyTTahcRxRqXd3kUBQOSSccCgDRqmn/IZn/694//AEJ657TfFPhvVrS7ubHxP50Fmu+4fzQvlr/eOVHHv0qG18U+FrvTLvW7fxLutrYKlxMZduzk7QQVzySccc0AdnRWBot/p3iGx+2aTrUt3bhiheNx8rDqCCMg8jg1p/YG/wCf27/77H+FAFyiqf2Bv+f27/77H+FH2Bv+f27/AO+x/hQBcoqn9gb/AJ/bv/vsf4Vm6zfadoGnm91XWZrS3BC75HHLHoAAMk+woA3qhX/j7k/65r/Nq5afxZ4attGg1ebxRixuGKQyiQHew6gALnI7jHHenT+NvC2jxW1zda8jx30fmW8hzIHRTgkbV9TQB1tFZFz4i0210a21V5y1tdGIW5RSWlMhAQKvUk5HFa9ABRRWbf6vZ6Zd2NvdyPG19MYIG2naZMFgpPQEgHGeuKANKiiigAooooAKKKKAOD+JGrQ6LBpd4mivqOqpO32FvKkeO2YjDSuEBJABHGMntXAaOuneFtX0/Vrpb+902fTbuCSd9PlTN48gdlEe3KBgdo4wfzr3uigD550q3ufCthCfEFhdn7b4VaytgLZ5CJTI7CEgA7WIZeDivZ/BVldad4G0KzvVZbqCxhSRG6qQo+U/Tp+Fb9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHiCXdjrHi6Cwh0y90rTNP1Nrq2RLGZ5b67OQJGkI2omT3PPfA6Y1pFqz6OfDvhm9128hfTLyPUbHUbPyhasFPlquFwGZiRgM2c19EUUAeS+CbiPWPHOmXum2lxDaaf4dSyu2kt3iCzb1Ii+YDJGD04r1qiigAooooAKKKKACiiigAooooAKKKKACsnxG8cfhzUGm059RiEDb7OMZadccqB3yM8VrUUAfOuq2t14g/wCEputCt7u+099JtlQNZNA1sI51b7IgwN+EBJOCeBz629eY694iu/FGlWV3JoNpdaY11i1dfOWJmL4QgFtgIB4r3+igDz/4eMb3XPFutW8Usel6hextaGSJo/M2xgO4VgDgnvjtXoFFFABRRRQAVyHjy/stPtLCfULCeWJbj5L6KDzv7Pk2nZMUwc4Psf1rr6KAPn/StSm8PeGrO5Ghz32qvqd62nanNZzBVhkwGuZIlBILZwFA6Dt3a1np2gWmnTWWseJ7N00maK0u4NNKLcTmZnZCpUspL4+UgDaB81fQVFAHmGoTarPc/DS812MxMbg/bUI2hbloCI8jsd2eOxOK5u88Lahv1zWotP1MarF4rD2jJ5o/0csm51UcFSCctjGB14r2e+sLbU7U215AksJZW2sO6kEEehBAIPtVygDwnVvCl/dXusah/Z+qC9PimMQPCZlP2VtodlC8bSM5YenXinalpF1pPh7XdJgtrm3DeJrUaMku/GSyHMZbqOH5HvXulUp9OtLu7tbq4gSSa0ZmgdhnyywwSPfHGfc0AXKKWigAopMgUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwHiiw/tH4gaTA2kafquNKun8i/fbGv72Abh8j/Nzjp0J59b3w93x6RqFnJF5EtrqU8TWyNujt8kOEjbugVl7DkkYGMVt6loGl6xcRT39oJpoVZI33MpVSQSMgjgkD8qs6fptnpVotrY28dvCpJCRrgZJySfUk9TQBdooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK95eW1haSXd5cRW9vEu6SWVgqqPUk9KraTrema7aG60q/t7yAHaXgkDAH0OOhrnfihYrfeANQVpHjEJjuMrCZQdjq2GQcleOcdBz2rkfh/rhh13xJ4h1GS2+wX89nawy6dbS+RJNtIOwEbiBkAsQBmgD0hfE+htrZ0ZdXszqQODaiZfMzjOMeuOcda05riC3UNPNHEpOAXYLk/jXg9uYjeWGgrC3/CTxeMGvJh5R3+TvZjKWx9wqR3r3Kf/AJCln/uSf+y0AH9qaf8A8/8Aa/8Af5f8aP7U0/8A5/7X/v8AL/jVyigCn/amn/8AP/a/9/l/xo/tTT/+f+1/7/L/AI1cooAp/wBqaf8A8/8Aa/8Af5f8aP7U0/8A5/7X/v8AL/jVyigCn/amn/8AP/a/9/l/xo/tTT/+f+1/7/L/AI1cooAp/wBqaf8A8/8Aa/8Af5f8aP7U0/8A5/7X/v8AL/jVyigCn/amn/8AP/a/9/l/xo/tTT/+f+1/7/L/AI1cooAp/wBqaf8A8/8Aa/8Af5f8aP7U0/8A5/7X/v8AL/jVyigCn/amn/8AP/a/9/l/xo/tTT/+f+1/7/L/AI1cqpJ/yF7b/rhL/wChR0AJ/amn/wDP/a/9/l/xo/tTT/8An/tf+/y/41cooAp/2pp//P8A2v8A3+X/ABo/tTT/APn/ALX/AL/L/jVyigCn/amn/wDP/a/9/l/xo/tTT/8An/tf+/y/41cooAp/2pp//P8A2v8A3+X/ABo/tTT/APn/ALX/AL/L/jVyigCn/amn/wDP/a/9/l/xo/tTT/8An/tf+/y/41cooAp/2pp//P8A2v8A3+X/ABo/tTT/APn/ALX/AL/L/jVyigCn/amn/wDP/a/9/l/xo/tTT/8An/tf+/y/41crO1TWLDRkhfULkQiZ/Lj+UsXbBOAACegJ/CgCX+1NP/5/7X/v8v8AjR/amn/8/wDa/wDf5f8AGs1fF3h6RHZdWtyqWrXjYbpCrFWb8GBB7gip21GybxLBZC7h+1rZSTGDd8/ll0AfHplSKALf9qaf/wA/9r/3+X/Gj+1NP/5/7X/v8v8AjSQ6pYz2k13Ddwy28JYSSxuGVSv3gSPSsuPxn4cktnuRq8AiQx7i+Vx5hwhwQDgngHpQBq/2pp//AD/2v/f5f8aP7U0//n/tf+/y/wCNVbnxDo9paz3NxfwxwQXAtZXY4CynA2n3+YfnUx1rTBqw0o39sL8jcLbzR5hGM/d69OfpQBJ/amn/APP/AGv/AH+X/Gj+1NP/AOf+1/7/AC/41cooAp/2pp//AD/2v/f5f8algu7a5JENxFKRyQjhsflU9VJP+Qtb/wDXCX/0KOgC3RRRQAUUUUAFFFFAHAarqM+v6qbTTfHek6XZkqkKWTxTXM7EDuxwvJwAoJPr2rT0bR/FOkajClzr6axpr5EourcRzxcHBVk4bnAII6Hrxyy1s9P0/wAa/wBlW+l2SRPaSaiZfJBkErTckMegyxOO1dfQAUgAAwBgUtFACYGc4GfWqk//ACFLP/ck/wDZauVTn/5Cln/uSf8AstAFyiiigAooooAKKKKACiiigAooooAKKKKACiiigAqpJ/yF7b/rhL/6FHVuqkn/ACF7b/rhL/6FHQBbooooAKKKKACiiigAooooAKKKKACiiigCtdwtPbtErhScHnkHBBwfY9D7GsHWvDEurtoim6aKOxu3uJWikaJ9pjkUKjLyMFx36CtrUGlS2BhaRTvUM0SbmC5GcDB7e1cp4jOtFdBktJ9QVPtsyXIihOXjMcoj3gLwMhB0ABYHqAaAOfu/hTf3Gm3UaajbrdtZPbQ3B3MSXmmZi5xk7o5sE8ncM84Fbq+CtR/4S9fEZ1CMyi5Cm2Kgxm08ryymdu7dn5sZ25/OsHTbzxpb6fpVvJb3V5Nbi2kQywMhJazmLI7d8SKgJbu3POKH1HXdRm0z+2ItWk0uO8Rp5YbKe3kO62l3oUj+YosmwBumT1OM0AdNB4PmttIvNPhSz2TX91cxH5lEKSq4XaAMZG4DHTGfasmX4fanqcFgmqy2G2zgtLQQxF2WWKKVHkLEgcsEAAxgc881zOoQ+NYtOvrq1GsuF0eSKK3YuZGSSecRn185E8kn+LGc811K3HiNviML/wCzaguilv7L4J2j93v87yyP+eny78YxQBXPwzv7rTn0m+1kNZNe3F08iLulkDRCKMMGBGQu4k+uCPbSsPDGujxBp17qh02aC1WN28hmR5LgReW0z/J87YyBlgAPU0y1bXLbw1qNvPd6jLdG/voonltmeSaMLJ5eCoAQcKQwGOgA5FcwbPXLqws4NIk161ikisEvJZvP3LcmZd7KJOcBd27Hy4xQB7NRXj103jXU9Dn0+C11G31KfVLiZ3DsixpFGu0K542NKVIH8Shvetmy1LUtT8a6fOq65Zxukc1ylzDMLcBof9QihduQx3M7EEEYGegAPSKqSf8AIWt/+uEv/oUdW6qSf8ha3/64S/8AoUdAFuiiigAooooAKKKKAPMviJo8MF5DqMeo+J5NS1CZLW00/TdS8iNmC57jCDCkk+tXfho7xJq+nXf9tx6payx/abfVb4XZjDKShjcAAqRn8RTvigY20nS7dLG+utSmv1WwayuFgkimCsdwkYED5QwwQc5/Gn/DfS7/AE621KbVdKvrS/uZUaW5v75LmW5wuBygAUL0Ax3oA6nWtYsfD+k3GqajN5VpbrudsEnk4AAHUkkAD3qp4d8T2PiWO5+yxXdvPauEnt7yAxSxkjK5U9iORWV8TNCvdf8ABNzZ6fG8twksU6xRvtaQI4Yqp7HAOPfFYPgxNa0W41i6g0TWRo11dW8dlY3026aLIImlO5iQucHGeaAOij+ImhS+IRpCm73G6Nkt2bdvs7XA6xCTpu9q6Kf/AJCln/uSf+y15Fb+H9eE9l4ZbRrtVtvE51VtSIXyGtw5cENnO85xtxXrF7AlxqFojmQDZIfkkZD/AA91INAGjRVP+zIP+el3/wCBcv8A8VR/ZkH/AD0u/wDwLl/+KoAuUVT/ALMg/wCel3/4Fy//ABVH9mQf89Lv/wAC5f8A4qgC5RVP+zIP+el3/wCBcv8A8VR/ZkH/AD0u/wDwLl/+KoAuUVT/ALMg/wCel3/4Fy//ABVH9mQf89Lv/wAC5f8A4qgC5RVP+zIP+el3/wCBcv8A8VR/ZkH/AD0u/wDwLl/+KoAuUVT/ALMg/wCel3/4Fy//ABVH9mQf89Lv/wAC5f8A4qgC5RVP+zIP+el3/wCBcv8A8VR/ZkH/AD0u/wDwLl/+KoAuVUk/5C9t/wBcJf8A0KOk/syD/npd/wDgXL/8VVSTTYP7Wtx5l1/qJf8Al6l/vR/7VAGvRVP+zIP+el3/AOBcv/xVH9mQf89Lv/wLl/8AiqALlFU/7Mg/56Xf/gXL/wDFUf2ZB/z0u/8AwLl/+KoAuUVT/syD/npd/wDgXL/8VR/ZkH/PS7/8C5f/AIqgC5RVP+zIP+el3/4Fy/8AxVH9mQf89Lv/AMC5f/iqALlFU/7Mg/56Xf8A4Fy//FUf2ZB/z0u//AuX/wCKoAuUVT/syD/npd/+Bcv/AMVU0MSwJsTeQP77lz+ZJNADbqdbaB5mBbGAFHViTgAfUkCud8ReI7zTJdF+w28Msd/PJFKZWIMYWF34HrlDn6Y75HSzRRzxmOWNHQ9VcZB/Cq0+lWFzFDHNZW8kcD+ZErRAhG55UdjyfzoA4Kw+JU76Xp82oWRt5iIJLnywHDxyWsk25Bn5T+7PBz29eLB8cahqmo6ZptjBFpt1c3CLI04Fyoie3kmQjay/N+7wRnj34rsY9E0qNo2TTbRTHt2EQqNu1Sq447KzAegJFUX8N+Hw0WmnQtO+zvvuNn2dNoddq5xjrhsZ9KAOAvfifrVlbXlw9vZPBb6bK5nRG2/aFmnijfr/AKt/JAxnOXHNdIPHMzfEYeH1WA2Zh8kMQwY3ezzcbum3Zx65rqH0LSZYGgfS7NoXhW3aMwLtMSkkJjH3QSSB05qUaXp4AxY2/E/2kfux/rf7/wDve/WgDm7LxNqdx4d1C+nsYVu7S6u7dlhk3Rx+UHwxLYLDKgcAHnoBmuUX4g+Jxbx+VBbT3M0NlKizWj2/zTyhNq5c7lIzhuMHHBzXpraRp0q7HsLZl815sGIEeY4IZvqQzAnvk0jaPpryQu1hbFoVRIyYhlFQ7kA9Ap5HoaAPO9Q+J14nhubULGO3kuH1OWC2ikRv9THGJGDAHO/+D2ZhXRReKb688VWVnZLZXWn3SrLti3NLFA0W8TSN91QWwoQjJzkGujh0jTre4NxDYWySlpGMixKCS+N5z6ttGfXAqtb+GNCs7yO7ttGsYbmMAJLHbqrKANowQOw4+lAGzVST/kLW/wD1wl/9Cjq3WctukOrRMrSkvDKTvlZx95OgJOPwoA0aKKKACiiigAooooA8/wDilpN3rOmaVDbaVc6rDFfLNc2cF0IC6BGHLEgjBIIx3FT/AA50tNMsr5F8M3ehb5FPl3N/9qMvB5BycYrF+Jngmwvbqz15NButSk+1R/2ilpM/nPAqEfIu4DqFzgZI9OtXPhdpJ06XXp7TRb7SdIup4ms4r8nzzhMPkEkhc9M88n8AD0eiiigAqnP/AMhSz/3JP/ZauVTn/wCQpZ/7kn/stAFyiiigAooooAKKKKACiiigAooooAKKKKACiiigAqpJ/wAhe2/64S/+hR1bqpJ/yF7b/rhL/wChR0AW6KKo6jfCwtGm2mSTkIg6scZ/AcZJ7CgCDVtYh06JwpSS4VC/lbwCFAPzEelZRtddvtztMkSBiQ7SMn3SNrBQOMruyM9T7Cr1hYsjS3moNN5il8+f5eCpwc/LnGAAOvaq9zdy6vP9nsyrw4cZSX7rhl2s64+797jJz6egBi3Ov6po7kBYpoz9zMjOrDfswh2jO0EFvp15NX7DU9Y1ULLAzqBgSKojABDkNt3ckFRwfXr7dHaWENnuZRmRySzH3OcAdh7Csm+0eS3uFvNPZhIpVQMGRkBYlyNz45B6Y6gUAMSbXLYgzklTtBZkDKMk7mOzBwBtwPXPbpb0/XYruNTOhgcqpJzlRuzgE/wtx0PTI9as6ZqP26D542inUfMjY+b/AGhgn5Sc4PtS3emRXLeau2OZTlW25BOCPmXo3U0AaFFc9a3kmmTCzuVfywQkYXfK+AmS3AyVzx7Gt5HWRFdGDKwyCDkEUAPooooAKKKKACqUn/IZtv8Ar3m/9Cjq7VKT/kM23/XvN/6FHQBdooooAKKKKACiiigAqpJ/yFrf/rhL/wChR1bqpJ/yFrf/AK4S/wDoUdAFuiiigAooooAKKKKAPNbX4jakw0x7rS4Uj1S/jtYChcmAmUJJFMCBtlVTn0OD6c+lV558Vrua10zRYYbnVIkudSVJYdJyLqZdjnCEehAJ9cVc+HQUWV7tXxWP3i/8jEcv0P8Aq/b1oA7ekBBGQc1zvjVdPk8K3cGq6pNplncFIZLqFtrLuYDGcHAb7p9jXGfDaa30XxB4s0q5MOn28NzbfZ7ZbvzIIw6EKEdjne2MkeuMUAeq5GcZ59KqT/8AIUs/9yT/ANlrw+3Ki7sPEAmk/wCElm8YNZTHzm3eRvZTFtzjYFx2r2LVLowajYLFLCszkqFkGcgsoOBkHvn8KANqiqvl3/8Az823/gO3/wAXR5d//wA/Nt/4Dt/8XQBaoqr5d/8A8/Nt/wCA7f8AxdHl3/8Az823/gO3/wAXQBaqje6pbWG0SyKZWKhYw6hjuOB1I71HdS3trB5pmhf5lQKsBySzBR1f1Nc/BpuqatdTm8mkjhIaOaOWGNkYq+5MYcnox9PzoAi/4TG7lntSi2kUcxjGyQk7Mswbcw4GNta+keJYtRAWaIRuQpBiLSL8zFVy20AZwPzq/BZT2sflwPZxJ6JakD1/v1kal4dkkH2i3jsXlVxK0TQuqSFVO3KhiCQSO1AHUUVy+iXV/EkVhNdR5REjUnTpUAfaSVySBwAD+Nb3l3//AD823/gO3/xdAFqiqvl3/wDz823/AIDt/wDF0eXf/wDPzbf+A7f/ABdAFqiqvl3/APz823/gO3/xdHl3/wDz823/AIDt/wDF0AWqqSf8he2/64S/+hR0vl3/APz823/gO3/xdVJI77+1rf8A0m3z5Ev/ACwb+9H/ALdAGrWCg/ta9WcxCSyw0YDHGAQDnHXJPboQQaNTk1FsWkE0Mk0i7mRYeQnPPzSAYJwPXBPpR5dzp9gdk1vbzSrnaYHkIfb3w54GOvTigB2pyTXJNnaFsFHX5QAPMGNoyew5zjnpjvWnb24gRgHZ2ZtzMx5Y9OcewA/Cs6ws78F55JrfzHPys0JZtuB1IfGcjt2xWh5d/wD8/Nt/4Dt/8XQBaoqr5d//AM/Nt/4Dt/8AF0eXf/8APzbf+A7f/F0AZV5pT2twt1pyxQyZRAI7cEqoznoRkYJ4x1xWjp1+uoWqy7Gjcj5kbqPceo9DVSfU47dtk+r6cjcDYU5Oe2N+a5e61W2spVu9KUPLlVDw2BVQmxmAwzgkHnp3x6UAdtd2i3cJUl0bB2SIxVlJGM5BB/Csyzuzp0/2S68qKLcEjBmJ2jYDn5gPlJBHseKy4vGE0yMy20wwgfDW6gkFN4x++9KZd68Lu33SSvaSeW4R3tCQRsDEEq7YGMZNAHa0Vzej6lc3u+FL23fDMI3aNWLBcZB2SYyCfyxW15d//wA/Nt/4Dt/8XQBaoqr5d/8A8/Nt/wCA7f8AxdHl3/8Az823/gO3/wAXQBaqlJ/yGbb/AK95v/Qo6f5d/wD8/Nt/4Dt/8XVOSO+/ti2/0m3z9nl/5YN/ej/26ANaiqvl3/8Az823/gO3/wAXR5d//wA/Nt/4Dt/8XQBaoqr5d/8A8/Nt/wCA7f8AxdHl3/8Az823/gO3/wAXQBaoqr5d/wD8/Nt/4Dt/8XR5d/8A8/Nt/wCA7f8AxdAFqqkn/IWt/wDrhL/6FHS+Xf8A/Pzbf+A7f/F1Cq3C6rB50sb/ALiTGyMr/EnqxoA0KKKKACiiigAooooA4P4lW8V7H4fsml1KO5n1REtjYXCwsrbWy5Yg8Ku44HJp3gItaal4h0ae91i5u7C5QMdSuxcfu2BMboQBgMBkqeQa2/FWkaHremJa666RwrIJIZDP5TxyAHDI2Rg4JqDwpo3h/Q4riDRLlJ5Z2824la68+WQjgFmJJ4HA7UAbl7Y2upWctnfW8VxbSrtkilUMrD3BrNtPCPh6wshZ2ujWUVuJln8sQjHmL91/qOx7VuUUAYy+FdBXXTrQ0i0Gpk5N0IhvzjGc+uO/Wl1a4lt9Q08xMq7jIrO0bOFG3OcAjuAPxrYrF1G2km1qxljZVZEkIODu42nAOcYPQ8UAaFjNJcWcUswAkYZIClf0PIq1WHpt/L9pe3u2ud+2Nf3sa4EhBLDKDHTb19a3KACiisfXLmaK2aOCLzGEZnbMpj+RGUsMgE8g4oApXaT6pdyxfYrV45oZEieaUkxmNypYDYeSWB6/w10EMMUCbYYkjTrtRQB+lUdM02OyaWU20EUsjk5jO4gHGRuIBOSM1cuJhbwtIwJC9AOrHsB7k8UAMvL2K0VQ5zI/EcSkbpD6AGsA+LFaU+XFGYyVCszEDDE7SxxhcBTkHkZHvU1rZSavN9rvkl8pwkiRP5bKCCflxgkcEA8jPNb0cMcUQijjRIwMBFUAD8KAOTvLy1vWF/E5byla6+zTS+WjjywEbIU9R0B9/Q1q6NqUT7dPku7SWaGNEzDPv3nacjnnOBn6GlvtAtZlaSCLy5AS+xDhHbYVGV6ZweuK59r6TTNT2399cIqM0pJRZHaXylGCiKTjaWPB7e1AHd0VS068F7aLIQ6yKAJFeNkKttBIwwB71doAKKKKACqF1NHb6jBLKwVFt5ck/wC9HV+uYv549T8QW1ohmaCNZUkZIiRvyuQSVK4HH4kelAF3To/tly95cRzpMrhlBDoMbeBg9cbmHp370sokvdQCMu+2VyMrkAJs5O8Hru+Ur6du9T3k4sbCONmDhh5Zknl8sdOrNjgnHp1qBLi10nTPtUkhUSIHCSbUY4UYGOBnpmgDWJSKPJKoijqeABWDqHim1tY5Dbp9pMYyzbticOFOGIwcE9qzb+XU9cke2iR4drzQMhEkYU4DI5ZW2sMAf99cVrWfhy0imaa6SK5lZ2cBo/kUtjdgHPdc9aAMRvF2o3BlW1jtAyrkLEj3JJEuwj5cduelNjj13U5LZpVuZVUq8kc8QgiyJCCCCuTlcHo1dwFCjCgAegp1AHJaf4Qltowst8kY3I222hAxs3YGWznhvStCHwppcMWx0mm+UKTJM3IAI6AgdCe1btFAHIaj4ctLWX7Vb2dqUYBHVrQyN5aoRtLA5AOAM4yOPSrS6HpOqWaywRz2z7ThTIwZMgdVz6AfhXQyRpLG0cihkYFWVhkEHsa53ULKbSbltQsY1WMBnlEUSg7QowhJboSByBkc+tAGPrXhe+topb2yngMu+WVpUV4ZELgAHKE7toycEVp6N4oS4d4LqRG2mQiRNzHYhC7mAUbQTnBPp+NbthqMN/G20hZoziWLcCUPvj6Zrnte8Po0zXMCP+8+VlAUq5MittboSGOeckg4+lAHWghhkEEeop1cRp+r3mkRkXEZMaAtKjFExI8xG1FQEnGG6nH0rqrHU7PUULWs6SEZyoYblwSOR25BoAu1Sk/5DNt/17zf+hR1dqlJ/wAhm2/695v/AEKOgC7RRRQAUUUUAFFFFABVST/kLW//AFwl/wDQo6t1Uk/5C1v/ANcJf/Qo6ALdFFFABRRRQAUUUUAed/Fuyjm0PTr+6srW90/Tr5bi7t55li8yPawwrNgZyRxnnpXI+CPCst34qtfEOk6Pb6XZjUWlKRXSu8Fv9nA8tgp58xmVgP4QPQitz4t6ppF1bW9gdX0tNSsLgTmwvnKpKGjZQDxwQH3AnjIqX4PIk1tqmofbbCWaVbWB4LGTzFjEMWwMzY5Zupx6CgD1GiuK+KV/d2Hgac2dzJavPcQW73ETbWiR5FViD24OM+9UfBWdI8a+KvD8d3cTabZfZJLcXM7SmJpEJZQzEnkgHFAHodZOpWzXN7aJuAwshw67lb7vDDjIryK3vb8S2Pib+0746lceLTpslubhjF9nLsvleXnbwADnGa9ivWlXULMwxrI22Thn28fL3waAM3UtJa3tVuQzXAtiZ5IZJdiyFYyAchSew49qt6ZfCN00u6eBbyGKMFUn37iVPqAc4Unp05qGzhuLTfA8Fq7SqB5fm43gZyzDB3Mc8nvxWdqMFzpUhvba0EEKl55Egwyllj2jOIyQMZ/GgDqZ5kt4HmkJEcalmIBOAPYViQ2qaheGWa380QzSK5nLEbWGQoRhxwU6DtWCdc1XWh9kbToWbbJbvHbalhvM8tWDMMLx1GMnrXV2sd3aq/lWaEu29992zEnAHUg9gKANSsW6EmoX4ihEEsUBHnRSsQGJI6jaQ2ADjng/Sprq81GG1eSOwjZwPlAlLc9uAuSPpVbTluQn2ldP2TNuDb7iQDJbJIVhwCeaANmKKOCMRxRqiDoqDAH4VJWDfazeWxMa2UbOCgd/Pyse44XdgZ5Pp+OBzWat/wCKJCr/ANmlYzszhlwBzv4I3Htj6855oA7Cs/VdMi1WxltpSylkZVYOw2lgRngjPWsm18QagFVL2wRZyyrtRmB3FSxAXaSQMfeHH5GthLm9kRXS0gZWGQRccEf980AcFJd33gy/AuD/AKG0s0pkmuWCmNUHQFjuPI468D3rvdN1GHVLQXEIYDgMrDBBwDj9RUF5Fc39pLaz2MRilQowFwQcHjgheK4XUNA13Qp59R09VILSOGScCRpHdQvmO55UDPb60Aen0V55a+OtS3GGewi3jOxiWIk2tsJBVcHkg8dgfatD+0vEWpnyk0wxxk4fcGjVl3bWBLgHoCQV7N7UAa+oasrXS2FrIrSs4jlZZQrR5BIAz1Jxj2zTdOsmsLy1M0jGU2rh8sCBtKdMAfrSaZYX9hEN8aTy7Am5pgOASR/BnPJyTkmqWva3dabeW5+zRGXyJf3aSl2I+U8AL/s/ln0oAvzagsUst61xi3iUuVZihK7DhQrAA5IyG/Cqclvf6pqjq/mRxAtG4bypImhdARj+LO5R/wDqrKsLnVNRnQwWlvgGN8LL50JRo8EElQRg54zx0xXTafbT6dZxW1vp1sioiqSkoXcQMZOF68UAX7S1hsoRFAgVeM4HU4AyfwAqzVPzr/8A58of/Aj/AOxo86//AOfKH/wI/wDsaALlFU/Ov/8Anyh/8CP/ALGjzr//AJ8of/Aj/wCxoAuUVT86/wD+fKH/AMCP/saPOv8A/nyh/wDAj/7GgC5TSAwIIBB6g1V86/8A+fKH/wACP/saPOv/APnyh/8AAj/7GgDI1KwmsN19YyEeXvlZHk2qWOMDhTkcY5PHFX7HUINSjeF9jOvySAcox55U9xwfpVjzr/8A58of/Aj/AOxrB1HTNQMy3dnbRiZMlVM7OQzOCWXcQoPB/MjvQAXlp9guVWWJXti6bdiPvctJ2Kn5SvX3z+VZ9Ju7SS2nsrmV7VNkYKNJvRQzM+UwcknAOfoQKntddmuY/sl9bQqw6ubnBG0kbmKjCHK5HPcY9mpDqejTiSG1t/s7BV3LKEVvmJLTMQSTjHzAdSc9aAI9P8W3BiU3FvHOu9FLRSjeN5bGVIA+6B3H0q4nibSp9Ytd1yYGNtISs6GMjd5bAZPHQE8GkEltru0z6VaNMVDp5ku1yvIDKduSOuCKzrjwxIdWh8kSws1rKoAuVYYARB96M9jQB0x13SAhY6pZAAbiftCdMZz19OaP+Eg0jGf7Us8evnL/AI1z48M328u0gU+X5a+U6qAPL2d1OTjn608+FZTCImacgEn/AI+E6kAH/ll/sigDdOvaQvXU7QckczL1HXvUf/CR6LllOp2y7eCWkCjrt6njrxWRN4ZmnLGRp/md3OLhOrEE/wDLL/ZFNfwxcs8riW4DSnLZnjx98P8A88vUY+lAHRpqdhIm9L22ZR1KyqR1x6+tWUdJUDxsrKehU5BriZPC2o+fDNvssQ8gypk/60yHJ49cdKpL4W1CMBdmjsNysXLYPBYtxjvuHftQB6NVST/kLW//AFwl/wDQo64R/DeqxPIYY9LDNIr71uWhZAu7I4U92H5VraBp97Z+Ime9S1y9qVUx3TTNlfLVidyjGTQB2FFFFABRRRQAUUUUAcZ468MXetRWF3pVvYS31leJctDer+7uFVSNjEAnuCM8ZFHgjQdW0y81rUdWhsLOTUpY3WxsMmOHYu0tnAyzcE/QVy1lr/jGzubC68R3jaZsntbaWC7+zRQTIUJnl3ZzkEcbSOqjHJx6paXltfWyXFncw3ED/dlhcOrfQjigCPU9Ns9Y06aw1CBJ7WZdrxv0YVi2fgTw1Yaf9jt9LTyTcJdHdI7M0qfdYsTk47ZOK6aigDm08DeG08QnXU0tBqJkM3mb22+YRgvszt3e+M0/XJry11XT5rYbxh0KEErzjJOAT6H8Md66GqdxzqloP9iT/wBloAoRXNldbL9ZJgDIAYfLO7zAvQjG7IHYccfWtdHSaJXQhkdcgjoQa5q8tm0y4V0trie3ACLGk2XbajHK8g7h0+gPPOK2NMvY7233RLF5SYVGhfchGOgOB06EdqALyoqDCqFHsMU+iql/d/Y7Uuo3SsQkaf3nPQUAUbtX1C+EcFwImt/mG6MkFsjlSGGcdD/vEd6sahdm3QrGXMvBO1c7FJwTzx649/bNQWUS2dt9ruLcpc7mQtgbn3PxwDgFjtz70yyt3ubs3c6hkBYDe5Y7g393GF24I4JBPPbNAEmmaYIis9woedQVQsi7lXcSMkfxEHmteiigCtdWkV3Hsk3A87WRirLxjII5HWsMm60WVnIhW1MhJOVhgVAnpyQ24fQ10tRyRJLG0cihkcFWUjIIPUUARWt3HdxeZGHUjhkdSrKcA4IPfBFWa5+70+4sZHu7AM7YZuOZC2AAGZiSycdBz0xU1trkbsVuQU+ZlWUKQj7cbjg/MoGcEkY96AIdS8Orc+e9tJ5bzIsbq5JBXfuYA87c5PQelY32PX9NkTa10sZYbjbyeeo3Skn5WGRhcdBXbRyJKgeNlZDyGU5Bqrc6hbWvDSAyFgojHLEk4A9skjrQBxyazrcht/Oe+CmSMMsViUZgS+4fMvXAB4xVPQ9D1HUNWtL6/mlU+WJkldt0m5SoPXPYjnpyeOK6eIXWr3oeUFIUCt8ruhhcMwZOOGbHBbIx2rUEKQajaRRqFRLaVVA7DdHQBZghWC3jhTOyNQgz1wBipqKKACiiigAooooAKKKKACiiigAooooAz7/S4L8fOZEf5fmRsZCtuAI6EZ9R3rD2azo7Kiq0sBIG7PmrliQSRgFVUbTgdcYzzXWUUAcOuoWN5teGPDOY38hCsqsTkIrKcEfx/KCAMD1qi1/eWuoWnkXszqLZ8HdlpFCqdwDDGWwr4HRVbvwe9uLG1u8fabWCbHTzIw386x38PaOusWu3S7UAQS4URAAYKKOOnQkfQ0Ac/NrurxRl3lnSMZzIREu0CHcTznndl8d0K9+Kq3GvanIssaXkYkCPlY7suUIRc4CjLEFtw9ckH7td2mi6XE26PTbRWzncIFz0x6enFXlVVGFAA9AKAPN3HiG5Mu03OP3oVVhnYcMoGC2B6lT3BOaedF8RvI42T7WYnIji4BkA4LSZ+7lgO33enFej0UAec/8ACJ65IUUy4ClSWfamcS7jjaSc7QOc+2e9Og8Fa0zq1xdwcbCw852HDOSNoUcfMOM9vxPolFAHn8Pw/ukeJpNShYxCPG6B23FVYHPzjg5BIHdRV7w/4UfQNchle8juM2rRjEBRsL5Y5O4jk/MeBya7Kqkn/IWt/wDrhL/6FHQBbooooAKKKKACiiigDzXxZ4V1SbxdLrcHhzSvElvNbRwLbX8oRrYqWJKbgVw27nvkVo+APDN/oc2s317Y2WlpqUsbxaZZPujt9qkE5wBubPOBjgVn+I/C/hLxL4+jbVL9EvILYpcWL3DwtMDtMbrhhkD5gcZHODyK2vDtn4R8KXp0jRbiNLu9bcbdbp53O1SckFmKjHfgdKAOvorG13Xv7Djhf+ytU1DzSRt0+380pju3IwK8x8QNLp3i7StestYvbyC515ILq7iusx2qE7fsZgDYPu2Mj60Aez1Tn/5Cln/uSf8AstcF4tRPEHxB0jQLm+uIdLOn3F0wtbhovMlUhRllIztHOKs/D3Wbq/8ABHhq/wBSkmnuHhnRpNjOzhXKqxwCTkKDmgDt7u2juoGjdEJwdpZA2046gHjNcfcyXvhjVUmkaRtPY7VRfubFjyTsGSDkdT3x61139owf3Ln/AMBZP/iap372l9avE8dxkqQrfZpeCRjsOR6jvQBCPE1iIlldZ1BXe2U+6AAST9FKsfYj6VXtmfXLqSS4ikFuu6LEdwMJwpPKNk56+3HTmskT6XpDT/adCQxAtJhbJ2KoEG5t7IAemMdfwHF261579ZrOC1vIThkZPJJkDbQQWGCAnPJBJ6e9AGjPK2p3Yt4WHlhX6ycZVgCSo6+wPB61tRxpEgjjQIi9FUYArNs5bW0RgqXG923NttJFGfYbeBVr+0YP7lz/AOAsn/xNAFuiqn9owf3Ln/wFk/8AiaP7Rg/uXP8A4Cyf/E0AW6Kqf2jB/cuf/AWT/wCJo/tGD+5c/wDgLJ/8TQBbrPvNKtL8P5sWHddrOnysR6H1HA4ORxUv9owf3Ln/AMBZP/iaP7Rg/uXP/gLJ/wDE0AZEvhhJJnk+0gkkks8WWJLBiSQQOoxwB8pI75qW28OW9uP3rtKuCCm0KpBcvg46gMeMngfjnS/tGD+5c/8AgLJ/8TR/aMH9y5/8BZP/AImgCwiLGgRFCqowABgCq8n/ACF7b/rhL/6FHR/aMH9y5/8AAWT/AOJqpJqMH9rW52XP+ol/5dpP70f+zQBrUVU/tGD+5c/+Asn/AMTR/aMH9y5/8BZP/iaALdFVP7Rg/uXP/gLJ/wDE0f2jB/cuf/AWT/4mgC3RVT+0YP7lz/4Cyf8AxNH9owf3Ln/wFk/+JoAt0VU/tGD+5c/+Asn/AMTR/aMH9y5/8BZP/iaALdFVP7Rg/uXP/gLJ/wDE0f2jB/cuf/AWT/4mgC3RVT+0YP7lz/4Cyf8AxNH9owf3Ln/wFk/+JoAt0VU/tGD+5c/+Asn/AMTR/aMH9y5/8BZP/iaALdUpP+Qzbf8AXvN/6FHTv7Rg/uXP/gLJ/wDE1Uk1GD+17Y7Ln/US/wDLtJ/ej/2aANaiqn9owf3Ln/wFk/8AiaP7Rg/uXP8A4Cyf/E0AW6Kqf2jB/cuf/AWT/wCJo/tGD+5c/wDgLJ/8TQBboqp/aMH9y5/8BZP/AImj+0YP7lz/AOAsn/xNAFuqkn/IWt/+uEv/AKFHR/aMH9y5/wDAWT/4moEuY7jVYdiyjbBJnfEyfxJ/eAzQBpUUUUAFFFFABRRRQB574z8S/Dtr6TRvFfkT3NuATHJZSyGPcARhlU4yMdDTPBvib4bxahFo/hUQQXd3kKkdlLG0m0Fjl2UZwATya2ta8SaX4bvpimj6jd3Muxrl9OsvMwcbU3vwM4wAM5xjjGKv6ZqVh4hCXBsJ4bmzk3CK+tTFLCxUjcA3qpYbhkdRnrQBuVzX/CC+Gf8AhIP7c/siH+0fN87zMtt8z+/szt3e+M966WigDl73wD4X1GyjtLnSInhilkmjCu6lXk5chgQfm7jODWnDZW+nTadZ2cCQ20ELpHEgwFUBcAVq1Tn/AOQpZ/7kn/stAFyiiigCOSKOVdsiK4BzhhkZpIYIreIRQRJEg6KihQPwFS0UAFFFFABRRRQAUUUUAFFFFABRRRQAVUk/5C9t/wBcJf8A0KOrdVJP+Qvbf9cJf/Qo6ALdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVKT/kM23/XvN/6FHV2qUn/IZtv+veb/ANCjoAu0UUUAFFFFABRRRQAVUk/5C1v/ANcJf/Qo6t1Uk/5C1v8A9cJf/Qo6ALdFFFABRRRQAUUUUAcvrvheLXbmVoNb1OwlG0TpZTrtYjBUsjKwDcDkAHGOvFX9H0mPQ4ykupXd7c3DAGe9mDSSEA4UAAA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"path": null
}
|
Figure 3 CD spectra of duplexes consist of ON1:ON2.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
|
PMC1524900
|
16855286
| 4 |
gkl491f4
|
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"path": null
}
|
Figure 4 CD spectra of self-complementary duplexes consist of ON3.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
|
PMC1524900
|
16855286
| 5 |
gkl491f5
|
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",
"path": null
}
|
Figure 5 CD spectra of duplexes consist of ON4:ON5.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
|
PMC1524900
|
16855286
| 6 |
gkl491f6
|
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"path": null
}
|
Figure 6 Inhibition assay of DNase I digestion. Errors reflect standard deviation from three independent experiments.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
|
PMC1524900
|
16855286
| 7 |
gkl491f7
|
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",
"path": null
}
|
Figure 7 Inhibition assay of RNase V 1 digestion. Errors reflect standard deviation from three independent experiments.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
|
PMC1524900
|
16855286
| 8 |
gkl491f8
|
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"path": null
}
|
Figure 8 Hanes–Woolf plots of RNase V 1 and RNA1:RNA2 without (square) and with thioDNA3 (circle). Errors reflect standard deviation from three independent experiments.
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CC BY-NC
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no
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2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3476-3483
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PMC1524901
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16840530
| 1 |
gkl423f1
|
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12+Ft0SIKlugGPlA/iPJLe+B79VRQAUUUUAFFFFABRRRQAUUUUAf/2Q==",
"path": null
}
|
Figure 1 Conservation of the components of the TRN (TFs and TGs) across the three domains of life for ( a ) E.coli K12 and ( b ) B.subtilis . In X -axis are 110 non-redundant genomes ordered by phylogenetic distance (Materials and Methods). In Y -axis (to the left) is the percentage of conservation of the elements (TFs and TGs) of the TRNs. CI values (shown to the right on the Y -axis) represent a measure of conservation of the components of the TRN of a genome with respect to the conservation of its genes. Color codes on X -axis represent different phylogenetic clades as described in Supplementary Data.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 13; 34(12):3434-3445
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PMC1524901
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16840530
| 2 |
gkl423f2
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",
"path": null
}
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Figure 2 Conservation of GRs and their regulons across genomes for ( a ) E.coli K12 and ( b ) B.subtilis . Note that for GRs only presence (in black) or absence (in white) is shown (upper section) while for regulons percentage of interactions conserved is shown (lower section for each GR). Genomes are arranged in increasing order of phylogenetic distance with respect to the organism of reference.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 13; 34(12):3434-3445
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PMC1524901
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16840530
| 3 |
gkl423f3
|
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",
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}
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Figure 3 Classification of TF–TG pairs into three different categories. Examples of TF–TG pairs distributed in to different classes based on their co-evolution pattern: (a ) TFs and TGs co-evolve [ dnaA and dnaN in E.coli , where D dnaA = 3/(3 + 75) = 0.038 and D dnaN = 9/(9 + 75) = 0.107]; ( b ) TF is evolutionarily more conserved than TG [ fur and entD in E.coli , where D fur = 70/(70 + 2) = 0.972 and D entD = 0/(0 + 2) = 0] and ( c ) TF is less conserved than TG [ metJ and ahpC in E.coli , where D metJ = 1/(1 + 11) = 0.083 and D ahpC = 81/(81 + 11) = 0.88].
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 13; 34(12):3434-3445
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PMC1524901
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16840530
| 4 |
gkl423f4a
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OQ7bug5IXvxW9QAUUUUAFFFFABRRRQAVzfi+2F1psEbiQp53JjilkI+Ru0bKeemTleeRXSVxXj9R9htzMlqIPM2+ZI6hwdrcDcpAGBnjnjigDtaKhhljuIklidZI3UMrqchgeQQe4qagAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKwNW1+2gsr1bS8jW6tseYSm8Rc/xDI44x17j1oA36KpaVO91pVpcSPveWJXLbcZJHXHartABXMvceX46jhLnM1twonQdN2SU+8e2M5A56d6WnXiadqniO+NrK6xygFIQGZzuPTLn+8D0UDJ96Yl7fz+JYbya1ijg+zNPGSNzhCjEBmEeFPAyA5Ppkc0ASeJ5BFrdm7QBsBCJDA8gXDk5OJFwBwejZ6VN4UM76jrDTzJM3mgb0BCt80nKgu3y8+3OR2pgv/wC1dPtbu5vxZT7nSKGGRV+0MduFy4IOTgYx3qHQtTttN1LWlvXit41mZhM1uYgQJHB3OflPJGMeue5wAdrXJeI9Od9b0q6jguplaZVnxJIY0QMnJUNtHQ5yCCM59a6U3cAsjeeYDAI/N3gZ+XGc/lXNan4gEraZcWcnmaZcs6TubZmXaGXktlSnAbBII5zQB1tU9QZo9OunRpFdYXKmNdzA4PQdz6CsDRvE8VymoTzXouoIpgsf2e3ZmUEthcJuLHAznFSa1qJvrS/sFsrxI/sTTrd+X8hIAO0dTu59PX0oAk03WI7W3sbK6nvLq4nZgk8luU8wb8ZI7Dkfhir+mazbasbkW6sPs8nltuZDz9FYkdOhwfauFsL2QX+kW8trIkUd0EhZ7VlySwLEEshK5bgmPA+ozWnomr2+jaVqN9PObiIXARUWdMpweDvlKp34LL6bR3AO7opqncoPqM1z2q3E8fibS4o5bhY2yXVGYI3OOQEI792UcjqcUAdHWR4l/wCRcvsbP9X/ABlQOo6luB+NT6dqllqkUstlP5qI+xjtZcN6cgZ6/wBO1V/Ed0LXSmOJC0jBU8sEkN1B4VvT0oAqeGtUtDpdlZmRFnZCRGMEckkDKjbnHOB2ro64PSzP/b1nNcySE3Dl4l5xjYVO8FVAYFGxxkBgOgArrdL1OPVbd5ooLiEK+wrcRlGzgHoe3NAF+iiigDF13V5tLW18mJHaaXYd+7gfgKr+LzAuitLNcPCVdAm2TYGYsMZ+dM468sMdaoeMpoJbrT7aZMBJFk8wyIBycYAMqEng9mHsarahqks9v4giuZpXgt5I1EfzLtXzcHbiIHoOxf8ADpQB0+k/uPDtiWy2y1jJCgknCjpyT+pqfTr6PULUXEcU0SkkBZoyjfXB9etUbQQzeErX5WSE2SMA3LKNgI7DJH0H4VV8Ftv0BWDq+ZGJZQoB6dlJH659eaAOkoorGOrTDxKNM8hTCY9/mgtnOM46Y/XuPegCTVYr9pbWa0vWghhkDXEaxhjMuR8uSCR36Y69a1a43xLLcHxHo8ZsUeJZl8qWQ9W3LuxiQdsdVboTg1b8LXM9zLqUsi3Sq02QJ5ZGAOWyFDxptAGOBkdOc5oA6AXEBuDAJozMBkx7huxxzjr3H5ip65azKy+Nbi5WOZVMBjLNbMu4rtH3jEM45x+8bOeBXU0Ac9oEFh9vvJrGS6KriN1meTG7JJwG4wOgx0+YV0Nc94bhWL7WxR1aSTcxbbgnJHy46j378+hroaACsnU9aj0+2Escf2s+cIWSKRQVJB9T7dOtXLtphaStbbWmCHy8jcC3YYyM8+4+orzl5ID4eulVLeLOpqpaMbBv8vgjDyYOQO46nIHWgD1DqKoHVrIX/wBh81vtG7bt8tsZxn72MdPerw6CuW1VkHjvSMMiyeUykFlyynJxguD1UH5VbpzjigDqqzNduprLR57mAgSpt256HLAY6HrnHSsu98Uq1lFd6S0VzC05gd2ilO1tpboqk46c9OetbGrzi20m5lMMMyqnKTSCNCP9pjwBQBFY3VzdaMtztilmeIsgjyiucccNyvp3qp4UspNN0n7JNGI5kkLSIGU4LAE/dAHf3+tWtJuRPoVvcEIiyReYFSQMqA8gK3AwOg+lc/pmrX2maKvmwPcTPdOg8y5acqgAIO6OM/qAPVqAO1rkxPu8U3Nu8l0I/m3M0uUXMZ6oTgAgZBx/D7sT1lcRrEF4ni0vYCITyQhjJLGcD5X43eWVHC92HpjvQBs+ForK30uSLTpDJbLM2H8tY9xwCflVVA5OOB2rRtdStLy5ubeCYSSW5CyqAflJzxnoeh6Vk+GRcR6Jsu3WOeV3kU7UUkHHzABVB5Oc4/OsC3vbqO112WO4k85GgQXMJjkZj5rKSNkK+/UN1z9QDuL5zHY3EgZ1KRMwKYJGAeme9Z3hi5ubvRVlupXln3sCzrtPX0wMfl+dSiZp/DKyysGkks9xLEjcSmT0wfyqt4U8htAjWCGWOEMyKk33gAcYI6dscdsUAZtvf/2FFq15LCGH2nkGE2/LO+Pnc4ccjkYHP1rq7eZbi2inUELIgcA+hGa84KwWtlrzW6RR7b5FdY5VgBw78FhtC8HuR/Q9/aTRppUEzsiRrCrsckKo25784+tAF6iq1neW9/bLcWsyTQsSFdDkHBwf1BqzQAUUVVn1C0tbmG3nuI45pziKNm+Zz7CgC1RXnEXiK50/Q7+4t7vMovPLzcSiby/kY7fmZACNoGMj6ZNej0AFcp41uoYLKySWZoi1wcbZArkBGzgb0z24z3HB6VoXupXVprdjZxxo1vP99zHISDzxuA2Dp3I6YxyMZvjO6K2Fo8AmdfPO6W3Yny8Keu1gf54xyD0oA6pVVFCqAqgYAAwAKfVHUbz7BYS3RjaTYM7Qe+ce/r2BPoDT9PujfWEFyU8syoG2ZPH5gH9BQBbqre3kdhatczbvLUqDtUseSB0H1q1WF4sjeXw3dRLD5yNtDptZiV3DOAoJJ70Aa1vOlzbxzxEtHIodCQRkEZHB5FT1l6czL4btWywYWiHLcEHYOuc4P51yOna3fR6LYPHcysZrplkkbMhwAnGd0uBye/4r0oA71ZonkeNZEZ0xuUMCVz6jtUtcl4YJ/wCEj8QLtQYlHzLIjZ+eTqFOQf8Ae5ror67Wws3uXXcqYyNwXqcdSQO9AFuis7SNUTV7AXUcexSxXG9X6e6kj9a0aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvP737VPf64Ld9+0qWjUSO5wwxtAmG05xyNvA71356cda84mWSR9ckuvsWXEQmkWYBcb87uQ+R90YK4x6dwDpbHOn+DIpDLNaubdWLuGkaJmA7OScAnoScU3Stbigso11C9uZ7mWRtpa1bOO33UAxjBzgdRmqUN1ax6HBoBe4urq5tv3KKTGGG0kBJQigAAcHGeOlZ93C1hp+nQXBcTpdsrrJcMScqv8Rc5wCOMjOOgGRQBauhLNHr6JH5TrPFiUQ+SWIlzkyK4LEDGD8uBj3qC7eSHW7TbCbq4XT1VljlyZMowJyZPmx1zgnrzzVa6mt3j8RvtBimmhb5EMi/6w/MRhwuQvJ29e2a2G1abzLS1kkhSAWgyzRSo/mmNsAMF2D2HU54HAyAZdhAjafo4YiIfbHccFtx3p8qks+SRn+I8A+mBXfyJV1eGzeSFklVHgitQ3mbpHwsmI5SCASB8vb34bbw3unXGmecrJFNcqqReRtAPmDnAeE+5zEev8VXJ/Os7PWDPcSLJLdIEO24hAbzZCdhaQ9Rz8hUc45oA3f7RtZNFNos86TJabt4hljC7VzncAMdOg6jtWBajzI9AupbT7TLJcPE0pQzeWPOBzudyfUdT1JxwKmn+0f2jLDBAWdrCM+XHdCLjZhhsILtxjGVbGDyDVaytrmL+wPPefInIERXbsAkUbvmi3ZbuSVzyM88gBeRmXS9WjwuTfqEUruDfM2ABJuUrk8YAGc4HSrLiODVb4yQA50vYZBDK4+4gwShI+oUdADk1SP2OCLWrxrSCd4rsg/dUspZi3zqoKcrn5sn5Tzzw29aOTXLq1yWuGstz+XtjYRmIH5gqbgoOFxu6e+MgFq0uI9nheCJ0aMyvsKhlBKy44Eh39M9c96ZPYTvo96sSXVvNNdbkZ7vzOAj8qyspC4yepGSQAcU+3juFuNCcGYWrTvtieKUNGPN6SEYB56bl69PWqF8+NC1ORbweX9sCjckJQcEj5XBxgjAUkEZ9eKAPR7i7hsbPz7hmESgZZUZv0AJrnbueK917TL2Ib05EObaZWbBwyk7gowRn519MetafiARPoE0E8bSCZNihYGl+bGQSArYGR1IIHFcvZBV1XQ4rq1s2Zcm0lJeOVACQy7PLUE8k9B0yQOlAE2iay2l6LcXMtvJJLJdfNHJNswNgyQZGO5fcE5zwK6LxMZl8PXRgRWcBThm28bhnkqwzj1BriZ7UwaCpg2sBfMXlS0COmY24KhHBIzhun3Rz3rtPFMdw+gXAgkRBj95uiLkr6DDqRzjnPAzQBh6fBcy6jo2o+VObfyxukeXeIyS42FjIpPJHVG5P8NJ4V1Kx0PRJxeXlsA1zuT7OUlypUAE+Uvcq3JGeOak0+W9+2aBAss7W/kAyoVbYcbsE5DcDAwS+T8p5rHtbOJvDUciu8bT3ILSGFwSPL3KuNqZOTxjI5A3HGaAO5/tzTTcXUBulR7XHnFwVVMnHLEY9PzB7ismS8a48ZWDRF3tpYN8ckdw5idSrnJUJtJ+rdMY71g3A1i1ub2G5aaSA7UMpWbY+SRhVfzweR2Ve2euK0tPjml1zRbho2kSPTlZ5B5fyHDjlSgcZz1AUHGMcGgCXxmLgS2Mm8m280BokhkZs9zlDzxjAIx6ntUdsINQGsm1vIrdpCjtOzkAIZCwyFZWXjIOSDkmm+IdUstXs9NntXEkYu8B3jAyQAeA4HUEEMvPp3rPvJlx4owYw6TQ7mLKg/1xwCzhB+bn2x0oA6Oy1AQadDp1xM1zdm3YpLHC6RugDbSXyyrkL/e561haNrd9Bp9pFbQLHA1wke6fM7OvyghdgUKFBA3EccZGc02JVXVNJuJZIYwNIjV/MCcExuAA33uSeik5qNYX8vSLZE+1COfzBJGzTqPmTq3kkAgYwflxyMjGSAd3qF41jaNcLbTXLAgCKEAs2TjjJArkxLLL4slvICrpLasVKyRNLCwQfIExu69t3XPFa/i+2W50GT9zDLIkiNGsrIoJ3DjLgrz0xg56Vz9vFCNVEixRMF0xmIgI8sttw2SsgX7wcZCjBHLDIoAg+0y7tFvLm9vDESzt9oJjdtsgJBXzBkqOMBTnnHatfS9SstKXU72dbSOAzM0klrvkkJ3sF3qF68N06ADtXNB7IWOhRXdnDa2aXMmBIsYSQNIudoEj4wMgrk/Sr4nln0zXGtpZ2ie7RsxrKx2FmBO1ZA3QD7pUYA460AXtOuLZPHskkxs4pZ4T5WworNu2sBjO4kjknGM554rY1q8urbWNIht7lkjmkIljCofMGVHc5AwT90H8O+DdrcPeX20yYTThJl2kA3qiNjPCjp/fDAknpVSS8sbKz0LUbi9ltwjyuyyZbzEWUkg4Z1yCf7348YABNceZHot75V0DJLeLs8i4YEZ3AJnA2gngL1GevIrdvtXMo1HTXtEdYbJnaSQuVkO1TtO1Twd/Yk+1c99sQaHqdwyfaovtvmBJCw3ZDfMSWbaeMnG0YGMDJzFdSzXOuarLaKLWb7EVf7QIhvXbFkbSvGeMbiRg9ulAHR6Nd2EOh2mkvDOnmKYtsFvOiLliPvkDb+JBrmVbUIdCnW3WRI1vlbe3mynG0/LtZAdvQg8jOOe9WbK0ii1HQJ5FjkeRduUWABSsh2n5RuHBx8p5IAOADVNDBdaDdL5lmsJ1JmkaSWNVEnlk45R1JPPYHOMYoA77T72BZhpJu2nvreIGUlGGenOTkdx3Jqrf6h/xPrKwRrTDkGQmdRMCPmAC5yRwM9eG9MmsmTVZbDxLrLoIpTBAJSkk8YwuE9FLrznhuOc8U2G5m1HW9Mu7q5EMlyhNvDGpZVxvB+bO0kcHJHOQMcUAYsaX0OjI+pxrJbS342CQTsxbysq4KEkhunXb+dbOoQTpNrtyBIsTKNrDJJ2uu7aBLnjk8BCCeDWBDGx8NxpDNZJAt+Y5EZ4mLSCPBIdJI1xtAyMFup5q9LdSyXOsusli42q8m+28wTRlgEOVEfsT8zd+KANXTNUnnl0iyimRrVoWW4jktpWZ3CMeHO5cZA/iOeeT3whDbDw/Yi7AVTet+88l3CtsXtl8HjH3gB7VpaVc6fcatonltEbmK28oKrxqUISTcNrMZe46EjqSTispEkOlW8UslvCDcjMMsJVw21SXB2occDOVPT+LNAHV3/ieVdP1R4IVt57LA3T/ALxS2QCMJknrjjufY1A+pWV5qens9lbC9nshOLoMgkCmNztAOHx154rCuZpra717bfz+bb7czs8Ua5BwPNMYVuR0zgc/jVufUDHq+nvHPGypYICJ7t0TJR8k9cHHQ7Mk8fQAoQG1uLbTI5QzSfaxuzDI6NuI/i2yKW65G5SeMkYqxcRNHD4iHkW89oJUSS2kQxhh5xAw4dguBnjaP4T60WU9kdOsdlrEp+1uyQpc55YqRyAAV4xjGeB7mm3FjPPZ61cXJuYv3yyRwLdyNGpM7bsqso79eg7igCSSI3Op2yRZslbSkKyRbHaNRGTtG6MsR24P4Z5rR0HWY9J0PSIQscy3twY1dZ41ClnH+ym8jdg7V6jHvVUSMdWMVteJ/wAgvZNCZE80MIsgsvLjqO5HHPalsbt7q00guk7utyQQ1xO6j94oBLIu1h8p4bAGQaAGCS6NrrFzavLsa7QxGOKcMq7myCGBx1/hUrk8ila4a41a+aaAw3L6dLhplAkC7eCdszYzxn5FzgdOBVZo45RrINigmjvoywKiXdlmLYUIpbjnncTxzgZGmTFdGeCWBCjWJjT/AEEsxbyxwrEBT93IXLbsDGAKANvwkJh4ct/PGJN8mfv/APPRv7/zfnVrTdVTUnuUW2uIGgfYwmTbnk8j16Z/Gub0rUbnTtF0a0svIkN0ZMNdJ5LDL8fKg2/xe2ccVSsRu0/V/su6xle6All09DK24BuSquzDJAyPlbnnGaAOsn11INQubVrK7P2e3M7SqgKuAAdq85J59Kxb25m1LW9Cu7aKZIXZt8cqSKy4cZyF+UdP4qzNUW6bXNTaBrMq+nsha4liZj8qArtIyDkfxErnPFQwxC2/4Rx47aJ3LuQY9igt5hIztRscA8KRjnjjFAFa+lZtEuYJrSLyPPLs6RFCdqEbSAsoBweeFx6da7wa7bDVrqwlV4vs0YkeZyoQj5ffP8Q7YrgtUMlx4X864lulh+0BUjudmw5RsfLLEuCOmBkZOck1dhlub6/1yQyQXFxLZHEESJvGQg2lBKxz2O4L7HngA2bvULWbxJZXMQjkj8oMtwIo5CU+Y5jbfu55BARjx2zmuelto08LSRvcJGv9plkMUJ2jKZxi4I9T0znjAqxaM02oaCJYbi3uTGzRPIxKAlpPvoDz26nB7EdainKWvhSExtFbpc3xPIa3U/uj3eU7unBDYOBxxQB2niZd/hy8VkLAqAQPTcP9lv8A0E/Sq2i39raadpenh5ZJJIAUKwvtxg9W2gL909Qv0FYeo6ys1xrNld3SPGsZC2lwY0VcspGcupJxk4LKMD6modJia41rQZYrUQxW1oFPyxMpXbIAyuGbAJ7Kx96ANaDx1ZSQq0kSpIX2eWt5bkjgc8yDPXoMn8eKZq2uQ6lpGo2/9nicRIhaJpFfzMuBjCtnPp61l2doP7Bija8+1x/a877dpZfl8tdqEs2R/wACyozz6UupxuG1uWP7S258SIYo2jkHmYA5Qtng4JDL2B44ANLT9eFpaWOlzWi26vaFojHKrFIwG2fICXPyqOQPy6DFkurOaDSrd1TzEu9zQu/7wZC7WzOgc5IzlQDjgZ4qwJx52jo8Zmjk0hAbXJfduRx90FYzxnJ29M9OAYbN5rjT9OazFtNarPsxb2W0IQQW5jZlIOR1wMqScUAadnfXGmNrrxpJNJbzKiLcTStuBdsf3uxH3Rk45B4onv8AU7u9Nul7PBHNaLMFVYgF3IzFcsN2eMZPTqaz76S3WDXdP8p4gJ41EuBKTmR23bZCBgYx3Hem6el1Za3bw3moQSr/AGezRjZAWEOw4HABIGBxkg46nrQB1XhOKOLRQsJJj818FggPXByE4ByDW9XN+Cih8OR+XIJEEjhWAiHAOB/qiU6Y6GukoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8+mmSRNfMN15kBKsgtZodyZkHKkEEnvyR6dea79sFTnpjmvO0fR/suom1ne/t7FEMQmmiZCS+BtKMDjsN34Z6UASSQ3x1KwubL7VPJLbRyO806koG3AnAlHCg5wqn60RS3N5pNlKHu5d1y6tJGvnkDC4BYO4AJGM54yfu4NXYLazGsaUtyxMps0KW7W5zEqoxyH2Ag5HTCHj2xWZJa6feLBqhvZJXlYW0TXNpHK2Vx3VCEK5boOxJ6GgB86yI/idvspLCWF+MoXAmJ+8Iw3Qf3n+oFSf2faXWpW7SaeNs+lo7obNZUOI+8hGSRhABkZ9+z477S9PuNahOo3aSRmN5HBgMpdZDlwAPXGd46fWpJ4tNl1KznmvbqO4SzjMjRqrB0KkAFtuVyTj5sA9BzQBnWlpcCHRGtcPCbrPlC1kjMY3puPyxj25ZVHHU068iW5TXpFd2lt7pUiEcpVkLSvkYDS9c55QdTwO0uiPo7mwW2vLlpPtLGKEMjCP5lyGER7jnIOP73HFSXOoW11D4h+2GMW8E8ce2DyVORK4G7e5GSRzuCk0AKGSS6+zTMrWi6aJHZlLFXWMc8oF4xnG7ORkgVUskhWLwxLCkHmi4dC8cMWCvmKDgoxAOTngnqelT6ZN4el1Ef2c6Fv7PdZ5rcxddvzEBTv3cc8Fc+9PUwRjQJIEkuY5boxiVlZdoEylWwcY78e/fFAFe6jQR6k8VxexTfaMr++mh3As2doWT5unXhcZwM5q7KZDfaqkkc0inSyykrI6EGJQQgLFTyOcrk56nkU8Low/tSSGaaxRrlGmnJVMSfOM7znAJB+Yc5OAc8CprF3oA1mZrueSzuWsik0nmxh5QUQiIbySMj1AB55oAWKHyYfDr21q87RmYoqWIA/1mcbmCGM5wM7RwScccUruRLbw9qM6xXiF7xDiaSRm+433NuDtPP3flIJxxU0cmjXo0Wzt7yVLlZXEfkyW+6INLnkAnn0KZHfGKWa60Oy0+9VtTSczTMwitpI7ckkc7wGXdjAzk5OeMbsUAMk04z6pq1xJCIC1u0w+WBl6JlCTHhhn/AGicjnGc1bs2k+0eGwIJxF82QI/lRi54bYAg/wA9aRIrK21bU9NzbwRW9g6vNHCnm7WETFnw+5uvdfxPNTWsVrHfaFPuuZncskWIEVEG9ySS6h1Y9wP7vPHUAw7uVB4XlJgsZbT7YWdobkykvtOFw0cm07cdcEYHTtr30SXOqa9DKYY38lS86y5CEGMqSPMOwDryqjgnkZp97cWx0F/J10wRi5CpNO+MEQkiIlCmCCO5PI5zUtve6bd3upbtQlmAtlF3PBOoiY/ICyKHOwdc5Hc8nFAEUUkUHiDRJPIhmzbMFkglPTMhO1f+WgOBg9+vesdZoE8HQMZAyjUSAzAjaRGMAgqxVsYHQEHoe53N2m2U2kSf2lJHJFE3lySSt5Dp8/zsQArZJB5wMEYrLxZrpD2q6/prGG4Mibblsv8AulXCnzc+owTjjpQBY1VzPea3bEWjQwkSN5u4qFLLkKZGVA27qQRjOByKkjVrvUNIiXy2dtLUBh5m6FwrFSNh2DOMcMCQMZINSz3un6cdRs73VbyYIoiPnSQxSlt25drgKe5wWPYnpya7HTrO60u5huI7aeW1WbzrkReUFZGUliGEhPuGIyRzzQAm9otGsZftVxKRdkSPIGVhlFzxMWbaD1OfXA5FI91G9trlxDqDXMMUkTxmO8fIBlbvFKzbcH+6p9jimQ6bpMdvDMlzbbPtbRo1kjNHKTtbg7nK4y34ewrQvpIrObVL+31J5Ggba9vcOrJEXk2kFWZQBxkAsB0PHcArzQxXfiDS5g03ljTUeMpNJnIR2H3kyTwDksCccisoW16INN1Kb7NPPJcpEq3AZAoBXbt81d27JJ+6O5yeSdC2v7FpLYpqge5XTyZJJXhaKIeWcoQreZgHngkdOcnNKBYW9hpUcWrWS+VOzIFkYCZAyD5D5nIAHQkjjG3jgAL6bVb6w1K2ur+CZ4nRTaBjI2Q5B/1cKuB05CsD6gZp/wDY7x3MTLMkKJaHfF5km/zfK3HIJwQcnII6DGRwKLm8stmpk3H9o2LyJKXsJYEW33SucMzODlvly3txjFW31GKTXIo50iCrp26TbtExUxliCxk3Y/Aj/azQBVgM/keG3eNUb7VIrpGZowV8xfm+UsDyFPznBzVfUrvdY6vbz2T3MIuNu9mjaNF3MRgeYhPJOOScgk9BUsD6Y1p4c2GXIu2S1DS27DaJUBydxycBQNhz7dqbdyyDStc8iGFgLkiVVDbiN7ZyXXYR9/OBxjGSaAJn8qPWNTZYrdXbSPMjyoJK+WARnltowOOc56ccstLaea38Mny5HRJ5vMyrtj98OpEajPB+8F79T1dYRW8N5qLSaurH7FIZo97O9uPLTJcF8cdsKPTI6U+K10h77RZ4b7Smu/OZtsNvGWnTzcApzlQuCOCcAHrigCpeO0tjdn7RcxTxTmOPbduimPLHC+WQGAyOW5+97VY1Dzm1PVbfE8kP2Mkt5x2x/Kjgn5y+MgrwmRnuDSLc20On3D3EotIlu8eZBvD+ZhsbmZehO7JQZBGOTzU3/Esv7261OPUbpJvsxmcxGFJYkATADBclcEj5iRwcetAEVk0k9x4dmiWOVWU7iBJ/z0JLDLZHTPzA/pUP2q7h8PzvFM6zjUCqyq8pLqUbHMiNgbeOmBjOQauqbFLnT9RvdXuC0bs0K3axJhA5DY+XcCAMtgjjrgcVnIlvbaXcJFJpmp2s18oUQx7sSsnUHc3IHPCk8cLjoAW7j7Y2o61PLC0YkgZTC92SqYEfzYDjB6fdx165qPRbky67plt9lRPsZaFpS5YudrMcHccj5u5POckkCpEm03UfEOuS/bf9HMAEkkDowZAEBzlmGBnuoHXng1Jp1tHF4g0VIpvtEKwu0JVExHH8wGCq52n1G0HIyTwKAMrbJL4WiiiMc8yajwjm4lBUxELwylgMYwPu+9XtQS7W71a2hYrbII0aGdJFTysqF2sd6YGTwI+R97rWSk+jXNlJcTzQRXElwAltZi2RQBGMMVLsSBlhwwOT90E1dupLOQas+n36XMYjBubi4aF/N+ZfulGQjnAy2AOcUAXrJYk8S6IsNyJUNlljFcF422pIvA4Tj2UdTwKz0Djw1Y+WZo/LvH2m3jdCqFQcsIz0weScj19KtaEdOutY0q4g1kXN2sTCa384yOjGN8n75AHAz97kDnnNImm6UNKj26o0lt5+62V47coZQgyOI8bzkjAy2RwetAERlN1/bl5BLLKYgpRrczjd+8+fEYl+v3dpGTV4Qb9b0j99K8J09RJH+9AbEblSQxK5zkjcdwI61BfzaP52qyXGtCSOWZSYLaWMZYOQEPmkjIIyR8o+tPFzpNtquimW4aOdtPjVWfydpVkdVAGd2ST2yvQUAQeRNGNKub9Vgu5bwo6+adroMBSvQdSDgDLe4pNXiuJbfWp/PmtY7W53uFtRF52ZMD94A7NgZ529x2zS6HeWFro9tFaXshkF22IIo4+QxXCny9yqdoyDx/F0pn2mCG71e6WDV7dd6faQs9ovlSGUnLHfjGeBnsT2IoAW8s766kszasGg/s1P3puChUqnP8JGcHuOfQdaSFYLkaDfXCwC4kvypmcRyE7HBUBwmOxxjHXOeKliSyfUIbu2vrBpTaEXkSKDcfcJlJ2tw555wTnqcUG+0e4sLCIzX13DBer+9eQFNrOpJlJwMYJ4x644waAE2bdP1gLbLera3Ykg85ZbkMMuORIR0+YfKeT65pLywg1HW5JrhHDRWG/O4qRIidWwRyD+HH502k8OR2l7HHfy+R5gCxrLajzyGb5vQqOozg4PfIxd1W40aLU4o7rU5bMm0X53aPyw3l4U7Qd44P0PQHk5ALNsRdQeHpUURRi4kdUXdKN3nAYDg+hbk8YzWPqqzmwu3uIg9tb3LfNIz4YHdwgkhkBXvkYGUz6Y1Jp9Gs7PQmvbqG4MVzJJBeJKDGqrKMn55Cx6joWxj0GKZPBbQWt81prkNpbSTfv3kjCt5p3nYzxsmD1zuLHkZoAW4tJIb3Vo0kZoP7KkKiRZWIcqh+ZyCmeegBOO3aprG/vTc6Qjq0cMjsDtnJLjzP4h5AAw3HVc96jksNLstW1UKLmPdYSTTzRRQRgLiMkKxXLZxyWJHP41NpGo6Zc3OlR2upWzSW5dfspWN5vmY9CG2rxySueBxgUAZ7ywHw/cfZLWQJFfBZFj85gSVcFh8ysEJbsecnrnFLqpnfXdT+3XRsMws0SG9IiZyiqAN6KucHdwSMjn1pb3UdP1Hw9qUmqxxyxvdBUEJjVQ4jOCcykHAHQkE8fLV6BrEahqIW8vZreWz82S72wgFTsClZAoZsLnljjGaAKOgC7tNZsv9JkktbqUzAPOk2MhlzlYSASQRxJzg8nOKpC/jPhpYIPOSQXrSb4JXZBhTuBPlcc5+XBIBzu710luLT+09EYX00s4D+WSoZZVJfL7wnf8Acj2rN1K+thoHnLLHdYvDDHPeQqHT91k7d5jw2R94E568ngAE19LdW2pa1JFDKQp3l5JJECDKkFOJFJLDGAgzznI604tUtbqbTtVkjmP2eDy3kLRK2SH5EjMmASx5KjpxjJq3qMNtF4h1G8F3qlqYEE8rw+RGH5ChQzDJHuxxwccUmn39hd6/oogNpNK0W+ScpEZ2YJIMFg+eAP4Qw+lAGe5S58P2rzGC4l+3FAzTROc7AcA+ce56KxPfbzV2/gVrvxDNBM0dzEQU8otD8xbHzGFy5z0+ZRnggHkmxFLptppAa0vbvyprwiORZFcszRrlGJBx/d+XJz0PXFXWDCdU1FZhrE1rGd0oEkSxpuccgStjbkemOOnBNAFq1uJI9a0mMmRo5tNV9r3LNtPlvnKNywOF5Pcc81RivEbTdPRJY0mM5Mmba4j+VivUIgGSQM5woyOwGbFjcWGlXWlQy311G1xZRsYpJIBHhkYKoXOclvTK5wPSs9RoptLNzpUmxrnEV2Ta7WG4ZUlX5xyfk56453UAXp7e/Sz8QLc+dO4mi2OySoG/eHLDBTHH9xiMYye1Lb+Yt7ZTSXAtSLAxNbPO+7IQqjEZ2ZOR7gkDPWq1r/YccHiSSJlawdoVxam3iC/vGC7SGxjOOXx+NXYJ7SHV7NI7awVhYfaGIjj3uxjYks2/JHH90j/AGqANjwTIX8PgM8LSLM4fyZfMAOfX/P5V01c/wCFZ/tulG8YxtJLIwZowuCAeANruOMno35dK6CgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArD8uEW01xKkszm5aPasrDOZdqjqAMZFblZB/wCQc3/X+P8A0oFAB9m/6htx/wCBX/2VH2b/AKhtx/4Ff/ZVr0UAY/2Qf9Ay4/8AAr/7Kj7KP+gZcc/9PX/2VbFFAGP9lGc/2ZcZ/wCvr/7Kj7IP+gZcf+BX/wBlWxRQBj/ZQOmmXH/gV/8AZUv2b/qG3H/gV/8AZVr0UAY/2UDpplx/4Ff/AGVH2Uf9Ay49f+Pr/wCyrYooAyPsv/UMuP8AwK/+ypBagdNMuP8AwK/+yrYooAx/sozn+zLjP/X1/wDZUv2b/qG3H/gV/wDZVr0UAY5tQeumXH/gV/8AZUv2X/qGXH/gV/8AZVr0UAZH2X/qGXH/AIFf/ZUn2Qc/8Sy456/6T/8AZVsUUAZH2X/qGXH/AIFf/ZUfZf8AqGXH/gV/9lWvRQBkfZf+oZcf+BX/ANlR9l/6hlx/4Ff/AGVa9FAGP9lGMf2ZcY9PtX/2VH2Qf9Ay4/8AAr/7KtiigDI+y/8AUMuP/Ar/AOypPsg/6Blx/wCBX/2VbFFAGP8AZB/0DLj/AMCv/sqX7N/1Dbj/AMCv/sq16KAMf7KOf+JZcc/9PX/2VH2Qf9Ay4/8AAr/7KtiigDHNqD10y4P1uv8A7Kj7IMY/sy4x6fav/sq2KKAMf7IP+gZcf+BX/wBlR9kH/QMuP/Ar/wCyrYooAx/suP8AmG3H/gV/9lS/Zf8AqGXH/gV/9lWvRQBji0A6aZcD/t5/+yo+yD/oGXH/AIFf/ZVsUUAY/wBlGf8AkGXH/gV/9lS/Zv8AqG3H/gV/9lWvRQBzf9ls80zyWl6FZwYwl6V2rtHH3vUE/jTzpCHrZ6h/4Hn/AOLroaKAOe/shP8Anz1H/wADz/8AF0f2Sv8Az56j/wCB5/8Ai66GigDnv7Ij/wCfPUP/AAPP/wAXSDR4wMCy1AD0F+f/AIuuiooA57+yE/589R/8Dz/8XSHRoz1s9R65/wCQg3/xddFRQBz39kJ/z5ah/wCB5/8Ai6P7IQ/8ueo/+B5/+LrYubj7MI/3ckrSNsVUxknBPcgdAarz3d0YJBDp1yJSp2EtFgNjj+OgDP8A7ITGPseo4/6/z/8AF1GumwtPJELPUd6AFv8ATz3zj+P2q9/p3/UU/wDJWiztnuBJcrfXsbOTGwdYcgoxXspHXNAFX+yE/wCfLUP/AAPP/wAXUc2nRW8Rkez1LaCBxfnucf3/AHrRuY7i1WOUX07/AL6NSrrHghnVT0UHoan1L/jwf/fT/wBDFAGZb6VbTXEkDpfxOiq/zXrnIYkdm/2TRb2UUltpLOZSZVBkJmf5v3ZPPPrWpH/yGLj/AK94v/QpKqWn/Hpof+4P/RRoArNZRfY3bMu4Xqpnzn+75wGOvpxU40+D+0rlf3m1YI2A85+CTJk9fYflTm/48X/6/wBf/R61aH/IUu/+vaL/ANCkoAzrayhZdM3GY+ZDuf8AfP8AMdo68037JF/Z2/dLu+27M+c/3ftG3HX04q1a9NH/AOvc/wDoC0n/ADC/+3//ANuaAIZ7CATX4Hm4S2Vl/fPwfn56+wp6WEBu7ND5u17d2Yec/JBTnr7n86nuP+PjUv8Ar0T/ANqU9P8Aj+sP+vWT+cdAFBrGH7Gr5l3fbNmfOf7vnEY6+nFE1lAseqEeaDEmU/fP8v7vPHNWW/48U/6/v/a5pbj/AFWs/wDXP/2nQBqiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArIP/IOb/r/H/pQK16yD/wAg5v8Ar/H/AKUCgDXooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKguZ0t4fNk3bQQMKMkkkADH1IoAnoqn/aC/wDPtdf9+TR/aC/8+11/35NAFyiqf9oL/wA+11/35NH9oL/z7XX/AH5NAFyiqf8AaC/8+11/35NH9oL/AM+11/35NAFyiqf9oL/z7XX/AH5NH9oL/wA+11/35NAFyiqf9oL/AM+11/35NH9oL/z7XX/fk0AXKKyH1mZXZRo2otg4DBFwff71H9tz/wDQE1L/AL4T/wCKoA16KyP7bn/6Ampf98J/8VR/bc//AEBNS/74T/4qgDXorI/tuf8A6Ampf98J/wDFVHLrl2I2MOh6g79gwVQfxyf5UAbdFc7/AG/rH/QtXH/f4f4Uf2/rH/QtXH/f4f4UAdFRXO/2/rH/AELVx/3+H+FU28QeKNx2+GBjPGbg/wDxNAHXVUfUrBHZHvbZXU4KtKoIP51zsOveJ5rgQ/8ACOwI5UuBJdlcgEA/w+4qXT7rxGsk1q+l6fG6ky/PeNyHdjxhD05oA3P7V07/AJ/7X/v8v+NH9q6d/wA/9r/3+X/Gqlvd6o5nFzBZRGEjJWdmXGM5yVGKn07Uor4SKJbdpI3KkQyBhgd6AKyeKdJkRXW5yrDIOKYutC7uHWybdGiKSwgaQ5JORwRjoPzrQ0z/AI8/+2sn/obVQXUJctqRsbgWzWytndHnAy2cbvQ0AJNcXEk1szyeXslBG6ykAJYFACd3H3qs3U93Zw75J4WYnCKls7FmwTgAMT2NGrXVvBBEks0cbtNEwV3AJAkUk/Qd6fPLHNLpssbq8bzFlZTkEeU/INAE1pdJdw71DKy4V1ZCpVsA4wQD3FN07/j1f/r4m/8ARrVUnZltdZZWZWDnDKcEfuk6GpLS2S01CSCFpfLaLzCrys/zFjk/MT1oAn1H/j1T/r4h/wDRq0mpf8eD/wC+n/oYpdR/49U/6+If/Rq0mpf8eD/76f8AoYoAWP8A5DFx/wBe8X/oUlVLT/j00P8A3B/6KNW4/wDkMXH/AF7xf+hSVUtP+PTQ/wDcH/oo0ADf8eL/APX+v/o9atD/AJCl3/17Rf8AoUlVW/48X/6/1/8AR61aH/IUu/8Ar2i/9CkoArWvTR/+vc/+gLSf8wv/ALf/AP25pbXpo/8A17n/ANAWk/5hf/b/AP8AtzQBJcf8fGpf9eif+1Ken/H9Yf8AXrJ/OOmXH/HxqX/Xon/tSnp/x/WH/XrJ/OOgCFv+PFP+v7/2uaW4/wBVrP8A1z/9p0jf8eKf9f3/ALXNLcf6rWf+uf8A7ToA1aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsg/8AIOb/AK/x/wClArXrIP8AyDm/6/x/6UCgDXooqGaeK3j8yaVI06bnYKPzNAE1FZV9qtiLC5Md/b7/ACm27ZlznBxjmmJNo2xc30Ocf8/Z/wDiqANioZp4YFDTSpGpOAXYAE/jVaG3sbiPzIZDKmcbknZhn6g1Rl0e1u9WkWU3O2KGNkEd3KmCTICflYc4AFAGl/adj/z+23/f1f8AGqAu4p7q4P8AbIiRZAqKjxYxtU91J6k96gayjtbLVhFJc/ugxjL3MjlT5QPBLE9a0Lu3hudUt0niSRRBIQrrkZ3JQBGJYWYAa6xJOAA8PJ/75q19jn/6CV1/3zF/8RXP/wBg6dPa2oNsivPOyu4GTgbzwDkfwjtUE3hqzSLUZw8m60DBF2rg/u1fkY55NAHT/Y5/+gldf98xf/EUfY5/+gldf98xf/EVhyaRNbSpaWE8ijb5h3ShABuGQAEPJ5/+vUsVrEbC2ubjUbqLz0VgpkB5K5wDt57/AJUAa/2Of/oJXX/fMX/xFQS6XPKwP9r36YGMJ5QH/oFZTR24vIoxqt0YmRyzbhwQVwOnufyqVYrF1DLrNyykZBDggj8qALn9jTf9BvU/++o//iKP7Gm/6Dep/wDfUf8A8RUK2SRzWbpeXFxDcMR80nBGxmBBGPQVPHK9tbXXl8styI0EhJA3FR9cc0AZNyp+0pDB4onTO/zGkaJgpUgbeAMHJP5VI+l6ktq1yfE85hVPMLiBSNuM5GOvFaunieCae1maNiv74MgI/wBY7nGCe2KqgTT6Jp9nDIkf2m2CM7oWwPL7DI5oAz/smo/9DFqf/gtb/wCJp0MF9FLufXL6YYI2yadJjPHPy4/ya0pZJLjSh9o2MxulifapCsBOF6EnqB61WutF0u5vLtZ9NtJVjtkZA8KsFJMmSMjg8D8qAGmScOqHULjcwJA+wT8gde/uKq31xNEqrJcX0iFlIKafNjduG3+Id8Vo2+mWBksM2Vsc2zE/ul5+57U5ESPSVSNVVFv8BVGAB9poAp2V3dT3JV1v3jVTu/cNCytxjhmOQRn8q0EYGZI3+3xmQ7VZ2GM4J7H2NW4f+Qjc/wC6n9ar3l9ard28bTLuim+cf3fkbr+Y/OgBl/bypFGIry5jZ5UTeHyQCeeoxUU+hXcoXZ4i1WHHXy/JOf8AvqM1bupY54LaSNw6G4TBH+9VHUrY3qX8kszbbNi0UexGUHygckMpz940AMttIu0uZoJPEOqzBURgzeSCMlhjiMelW/7Gm/6Dep/99R//ABFQ3Wi6dNqVtE1nEqGGViIxsyQUxnbjPU/nWfBoMAtbUQXupW++5cfur2QADLnAUkrjI9KANb+xpv8AoN6n/wB9R/8AxFH9jTf9BvU/++o//iKpw6fqAu7kW+r3WyJxHiYq+cqrZ+7/ALVXoLbVopCXv45lIxtkiHB9flxQBLHYTxoF/tS8bHdhET/6BUn2Of8A6CV1/wB8xf8AxFRGa7huLZJTAyTSFDsUgj5WbPJ/2a0KAMy1guZomZtSusiSReFi6ByB/B6Co55ooIZJG1qU+WCxUNDnjt92rth/x7v/ANdpf/RjVQihiNropMaclc/KP+eL0AQ/bpP+fy7/AO/trR9uk/5/Lr/v7a1pvPYROUkltkcdVZlBFJ9q03/nvaf99rQBTU3zqGR9QZTyCGtiD+lLE2oRXSs0V5NDsYMJDADuyMEbcdt3507Tb+yWyA+124xJJx5i/wB9vern9pWP/P5b/wDf1f8AGgBPtdz/ANA6f/vuP/4qj7Xc/wDQOn/77j/+Kq0CCAQcg96WgCp9ruf+gdP/AN9x/wDxVOtbj7VGzeW8ZVyhV8ZBH0JFNvppYbbdEUEhkjQF1JA3OFzgEevrVWNLuxuYUkngkS4mbIWEqQSrNwdx/u+lAFmT/kMW3/XvL/6FHVCO2gFt9o8iMTfbW/ebBu/15HXr0q/J/wAhi2/695f/AEKOq0f/ACDf+35v/Sg0ANvP+PbW/wDrkf8A0XVx/wDkKW//AFxl/wDQkqnef8e2t/8AXI/+i6uP/wAhS3/64y/+hJQAmmf8ef8A21k/9Daqn/Mn/wDbh/7Tq3pn/Hn/ANtZP/Q2qp/zJ/8A24f+06ALbf8AIYi/693/APQlqpbf8emi/wC//wC0nq23/IYi/wCvd/8A0JaqW3/Hpov+/wD+0noALj/jy1v/AHz/AOikq2P+Qw3/AF7j/wBCNVLj/jy1v/fP/opKtj/kMN/17j/0I0AGo/8AHqn/AF8Q/wDo1aTUv+PB/wDfT/0MVRza6jfEStdGJwhhw0saMRlsjGATxn8Kc4KWl7HudljuEVd7liB8h6kk9SaALsf/ACGLj/r3i/8AQpKqWn/Hpof+4P8A0Uatx/8AIYuP+veL/wBCkqpaf8emh/7g/wDRRoAG/wCPF/8Ar/X/ANHrVof8hS7/AOvaL/0KSqrf8eL/APX+v/o9atD/AJCl3/17Rf8AoUlAFa16aP8A9e5/9AWk/wCYX/2//wDtzS2vTR/+vc/+gLSf8wv/ALf/AP25oAkuP+PjUv8Ar0T/ANqU9P8Aj+sP+vWT+cdMuP8Aj41L/r0T/wBqU9P+P6w/69ZP5x0AQt/x4p/1/f8Atc0tx/qtZ/65/wDtOkb/AI8U/wCv7/2uaW4/1Ws/9c//AGnQBq0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVWmvIbdwkjNvIyAqFjj8BQBZoqn/AGna+sv/AH5f/Cj+07X1l/78v/hQBcoqn/adr6y/9+X/AMKP7TtfWX/vy/8AhQBcoqn/AGna+sv/AH5f/Cj+07X1l/78v/hQBcrIP/IOb/r/AB/6UCrqX0MziNDJuP8AeiYD9RURtR9neLfwJ/OzjvvD4/PigCLU5d0b24tnm2mOSQALjbvyc5IzwppsMenzyxxnTEjMiGRN8KYIGPTP94Vi+MfEUnhtY5Ut1uDdqY2BbbtC557/AN79K3bECe3sLrIU/Z9oX/eCn/2WpUk249jWVCpGnGq17sr2+RTkjMCi+t4bePZM0SpFANzZfyxzuA64NX4r9zazSXFvJDLbx7pUJU/w54IJpzW2bZot/Am83OO+/fj8+KWS0En2pS+PtCbW46cEcVRkQWcsyXssM1v5ZnLTKQ4YYGxSD781XggAdbzfMZ3unjY+c5BUSOANucYA9q0jGWuYbjcNyoyYx/e2n/2WmLahIQgfhJjL07li2P1oAqXf/Hnrn+63/okVdf8A5DEH/XvJ/wChJTJLMSpexGTAuVwxx0yu3j8qkMZa5in3DcEZMY9cH/2WgClB/wAe+m/9fL/+gyUlx/x467/wL/0QlWktAiQKHz5Epccdchh/7NRJZrJHexb8C6BLHHTKBOP++aAF/wCYyP8Ar3P/AKFVS3/48dC/4D/6IerwiJuUuNw3GPZjHHrUUdoI4LOMMSLUgLx97ClOfwOaAKF6Liee4mMsXkWr7BEUbLZVGJJDDnk4471btLeK01CWGFSkQgjwm4kDlhwD0qV7MOt0hfidg5OOnAH/ALL+tUhfMLp59g3MgTGfQk/1rlxWNo4W3tXa/k+hcISnsSWv/HloX0X/ANEtRJ/x73f/AF+x/wDoSVJbQZs7E7j/AKPgLx1+Upz+eala0DJKm/h5VmJx3BBx/wCO10QmpxUo7MlqzsOj/wCQxc/9e8X/AKFJVSz/AOPfRP8AriP/AEXV5YsXbzbhl41UjHTaSf8A2aoYrQRRWih8/ZhsXI68beaoRX/5hf8A2/8A/tzU8n/H9ff9ekf85KU2gFq0O44E3n5x38zzMfnxUjW4a4lffzLEIzx0ALf/ABR/KgCG3/1mnf8AXs3/ALJUP/MMH/X/AP8AtzVuODyzAwbPkoYhx1HHP/jtMNqBatFuOFm87OO+/wAzH58UADSiC5vpiCVjiViB1OAxqOzmlF9JHNb+X5+ZkO8NwqopB9+anltvN+0KWx9oj2HjpwR/Wl8nNzDNuGURowMdiVOf/Hf1oAq/8ukX/X83/o1qSb/j21r6t/6JWrBtR5OzfwkxmHHU7i2P1pXtAy3cZfi5yWP935QvH5UALJ/yGLb/AK95f/Qo6rW//HtY/wDXy/8A7PVsxFrqO4yNyq8eMdiQf/Zf1qNLURxxqHz5MjSDjqSD/wDFUAOtP+Pq/wD+vgf+ikpbu4lgMCwxpI80mwB3KgfKzZyAf7vpToofKmnYMD5z+Ycjp8qr/wCy1VlspppY5Wv51KyF0VFjwuQR3UnoTQBTjsVjnhS+0ywkaeeT96DvYE73HVB2GOtWDi0tNS+zBYfLf5AigBf3adB071aMDMIC8pd4G3bioG87CvOP97tRJaiVLqIvgTncTjpwF/8AZaAIrKKS2vJ7c3EkqbFkHmBchmZyfugUyH/j10T6r/6JeraxkXJn3DdIioRjpjcf61GtrsjtUD8WpG3j73yFef8AvqgCKJ4oRfSyrkCfnC7j0UDgc1HfXSSWM6QwXQlaMhCtu6nOOxxxVr7KD5yb+JJFlJx0II4/8dqclyg2soZhwSM44+tAGS66dGjO8epBVBJP+kcD86uDSrR1BBuCCP8An5k/+KomhvJreSJrmABwUOID0PH9+nol6gCC4t8Ko/5YH/4ugBE0q2jRURrlVUYAF1LgD/vqnf2bB/z0uv8AwLl/+KqZGk2JuZSxHJC4H86XccZyOuOnvQBmMGGlqCXbbeqoLsWOBcADk89KfqFyUuodsEsgtm86VkK4VSjjuRmrBtVaEw7+BKJs47+Zvx+YxQ9t5jTkvj7RGEPHTAP+NAA5zq9qR3t5f/Qo6rx/8g3/ALfm/wDSg1a8r9/FNuGY0aMDHUErz/47TBbBYDDu4EvnZx3Ll8fnxQBWvP8Aj21v/rkf/RdXH/5Clv8A9cZf/QkpktoJUuoy+BdIVY4+78u3ipihadJtwyismMepH/xNAGaI0mtLWORFdGvJAysMg8ydRRLBFbaVrEUESRRqr7URQoH7pewrn/EfiR/D2q6fp6WqzBn87eX24LMwxjHvTvE3iN9I0uZ1thL9rkMbDfjblMZHH+zXLUxlGnUVOb1d7b9NTrhga8+TlXxbao6xv+QxF/17v/6EtVLb/j00X/f/APaT0umXLajaWWpsBG81uD5Y5A3YPX8KnS0EcVsgfItTlePvfIV5/wC+q6k7q5yyi4txe6K9x/x5a3/vn/0UlWx/yGG/69x/6EabJZiRLuIyYF1lmOPu/Kq8flUgi/0r7RuG4r5eMdgSaBFK2/48dD/4D/6Jeib/AFGof9fafyjqwloIoLWMPkWmNv8AtYQrz+dK9mGE0e/iaQSk46EbeP8Ax2gB0f8AyGLj/r3i/wDQpKqWn/Hpof8AuD/0UaurGRdNcbhukRUIx0Clj/7NUUdoIobVA+RaDC8fewm3n86AK7f8eL/9f6/+j1q0P+Qpd/8AXtF/6FJSGzBjMO/gzCfOO4cNj9KeIf8ASHn3DMsaxkY6Abj/AOzUAVLXpo//AF7n/wBAWk/5hf8A2/8A/tzVmO1ES2+Hz9mTYvH3uAOfyo+yDyPI8zjzvPzjv5m/H58UARXH/HxqX/Xon/tSnp/x/WH/AF6yfzjp72/mPM5bBuIhGRjoBu5/8epVg2SxSZ5hQxgY6g7ef/HaAKrf8eKf9f3/ALXNLcf6rWf+uf8A7TqwbQGPyd3Al87OO+8tike18xLgF8falw3H3flxxQBeorPvNWs9PKLdTBHdgqqFJLZYKMAe5FNTW7Ga5W3t5fPmJbKR8lQuNxPsNw+ueM0AaVFZ0mq2iy2sYk8z7S5jjZCGG4DPrnt26d8Vo0AFFULzSNP1CRZLuzhndRtDSLkgelZkPhrQ/wC0rr/RbZztjzB5Y/ddefx/pVJRtuB0VFZX/CN6IP8AmF2v/fsUUe73/r7xGrRRRUjCiiigAqqv/IVb/rgP/QjVqqq/8hVv+uA/9CNAFknAJrPtzqE9tFN9otV8xA2Ps7HGRn+/Wg33T9KzHAPhhgRkGz/9koAseXqP/Pza/wDgO3/xdHl6j/z82v8A4Dt/8XR/ZWnf8+Fr/wB+V/wqlLbWK3TW8WjQylUV2ZY4wBkkDr/umgC75eo/8/Nr/wCA7f8AxdHl6j/z82v/AIDt/wDF1U+yW/8A0L8X/fMX+NH2S3/6F+L/AL5i/wAaALapeB186W3kTuqQlT09Sx/lUpA2yfux/kVSgt4UnVl0lbY8/vFVARx/snNXDt2ycv8Ar6UAcF8T2Mdtpu2doMu/3c88D0rVvoJdb8Kw6bYzeVctDERMxKjjBPI55xWV8T9wt9N8vyz87583b6DpurrtKt4U06ylCYkMKZK5/u1w1I1ZVrQatpe/byPXnP2eDoTW6crff1K/h3TbjStCisryRZ54y+6QMTnJJHJ56GtnaN5/djp7U07dr8t+vpTvl3nl+nvXalZWR5dSbqTc5bvUQAbY/wB2P09KQgbW/djrUcs8FvCkk0vloCAWYkDpTEvLWVQY7hX3H5cNnNKVSEXaTsQWQo3n92Og9PemgDbH+7H+RTht3nl+g9femjbtj5f9fSrAxPENvL/ZOozrII1WBzkHlfl68VxPhLxZZaHp0y6hNc3LTTfIyruxgDPU+9em3EEF1bSwTKXikBR1OcEHgisj/hDfDp+T+yotq/MB83BPXv7CuKOF9lNzp9Xd37s9PC4uhGjKjXTabW1uhmeGvDep6XrVxe3l2k9vOjCOMSMSuWBHBGOgrr8Db/qx97+tIoULGBu6e/pS/Lt6v9739a6oRUVZHFXrzrz557i7Rvb92Og9PemhR8n7odPanfLvbl+g9fekG35OX6e9UYibRs/1Y+97etKVG5v3Y6e3vSfLs6v9739aU7cty/T3pgAUZX92OntRgbf9WPvf1qnZ6rp1/IY7S9jndFy6xvuK/XFTTzwWts808vlxIcs7kgAZ7mldEqcWuZPQmYD5/wB2OlLtG8fux0Pp7VVtL6z1CCSazuEnjHy7o23DOOlWvl3jl+h9fagaakrox/E0og8NXspzGFH3l6j5hWR4TD6hov2iOUugkYEuTnjFdNdWlvfWj21zGZIZDhkOcEZpllp1lplq9vZw+TFktsXOMkVy4jCQrv3/AMzJRqRrqovhtYuFRvH7sdD6e1NAGF/dj71OO3eOX6H19qaNvy8v94+tdRsKQNsn7sf5FLtG8fux09qQ7dsnLfr6Uvy7xy/T3oAguImktwigBieDSQQtDbOjgMwzz+FTDbhOW6+/vQdu2Tl/19KxeHg63tutrfK9yuZ25R20b/8AVjp7UgAwn7sf5FL8u/q/T3pBtwnL/r6VuSc/f6Le3OvxX0U6JbxshaPcQTjrx0rodo3n92OntTTt2vy36+lO+XeeX6e9ZxgottdSYwUW2upmazYT6jpYt7ZlilLKQ5OOn0rEs/DWqW99bTyXaNHCw3rvY7uc+ldYNu2Pl/19KU7cNy3X3qZ0YTlzPciVKMpczFCjef3Y6D096aANsf7sf5FOG3eeX6D196aNu2Pl/wBfStjUUgYP7sfepdo3n92Og9PekO3B5f73vS/LvPL9B6+9ACADEf7sdP6UYG3/AFY+9/WgbcJy3T39KT5dvV/ve/rQA7aN7fux0Hp70gA+T92OntS/Lvbl+g9fekG35OX6e9IDAOjXv/CS/wBo+en2Xfnytxz0x06da3yoy/7sdPb3ql/aun/bvsH2yP7Xux5O/wCf16fTmrp25bl+nv71MIRje3VmdNR15WZOv6Zc6naRQ2kiwyK+4sWIyMY7fWrmn2z2unW8EoV5I1CswOckVkeLJdah02BtBEjXXm4fagb5MHP3vfFaWkNdPo9m9/uF4UUzAjHzd+BxUpL2jdtbfI3eGUYKvda6Wvr9xedFO8mJScegpSilxmFTwew9qG2/Py/T3pfl3jl+h9fatCBoUBRiMfe9vWlIGJP3Y/yKPl29X+97+tIduJOX/X0pgOKjeP3Y6H09qaAML+7H3qcdu8cv0Pr7U0bfl5f7x9aQCkDbJ+7H+RS7RvH7sdPakO3bJy/6+lL8u8cv096AGgDCfux1/oaUgbZP3Y/yKQbcJy3X39DQdu2Tl/19KYDto3/6sdPamgDbH+7H+RTvl39X6e9NG3bHy36+lAAQNr/ux1/pTto3n92OntTTt2vy36+lO+XeeX6e9IBoA2x/ux/kUEDDfux1oG3bHy/6+lKduG5br70wFCjef3Y6D096aANsf7sf5FOG3eeX6D196aNu2Pl/19KAOc1uFYr4302mQypbxxbZWYqSTIQVBBwCuVYZHJPGMVmTwapBqUCQ6fbWjGVpNySLvlUSMCqhjk5VVbaCB84HGKd4oS1bxJYRs05lk8pSigYKl3Tqeh/eMx9dg+odpupWG61vLKO98uWQQzuwBISTDqSVB/ilAzkH72TxSA2dTM01/YRqIvtUdwrmJZQ37rPLEMBzjdj05wc10Nc+/lDxFphKujyQyhd7gP8ALjg8bmHzE4LY4ziugoAKz7d7Y6vepHGwuFSLzXPRgd23H05/OtCqcMk7ajdRvCFgVUMcg6uTncPw4/OmgLlFFFIAopDWZYawl9dGERMgKs8bE53qrbSfbmgDUoqC5m+z2s02N3loz4z1wM1nJqF+v2Rp7W2WO4dUBjnZmGQT0Kj09aANiqq/8hVv+uA/9CNWqqr/AMhVv+uA/wDQjQBZb7p+lZzf8iyf+vP/ANkrRb7p+lZzf8iyf+vP/wBkoAW1mvbm0hnBt1EqK4UqxxkZx1pbXzhql152wt5MWNgIGMv61JpX/IHsf+veP/0EUktkz3TXEd3NEzIqMECEHBJHVT/eNAFVp3v9SSFftMUKpN8yuFDsrqvGDnjnrjrVv+zx/wA/V1/39NVbGyimtf35eR45pwJN21uZWz93HoPyq1/Zlr/dl/7/AD/40AKlp5UiuJ52IPR5Cw6elSndtk+Zfy9qiSyhidXjV9wP8UjEdPQmpCPlk+Rf8igDz/4pbPs2m+ajyfPJjy2244Hsa7bS8/2TY4wB5KYBHT5a4v4nN5dtpuZnhy7/AOr5zwPpXZ6YM6VYnAbMKcnv8tYw/iy+R6mI/wBwo+svzLh3bX+Zevp7Uvzbz8y9PT/69NI+V/kXr/Slx85/dr0rY8sqX9guo2S20shVCQcqOeBVe10eKzRAkzkRNxuxzzmtID5Y/kX/ACKCPlb5F61hVwtKq1KcbtAtHdCjdvPzL0Hb6+9A3bY/mX8vagD5z+7XoP60gHyx/Iv+RW4CndtPzL970o+be3zL0Hb6+9QXMy2tpNcSJ8kQLtjrgc1V0nVbbWY5ZbaNgqEKfMAHPXtUuceblvqTzK9upojdiP5l6entR8237y/e9Peq0FzHNIEVOVHOcVRfXrSPWBpZhk+0FwMhRt556/Ss4YilOPNGV1t8ypvk+LQ1/m3t8y9B2+vvQN3yfMvT0ox8zfIvQf1pAPufIvStgF+bZ95fvenvQd25vmXp6fWkx8n3F+9/Wgj5m+Ren+NAGDoHhO08P3k1xbXE0jzphhLggc54wBWnqenpqmlz2U0hVJhtYoORz2zVwDlfkXpSY+X7i/e/rSSVrGUKNOEPZxWnYytD0ODw/p0lnbTPIjOZCZcE5IA7Y9K1vm3j5l6Ht9PekYff+RelLj5x8i9D/SmlbRFQhGEVGKskHzbR8y/e9Peg7sSfMvT09qTHy/cX739aCOJPkXp/SmWKd3mD5l6Ht9PegbsL8y/ePb60EfOPkXof6UgHC/Iv3jSAU7tsnzL+XtS/N5g+Zenp/wDXppHyyfIv+RS4+cfIvSgAG7CfMvX0+tB3bZPmX8vakA4T5F6/40EfLJ8i/wCRTAd82/7y9PT/AOvSDdtj+Zfy9qMfP/q16UgHyx/Iv+RSAU7tr/MvX09qX5t5+Zenp/8AXppHyv8AIvX+lLj5z+7XpQADdtj+Zfy9qDuw3zL19PpSAfLH8i/5FBHDfIvWmAo3bz8y9B2+vvQN22P5l/L2oA+c/u16D+tIB8sfyL/kUgFO7afmX73pR829vmXoO3196Qjg/Iv3qXHzn5F6D+tAAN2I/mXp6e1HzbfvL97096QDiP5F6f0ox8v3F+9/WmAvzb2+Zeg7fX3oG75PmXp6UY+ZvkXoP60gH3PkXpSAwD4UtD4m/t77RN9p352cbOm30z0966A7sv8AMv3fT60mPk+4v3v60Ecv8i/d/wAaEktjOnShTvyq13d+ovzb1+Zeh7fT3o+bb95fvenvRj5l+RehpMfL9xfvf1pmgrbv3nzL09KPm3j5l6Ht9PekYff+RelLj5x8i9D/AEpAHzbR8y/e9Peht22T5l/L2pMfL9xfvf1oI4k+Rf8AIpgKd3mD5l6Ht9PegbsL8y/ePb60EfOPkXof6UgHC/Iv3jSAU7tsnzL+XtS/N5g+Zenp/wDXppHyyfIv+RS4+cfIvSgAG7CfMvX09jQd22T5l/L2pAOE+Rev9DQR8snyL/kUwHfNv+8vT0/+vSDdtj+Zfy9qMfP/AKtelIB8sfyL/kUgFO7a/wAy9fT2pfm3n5l6en/16aR8r/IvX+lLj5z+7XpQADdtj+Zfy9qDuw3zL19PpSAfLH8i/wCRQRw3yL1oAUbt5+Zeg7fX3oG7bH8y/l7UAfOf3a9B/WkA+WP5F/yKAOc12WZdVtUbVYbW3zG7QlW3SESqeMdc8DHXk9RWRaGK3ube+fWY547UIipBGcLGxIXoAOBLH90Y+7kYwRoeIdOu59Rku106G5t4oYmBPDhkMshAIOeojXGD9/jvVG30nUEv5bq2ht/7NlcM0aLGQI1W3+UZ91lHUfcB7AUAbOoXNvpmoW2ozT7ggMM7YV3HDNggYC45ORycYwc101cvqVxdapY202n+RcRgymTDq0IIjYoXJwcb9nA7da1NCnurnSYZrx98rM+GO3JTedmdvGduM44zQBqVThjlXUbl3nDRMseyLPKEZyce/H5VcrPt1thq980bubgpF5oPQD5tuP1poDQooopAJVODT7W1lkliiCu/U5J75wPQZ5wKuUUARzRLPBJC+QsilTjrgjFeVeHdb1u+8W2theXMclnHM21RKhI2g44Bz+les14h4PFp/wALBg8sT+Z50v3mGOje1TJ2aOLFVHGpTSe7PcBVVf8AkKt/1wH/AKEatCqq/wDIVb/rgP8A0I1R2llvun6VnN/yLJ/68/8A2StFvun6VnN/yLJ/68//AGSgCvpF3cS6RaGKz3IIggJlAzt46Y9qvfaL3/nxH/f4f4Vz3h4Qf2EJ7qW6wsxjURyy9yMAKh9T6Vrf6D/1FP8AyaoAV7USOzyaLbO7HJZihJ/Sk+wx/wDQCs//ABz/AAo/0H/qKf8Ak1R/oP8A1FP/ACaoAfb2scU6sNKgt+v7yPbkcewzVw7dsn3/ANfSqlt9l89fKN8H5/1/n7en+3xVwk7ZPnX8vb60AcD8Tt/2bTvK8r/WPnztvoOm/wDpW/oZ1LbbCfd9l8obcAY+7xjFc/8AFBVe303fHJL88n+qOMcDrwas+F/FV5f6umkSWaRQQRELLzk7RgZ7VwzgpV03Jq1tuvk/I9x0pzy2DjFO3M3f1N7VdcsLGK5tft8UV6YyYo2bDbivy8H3rlvDet65qFvO896szK4AKmM4GParOv8Ah+01LxTHcXDzhz5a5jYBcfiD/OtfR/CNhocc0dtcTuJCGJlZT0+gFY4ipVxEJ06G6dt2jzquEwqjCr7SXNbbprv93QsadPeyXuyd2MQBwOPw6VsHbtb7/X3qvBaJC6yLJkn1+lWSTtb516+ldGAhWhStW3v3voc0uW/umbqhvw8f2Df0O/A/Lr+NLZ6xp17P9kt7yOW5iGZI0Ylhjg8fU1pAnefnXoO31964zw9oltYeJb29iebzZVkDeYQV5YE4GB6etEmqNe7k3z6W6Ky6djaDpSpNT0a2st35nT6kYl0u7aQ4QRsWLZxjHeuY0aaSW2kOjujxh/3hh2kZxxmk1jxBdTeJX8Mtar9julET3C53AOvJHbvViz0+DwbEbbTjJOlw3mMZyCQRxxgCufHKD/eym4qOjsbfUkqac/jlZx2tb1K9jqc93eTQ2Nyks6AkpGVJAzg1chsLr+14r66t+QwLykDIwMVyHhO4Nl4m1GeG2kDlHGZGyDlx04FemW8jXunK8hVDJ1AHTmuSjhIc3JCpLmWtr6b+nc3zBQo1fZ8qast1rsQ3euaTYuq3V/HCXHyh3IzXIWOqeJLe4uH1S5MdvnEJbywOvt7Vtav4L07W5opLm4uFMK/L5bKM5PfIPpV698P2uoQLDLPIq53ZQgHP5e9dlRY2pCMWkr72e3oeZiaNFxhOlN8yvdbJ9r9yvZXOoSywzySFrNsEuMYP5e9biSRS7mRmYYxkZqC3so7bTEskcmJBsBP3sZqWCBbdWRHBB55rShSrUZqF+aL1bbu0+y8huSlFNqzXYlG3K/f6e9J8u3+P73v604E5X516en/16TJ2/fX73p7/AFr0CBG2/P8Af6e9O+XePv8AQ+vtSMT8/wA69PT/AOvS5O8fOvQ9vp70AN+Xb/H9739aDtxJ9/p7+lLk7fvr9709/rQScSfOvT09qAFO3ePv9D6+1NG35fv/AHj604k7x869D2+nvSAn5fnX7x7f/XoA5TXG8SDxHbDTPN/s35PPwFx975uvPTHStzUzeARfYvM3c7sen41fJO2T51/L2qhqmoS2IiaNEctkHIPFcuK5Y0pOUml3W69DKnS5JSd279+noVdZOqjw4503f/aWE24AznI3deOma5i0fxz9usvtIm+z71+0/LH93fz05+7jpXeQO0kEMhKgsAxGOmRUhJ2yfOv5e31rWMbpO5lWwvtJqfO15J6C/Lv/AI+nvWR4gOpDQ3OjeZ9uyuzAHTPP3uOma2Mnf99enp/9emgnbH86/l7fWtGrqxvOPPFxva/Y5jR28RG2t/7S83zN373IXpu9vbFdR8u8/f6e9ISdr/OvX09qdk7z869PT/69ZUqXs23zN379PQcI8kVG97FHUDcCyX7Hv87Ixj079a5nd4t/4SG2H73+zt6edwmMZ59/yrsgTtj+dfy9qCThvnXr6UnQvV9pzPa1r6fcFWPtKahe1ne639PQUbd5+/0Hr700bdsf3/19KcCd5+deg7fX3pATtj+dfy9q3KEO3B+/973p3y7z9/oPX3pCTg/Ov3vT/wCvS5O8/OvQdvr70ANG3Ef3+nv6UfLt/j+97+tKCcR/OvT09qMnb99fvenv9aAOV8VN4lW9t/7B83ydn73aFPOePve1dUu35Pv9PejJ3t869B2+vvQCfk+denp/9epSs7mUKXLOUrt36dF6FT+0bH7X9j+0r9p3f6rcd3r0+lWzty/3+nv71knQbY6z/a3nyfaN+duRt6bemM9PetYk5f51+76fX3pQc9eYuLlrzFHVDdiBPsO/zM849Me9KTdf2QCN/wBr2j/vrP5Veydy/OvQ9v8A69Jk7fvr9709/rWToXnKfM9Va19F5rzNXO8VGxxOpP4vF7b/AGITeRgeb8qevv7V2/y7x9/ofX2rlPEvie80XVrazt7WOeOdAWcg/LliO1dXk7x869D2+nvVUYckeS7du5xUHF1ZpSbel09l6Dfl2/x/e9/Wg7dsn3/19KXJ2/fX73p7/Wgk7ZPnX8vatjqFO3ePv9D6+1NG35fv/ePrTiTvHzr0Pb6e9ICfl+dfvHt/9egBDt2yff8A19Kd8u8ff6e9ISdsnzr+XtS5O8fOvT0/+vQA0bcJ9/r7+hoO3bJ9/wDX0pQThPnXr6exoJO2T51/L2+tAC/Lv/j6e9NG3bH9/wDX0p+Tv++vT0/+vTQTtj+dfy9qAEO3a/3+vv6U75d5+/096Qk4f516+nt9adk7z869PT/69ADBt2x/f/X0oO3Dff6+9KCdsfzr+XtQScN869fSgBRt3n7/AEHr700bdsf3/wBfSnAnefnXoO3196QE7Y/nX8vagDlfENtpU+ozG9t7l5BBEpdCBhWaWMYyM8eYxJ7fIa52WC0mv7WWzsLxI1YPOkgHAYxSb8qDjGznqeOR67/iHzLbVZbq31N7eR4YIZEiiZiAzyqrHHGC0mfX5DjrTtG8p2OoNrcjRqky75HBZseUC4zkY/dMeg+90FICa4sbbTLC206LTriW2upvsz72z5cbgKzZXPXOeffpwK3tOsU020FrE8jqrM26TBOWYsegAxk9B0rP0QJfzNrkLHyLuFVVGUBuCclscZ/P8Olb1ABVGCRTqt5GLbYypGTN/wA9M7sD8MfrV6qkX2r7fc+Zj7PtTycYznnd/SmuoFuiiikAhqlaaja3zOts7PsJBby2C8HBwSMHn0q6aybDSPsF/NcLKgSQECKKPYOWzk8nJ9+OpoA1q8a8KG5/4TuHfcQMnnSfKroT0b05r2WvFfCTWx8fQeXBKr+dJ8xlBHRu23+tRPdHnY12qUtev+R7WKqr/wAhVv8ArgP/AEI1aFVV/wCQq3/XAf8AoRqz0Sy33T9Kzm/5Fk/9ef8A7JWi33T9Kzm/5Fk/9ef/ALJQBgaIWXw0pWVUIvVO9xkD5l68it77RN/0FbH/AL9f/Z1zUNrNF4XtG82JoJb6ByhiO7/XIPvbsdvSuijmFzNcLa2drLHDJ5TO0mMsACRgKemcfhQA/wC0Tf8AQVsf+/X/ANnR9om/6Ctj/wB+v/s6fsuf+gbZ/wDf7/7CjZc/9A2z/wC/3/2FABDNI8yq17aTDn5I0wTx67j/ACqW4mEFvPMyArGpY4POAM1HEswlUyWdvGv96OQlunptFN1D/kG3mM58p8Zzj7vehjirySPL/F/iiw8R2lq1t9qtxA7BtyD5sgeje1b3hXWrW71xLCMTGWONgS6gKcDB7mvPh9o+wtzZ58wdovQ11Xgrzf8AhNJN/kbdkn+r2bv/AB3mvLt7WrGUt00fXY3A0Y4RwW0E2tfTy1PTrmdba1uJ3XKxKXYDrgDNZXh3xNaeJEuJLOGVBCVVvNAGc56YJrWlSOaKSN1LIwKspzggjoar2GmWGm71sbVLdXwWESlcn3r03zXTWx8rF0vZyUk+bSz6edy4M7Y/kH5+1Bztb5R19a4Pw1q+p3XjW/tLm882zj83y4g6krhwBwOeBXdnbhvv9felCamrovE4aWHmoSaeienmOGd5+Reg7/WkGdsfyj8/alG3efv9B6+9NG3bH9/9fSrOcyb3SJ7m8knWRFU8bTn0xVnS7CWxSRJCjliDkHpVi53fZZfK3+Zg7OvXtXLahq9zpZjW/vBbvJnaHYDcBj/GvJqxo4Wr7VQk27u621KhCU3yxV2afinRLjXtHSyt5kgfzFfe2egB9PrVvQ9Pl0rQ7WyldZZIRtZwevzVoIVKxn5+nv6VzF7rLLr0mmxXqiYkBId3zZK5H+NdleqqNqnK23pobKpVnS9jHWK12Op53N8i9B3+tQzTi3RHdcg8cVh7dbx1k3d+R0/zmiSHWJFKssjDOVBIrjrY+o4NU6clLpeJjG19TejfzYVdUGGORk+9SHO5vkXp6/WuPXVp01MaWLwC6HAgDDOduf8A69F9q9xpksUN9eiCWTkK7DLDp/jThmLUfepyut9OpfsajkkovXVadDsBnK/IvT1pOdv3F+96+9c74e1lNSvJ4heCfy0ztVs7efarF0uqm7lMHmeRk7OR/nrXR9c/dKooS1drW1IlCUHyyVmbTZ+f5R09aXnePkXoe/0rnwutcZMv+1yOlaOpi7Mcf2LzPMyd2D2/GiGL5oSn7OWnS2r9CS9zt+4PvevvQc4k+UdPX2qG23/ZIvO3+bgb+vXvVDURqBugbXzPJ2jdg9+/X2rapX5IKfK35LcDWOd4+Reh7/SkGcL8o+8e/wBazdLF+JJPt3mYwNmT+fStEbfl+/8AePrTo1PawU7NeT3AU52yfIPz9qdzvHyL09aYdu2T7/6+lO+XePv9PetQEGcJ8o6+v1oOdsnyD8/akG3Cff6+/vQdu2T7/wCvpTAfzv8AuL09aaM7Y/kH5+1L8u/+Pp700bcJ9/8AX0oAU52v8o6+vtTud5+RenrTDt2v9/r7+lO+Xefv9PekAgztj+Qfn7UHOG+UdfWkG3bH9/8AX0oO3Dff6+9MBwzvPyL0Hf60gztj+Ufn7Uo27z9/oPX3po27Y/v/AK+lACnOD8g+960vO8/IvQd/rTTtwfv/AHvenfLvP3+g9fegBBnEfyjp6+1HO37i/e9fekG3Ef3+nv6VDc7/ALHL5O7zednXrniplLlTYFjnc3yL0Hf60DPyfIOnrXO7dbx1k3d+R0/zmuhXb8n3+nvXPh8R7a/uONu6sAc7PuD73r70pzl/kH3fX6035dn8f3vf1pTty/3+nv711ARTzi3CO65B44p0cnmQq4QYY5GT71mWEV48rC/DtHt+QNzz+FaiqixhVDABuAM+tcWHqVqs3UekOias7/5FPlt5jmz8/wAi9PWl53j5F6Hv9Ka235/v9PenfLvH3+h9fauwk5O98faZp+o3NhLa3Jlt2beVVcHHPHNa+ia3b6/pjXtrE6R7imJMA5A9s0s3h/R553nm02CSWQne7R5LZ9TVWWwlsJFh0mAQWvVkjAUZ78fTFc1SpUpLma5l2S1OurPCuklTi1LTd6eZvHO8fIvQ9/pSDOF+UfePf61m6WL8SSfbvMxgbMn8+laI2/L9/wC8fWtKNT2sFOzXk9zkFOdsnyD8/anc7x8i9PWmHbtk+/8Ar6VT1HVtP0oRvf3Qt1fIUuSMmtW0tyoxlN8sVdl0Zwnyjr6+xoOdsnyD8/ao4ZIp4YZY2ZkcBlYZwQRwaedu2T7/AOvpTJH87/uL09aaM7Y/lH5+1L8u/wDj6e9NG3bH9/8AX0oAU52v8o6+vtTud5+RenrTDt2v9/r7+lO+Xefv9PekAgztj+Qfn7UHOG+UdfWkG3bH9/8AX0oO3Dff6+9MBwzvPyL0Hf60gztj+Qfn7Uo27z9/oPX3po27Y/v/AK+lAGBq1tdXGqIVtNPe2XyvMM8aM7qGkLDLHgKRGw47kj0qlYXN/pt9bG7a1tLSdNot4ggQSkDccKT8obIznuPfDfE1pA+pvdyW1xKLa3R2WPrKCZUAUnuu9mIGScrwaqStZXbT3NvpF5LJb3JYuuflCyMjsgAGGBjL7R3cepAQHSwyvp+qmOfFtZFEihQBfLeQkZK45Xk4wepP0zuVzt/FG15pkcdn5ObsyFCirnGCX3KeO3HVuhGM10VABVGCNV1W7kFxvZ0jBh/5543YP4/0q9WfbtbHVr0RowuAkXmsejD5tuP1prqBoUUUUgEooooAK8f8LPcHxvAr6gJE82T5PMY54bsRivYK8c8K+X/wnMGLRkPnSfPuPoaznujzMe7VaXr/AJHsgqqv/IVb/rgP/QjVoVVX/kKt/wBcB/6Ea0PTLLfdP0rOb/kWT/15/wDslaLfdP0rOb/kWT/15/8AslAGKoZvBun7VLYuoCcDPH2heatWLWMkc8gF6WNzMHMPnBSyyMp+7x/Dj8KXTf8AkUrT/fT/ANGiqvh+6I0+686/jtlGpXqIHCjOJ39evWgDUxZ/3dU/76uP8aMWf93VP++rj/GnfbYf+g3bfmn+NH22H/oN235p/jQAtv8AZhOvli+VueZjNt6f7RxT9QOdMvRkNmJ+B3+WkguY5Z1VNShuG5/dqVyePanajn+zL3OAPJfJB6fLSexUPiXqeFCE/YW/4l83+sHGW9D7Vqabf3Gi6xd31tp7NNGrBfMDFTlgD/OsYC2+wt+/nx5o/wCWQ9D/ALVei+JdThuPAxtCJU2RwguADnBXtn+teUpxju7Pp6n2+MrKEoUpK6m7de6+8pp4/wBbZ4EOmQgTDLHy345I9fQCmH4ia6IFl/sqDcWKkeW/QAe/vTvDXjSw0XRbPTXguZnbcwkAUDlz2zW/p2qw+NI3ktEktxbHawmA53emPpW06lRQvTleXbQ8jEwhQcpSwy5U97+f6nC2Oq3mk69qOpW+nEznf98MVO5xnitxfiBrbPEp0yHEi7m/dvweff2FekxKyQwrhTgAZz7U47trfKOvrXRGjNLSVjlqZlQqu86Kb23Z5gfiJrohSYaXBuZmUjy36ADHf3Nd/Y3stw0ayBVG3PT2p9/qaafInmRFt442n0//AF1k6j4vtNLszPJbTOsZCkLjJ7VyTqpVlB1rNbq2+hzVKtPENU6FLlb7Pe5k694v1TS9fm0+2sYpoETeJCjEk7d3Y461yHiDW77xGlpPe6bh4mdFESsOPlPOc109t4ustU8TWYiguEa4ZNoYDA+vPtXQ+IvFtr4amgS6tpZTcKSvlEcYPfOPWtIylV5nN2SZ6OHnLDVIQWH/AHlu+r0abOTbx/rcZnRdMhIgO1P3b8849fStzR9DtdXubTxTc+bFqEhDtErAICPl6EZ6D1rZ17XodA0qO+nheRCyptjxnJB9fpVnStRXVtJgvoYyiTfMqueR83fFdKh71pSucdWu1R9pRp8iejae+mqL2fnb94Og/rWRruqXGlWEU1tGkrlwhUgnAwfT6VsfNvb5V6Dv9aQbvk+VenrWkk2mk7HkyTasnY4vTtIt73xBb6/KJEvZMOyg/IDt29MZ6e9VvHFhHeaxZPJFI5WPAKHAHzfSu9+bZ90fe9feg7tzfKvT1+tctPCzjCUZTvd3228jolia75XGbTirJ+Rg6F4V0/QLqa4s5Zi864bzGBHXPGAK3c/L/rB97+tKN2V+VenrUVxP9mtXmZMqhyQDz1rq92nG+yRNSrOrLnqO7JGP3/3g6UufnH7wdD/Ssj/hIIW/5YP8/A5FbHzbx8q9D3+lZ0cRSrX9m72MznYdcvJPEraa0KC3DsPN2nPAJ69K1Lm6kin2KFZWAycVd+bb90fe9feht2JPlHT19qirRqThyxnZ3ve34CprlfvagW+cfvB0P9K5611u8m8RPpzwotujuBJtOTjP4V0R3eYPlXoe/wBKQbsL8o+8e/1racW7WdhSi3azsZ1/ey2xlEaq42Z5HfFc74a8WalrP2lruzigMW0LhGGc5z1PsK7M7tsnyj8/al+bzB8q9PWuWeGrvntVavtotDrhWpRpuEoXbtrfb/hzibLxZqdx4lm02SziW3iZ9suxsnHTnOKNT8W6nZ+IbbTorOJ4JygeQo2V3Ng98dK7UbsJ8o6+v1oO7bJ8o/P2p/V63Pze00ttZb9zX6zQ5r+yVrWtd79zj/EnirUtHjt5LS0inaQsGBRjjGPQ1iSfEDW1e4UaZCRCMofLfn5gPX0Jr0z5t/3V6etIN22P5V/P2qqVCrCCjKpd97Iqli8PCKUqKb73Z5zaeO9ZuL6ygk02FUuWUSMI3+XLFfX0Fd5Z3LzlzJtXGMYFWjuw/wAo6+vtVO/1JNPdDJGW3g42n0//AF1FSMqUlVnUtFbqxliK9Kr/AA6aj82Wwflj/eD/ACKCeG/eDrSRsXihYKMEAjn2px3Yb5R19fpXbc5DB8Ra1d6RJb/ZYkm80NuypOMYx0+tbcb7ooiWAJAP04qQbt5+Veg7/WkG7bH8o/P2qYxak22QotSbbEJ4P7wfepd3zn94Og/rQd2D8q/e9aX5t7fKvQd/rVljQeI/3g6f0oz8v+sH3v60o3Yj+UdPX2o+bb91fvevvQAZ+dv3g6D+tID9z94OlO+be3yr0Hf60g3fJ8q9PWkAmfk/1g+9/Wgnl/3g6f40vzbPuj73r71RvtUSxmEckZYuuRtP1qKtWFKPNN2QEt3cPAiMhVieOlYltr17Nr66e8EawFj+82nPTP061J4fx9sm25J2d+O9dB8237o+96+9cGFdTEP2/NaL+zvt5+Ypq6SWgjH7/wC8HSq95cvAEZNrE5HIqy27958o6etL828fKvQ9/pXbWhKpTcYS5W+vYqLSd2QxSF4UYsoLckfjWHrOuXmn6rFaQQJLFKqlnKk4ycdq6H5tv3R97196G3bZPlH5+1N05cijza9yJpyWjsBPzj94Oh/pSA8L+8H3jTju8wfKvQ9/pSDdhflX7x7/AFrQoQn5ZP3g/wAisfX/AA7Y+IkgjvZZQsJLL5TAcnHXINbJ3bZPlH5+1L83mD5V6etKSTVmXTqTpyU4OzRXtYY7W0t7eN/kiUIueuAMDNTE/LJ+8H+RSjdhPlHX19jQd22T5R+ftVENtu7Dd8/+sHSkB+WP94P8infNv+6vT1pBu2x/KPz9qAEJ+V/3g6/0pc/Of3g6UHdh/lHX19qX5t5+VenrSAaD8sf7wf5FBPDfvB1pRu2x/KPz9qDuw3yjr6/SmABvnP7wdB/WkB+WP94P8inDdvPyr0Hf60g3bY/lH5+1AHN61MDd3EJ1qSykkigjjKKxEbtJJhuDj5tm05/u4yM1i6c/m+JbT7RfSTL895CDGfLEbvOysNzZB2qO2OF68mtnW475tSQ2y2AjRBITMELMwEoG7JBIDtGR7lufXPdruG4t7i4WxgtB5aNFasu92JXCoRzuDuwBGOGOMZzSA22bf4l00eY7FLaZhK8Y/eAlcjIxjHHGP8a6Cucv5v8AQYdUhkQoxjkN3GuGSD7xLHPzAgdOBznHFdECCAR0NAC1ThklbUblHgCwqseyXHLk5yM+3H51cqnDHOuo3UjzBoGVBHGOqEZ3H8ePypgXKKKKQCVzU1hfSXeo4tpDBLNHIFeYETKvDKOeM+hwK6WigClpkE1tp0MM7Zdc55zgZJAz7DA/CvLfC7MfG8IOoGQebJ+7+f0PqMV6/XkXhdJR42hLaaIh5sn7zbIMcH1OKznujy8wv7Wjbv5+X9anrwqqv/IVb/rgP/QjVoVV/wCYo3/XAf8AoRrQ9Qst90/Ss5v+RZP/AF5/+yUlvPqFzZRThLVRLGHxubjIz6Urf8iyf+vP/wBkoAo6VG8vhW1WNC7AhtoIBOJMnr9Ky/DNzFFvkmym691IBSMnP2kHGBn0Nb/hv/kX7T6N/wChGue8O/8AH9b/APYT1P8A9GtQB1X9pWnrJ/35f/CohqDz3Bhs4kk2oGYys0eMkgY+U56Vo1m3bwG72NFcvMIwSYCwwpJxkgjuDQBMjXZdRNBAidzHMzHp6bR/OotQx/Zt7jOfKfrnH3e9JAYvOXbHeoeeZncr09yRS6gQdMvQG3Zifj1+Wk9iofEjwsNN9hb5rT/WD+CP0PtXs9nplhdaPaLcWcEoeFC4ZAQx25/nXjPkSixYf2ZJ/rBxh/Q16L4Y8S6re6wul3NlHFaQxkJII2B+UYHJOK4KHLzWkrn1Wc0p1KanTsuW76Lt5nRt4e0ONS50u0Hlj5T5I+UdfT61JpVvpUAlGmW8MSnG8QpsyecZxVfUdRuIrmS2SNXicYLYOeRR4fG1LjP7vlevfr60li08SqMF3vp2XQ+XlVqSVpSbXqYnh+XXm8XXq308j6ePN8pC4IHzfLwOeldoQNrfe6+pqlb6fb21z9pSVvMfOcsMc81cLDa37wdfaurDqoov2m9/wKr1nWlzNJdNFYZLbW87fvovM2jjcM4qrNpOnXMQSeyhkRjlg8eQeKvhhvP7wdB6e9NDDbH+8H6elaOlBu7SuZJtO6M6PQdIglSaHTLaOWMjY6xAFfoe1TXulafqLqbyyiuGjHyGVN23PXGatlhtP7wfe9qduG8/vB0Hp71XKtrFe1qN83M7lW6sbS+tkhu7ZJ4uDskXcM49DSxxW1hZKkSCG3i6KgIVRn0FUdO1G4ubt4pkVI0UlWC49u9aMyJNbvE8nyudpwR0zWFKvGtBzp/iOopw9yT038hYLiC6DvC7Oo4JGetSDHyff6epqtZ2kNijxwyHafmO4g81ZDD5P3g6e1a0nNwXtN+tjMMDZ/H971PrQQNzff6ep96TcNn+sH3vb1pSw3N+8HT2rQAAGV+/09TTXjjkiKOpZS3IOSDzTgwyv7wdPak3Db/rB9729aTV9GBXNhZjdi1TgZHy9KtYG8ff6Hufamsw+f8AeDp7U7cN4/eDofT2qYwjH4VYBMDaPv8A3vU+tBAxJ978z6Um4bR+8H3vb1oJGJP3g6e3pVgOIG8ff6HufakGPl+/949zSlhvH7wdD6e1NBHy/vB94+lACkDbJ9/8z6UuBvH3+nqaaWG2T94P09KduG8fvB09qQCADCfe6+p96CBtk+/+Z9KQMMJ+8HX296Cw2yfvB+npTAdgb/4+nqaQAbU+/wDmfSl3Df8A6wdPamhhhP3g/T0oAUgbX+/19T6VHNbW87DzovMwONwJxTyw2v8AvB19vSnbhvP7wdPaplFSVmA1QoSMAMAPr6UpAw33uvqaQMNsf7wfp6UEjDfvB19qoBwA3n7/AEHc+9IANsf3vzPpShhvP7wdB6e9NDDbH+8H6elACkDB+/8Ae9TS4G8/f6Dufemlhg/vB972p24bz+8HQenvQAgAxH97p6n0owNv8f3vU+tIGGI/3g6e3pRuG3/WD73t60AOwN7ff6DufekAHyff6eppdw3t+8HQenvSBh8n7wdPagAwNn8f3vU+tQzW1vM5aWEOwXgsM461LuGz/WD73t60pYZf94Ont71MoqSs0BFFbW8EgaKEISOSoxmpcDb/AB/e9T60bhuX94Oh9KTcNv8ArB9729aIxUVZIBWA+f7/AE9TS4G8ff6Hufamsw+f94OntTtw3j94Oh9PaqATA2j7/wB71PrQQMSff/M+lJuG0fvB9729aCRiT94P09KBDiBvH3+h7n2pBjC/f+96mlLDeP3g6H09qaGHy/vB94+lAxSBtk+/+Z9KXA3j7/T1NNLDbJ+8H6elO3DeP3g6e1IBABhPvdfU+hoIG2T7/wCZ9KQMMJ+8HX29DQWG2T94P09KYDsDf/H09TSADbH978z6Uu4b/wDWDp7U0MNsf7wfp6UAKQNr/e6+p9KXA3n7/T1NNLDa/wC8HX29KduG8/vB09qQCADbH978z6UHGG+919TSBhtj/eD9PSgkYb94OvtTAcAN5+/0Hc+9IANsf3vzPpShhvP7wdB6e9NDDbH+8H6elAHNa7HbJqFxeSaRPdywW8LqU3EyFZWKouFPIPJ5HDDOR0x7e1t5L37OdEe2sR5SCWdJH5RiACOM5+zQnj15zuxWvrssaauF/t2a0klgCLAiswJL4VgAwG7JI6fXoCMPSbBdft4UvdcubiVFjuPKKM+FkSQKWySASHGQP7uO+aQHS3tsmLHT4bV4kmlEbmVdxaJMHlwSMdAFbO70wCa6UcCubhMevzyoszhLC/US70B8xlVJBsIOVXLD3+Xnjr0lABWfbpbDV7145GNwyReah6KBu24+vP5VoVRgkjbVbyNbfY6pGWl/56Z3YH4YP5011AvUUUUgEoorlrzU7wy6nDDexI1vLEVONu1D94ZIbn3x+VAHU14/4WEQ8cQ7bp3PmyfKUI7H3r1HS53uNNgmk8wuy8l8ZPPXgAfoOK808MJOPGkJeySNfNk+cIQeh96yqbo8rMFerR9f8j1sVV/5ijf9cB/6EatCqv8AzFG/64D/ANCNanqjdM/5A1n/ANe6f+gioW/5Fk/9ef8A7JU2mf8AIGs/+vdP/QRULf8AIsn/AK8//ZKAGeG/+RftPo3/AKEa57w7/wAf1v8A9hPU/wD0a1dD4b/5F+0+jf8AoRrD0WA2+p28ZIJOoai+R/tSFv60AdjWPcPGmszb9RNr/o8WAGQbvmk/vA1sVk2TvJ4h1VWbKxpAqDA4GGP8yaAH28kbTIF1U3Lc/uy0fPH+yoNTXsmywu3IGFjYnB/2anmkRGjVjgu21R6nBP8AIGqmoY/s284I/dP1PH3e9J7DirySPGNW1Oz1SyjIM8Yjk7xg5yP972rtvCmvW93rSadFFKJIomG5sAHaMeteehpPsLfvbP8A1g/5Zr6H/ZrqvBRZvGkoaSAjZJ/q0Ab8wAa8elh6fNBW2em59fjMHShhHCK0im1q/LyOyv8AU44fEEdo0bF3ZACOnOK6PLbzwOnr/wDWqo9laySmeS2Rp1Iw7ICwx05q1gbzw/T1Nd+GwyoynJfadz5SpOMlFRWyKWpWT6jYLbhlTJB3HnpTtPtHsbBbYsr7Cfm6Zyc1ZAG2Ph/zPpQQMNw/X1Nbexh7T2ltbWMbDwW3ngdB3+vtSAttj4H5+1AA3nh+g7n3poA2x8P+Z9K1GOJba3A+960Zbe3A6Dv9famkDaeH+96mnYG88P0Hc+9AAC2I+B09fajLbeg+96+9NAGI+H6ep9KMDb0f73qfWgB+W3twOg7/AFpAW+TgdPWkwNzcP0Hc+9AA+Th+nqaQC5bZ0H3vX3pSW3NwOnr9aZgbOj/e9T60pAy3D9PU0wHAtleB09aTLbeg+96+9IAMrw/T1NJgbej/AHvU+tAGdqOspp90tvJCzNIoIKngdqpeHfFkHiS5mjgtpIjCgJMjDnJ9vpWxNaW07F5bdZGUfKzrkj86ZaaZY2Mha0soYGcYYwxhCfrisYqoptt6dDGcarqRcX7vUt5baOB97196GLYk4HT19qbgbej/AHvU+tBAxJw/5n0rY2Hkt5g4HQ9/p7Vn6vqa6PpM1/LGZEiIJVDyctj+tXyBvHD9D3PtUE9tBdW/k3EAmiY/Mkg3Kee4NJ7aETUnFqL1KWh6ymu6Ub6CFo0ZmXa554+lauW3jgdPX/61VYLS2s4GhtbdYYwSQkS7Vzj0FWcDeOH6epoV7ahTUlFKbu+oAthOB19frQS22Tgfn7U0AYTh+vqfeggbZOH/ADPpTLJMtv6Dp6//AFqaC22Pgfn7UYG/o/T1NNAGE4f8z6UAOJbEnA6+vtS5beeB09f/AK1MIG1+H/M+lOwN54fp6mkAAttj4H5+1BLYbgdfX6U0AbY+H/M+lBAw3D9fU0wHgtvPA6Dv9fakBbbHwPz9qABvPD9B3PvTQBtj4f8AM+lADiW2ngfe9aMtvbgdB3+vtTSBg8P971NOwN54foO596AAFsR8Dp6+1GW29B97196aAMJw/T1PpRgbej/e9T60APy29uB0Hf60gLfJwOnrSYG5uH6DufegAfJw/T1NIDnj4qtx4n/4R/7LJ5+/Hmbht6b/AK10RLZfgfd9frVP+zbH7V9s+xQ/ad3+u8sb/T73XpxVsgZbh+nqfehX6mVJVFfnd9dPTsOy29eB0Pf6UmW29B97196TA3Lw/Q9zSYG3o/3vU+tM1HMW/ecDp60uW3jgdD3+ntTGA+fh+nqadgbxw/Q9z7UgDLbRwPvevvQxbbJwPz9qbgbej/e9T60EDEnD/mfSmA8lvMHA6Hv9PakBbC8D7x7/AFoIG8cP0Pc+1NAHy8P949zSAcS22Tgfn7UuW3jgdPX/AOtTCBtk4f8AM+lOwN44fp6mmAAthOB19fY0Ettk4H5+1NAGE4fr6n0NBA2ycP8AmfSgCTLb+g6ev/1qaC22Pgfn7UYG/o/T1NNAG2Ph/wAz6UAOJbEnA6+vtS5beeB09f8A61MIG1+H/M+lOwN54fp6mkAAttj4H5+1BLYbgdfX6U0AbY+H/M+lBAw3D9fU0wHgtvPA6Dv9fakBbbHwPz9qABvPD9B3PvTQBtj4f8z6UAc3r01wms2iKbBElAQtcbWcDJZiMjgBFbBPGc/jVS9Om6gLjUJbSK3MrxxC2xuKhVKl9g5UBJeDgYx1PSxr0MEmrRb9Dur1mjX9+kkiqnLqAdoPQSOc9efpWdp+nx6hc6fNeaUiXEzk3Ad5N0beUWMgBPyjc0q+oYg5yKQG7fi6sdXsrtrwJbPII7hUhba7EMq8An5iWjGT/c6joeirAkVDrFhEtogRXeaXapYpKFwrMynGSGb731rfoAKqRG6+33IkA+zbU8kjGSed39Kt1RgjC6ndyfad5ZIwYc/6vG7nr3/pTQF6iiikAlFFFABXj3hZbYeOIjHLKX82ThowB0PfdXsNeS+GPtP/AAmsW+O3CebJyqpnofTmsqnxRPKzFXq0dOv+R62Kq/8AMUb/AK4D/wBCNWhVX/mKN/1wH/oRrU9Ubpn/ACBrP/r3T/0EVC3/ACLJ/wCvP/2SptM/5A1n/wBe6f8AoIqFv+RZP/Xn/wCyUAM8N/8AIv2n0b/0I1lWH/IZtv8Ar9vv51q+G/8AkX7T6N/6EayrD/kM23/X7ffzoA6qsew48RayfaD/ANANbFc7HcSQ+INSWKNZJJXhQB32gfumbOcH+76UAWGu5ruXS5Wt/Kikl3qxcE8xORxVy6RJrS4jZ8q6MpGRzlahs4DLp+kuDt8lUfHr+6K4/wDHv0q1OT9nnyBjac8+1TP4WNbnkfiTQrbSrSBbKzkm8yQlgxZsYHHT610nhbSba21tLxYmSZ423EscDI561geMmge0tPMeRQHbG1Aew9xXQeFFQa2hRmJ8o8MuO31r53CTnKNJyerevnqz6etVnPA8/O3fm766nckja/7zv7elOyN5/e9vag7tsnA6+vtTvn3nhenrX0h8uRgjbH+8/l6UEja37zv7U4btsfA/P2oO7a/A6+tAACN5/e9h6e9NBG2P95/L0p437zwvQd/rSDdtj4H5+1MBpI2n95/F7U7I3n972Hp70HdtPA+960vz724XoO/1pANBGI/3nb29KTI2/wCs/i9vWnDdiPgdPX2o+bb0H3vX3oAMje373sPT3pAR8n7zt7U7597cL0Hf60g3fJwOnrQA3I2f6z+L29aUkbm/edvb3pfm2dB97196U7tzcDp6/WmA0EZX9729qTI2/wCs/i9vWnjdleB09aT5tvQfe9fekA1iPn/edvanZG8fvex9Paht37zgdPWl+feOF6Hv9KAGZG3/AFn8Xt60EjEn7zt7elO+bb0H3vX3obdiTgdPX2pgBI3j972Pp7U0EYX95/EfSnnf5g4Xoe/0pBuwvA+8e/1pANJG2T95/L0p2RvH73t7UHdtk4H5+1L8/mDhenrQAwEYT9539vegkbZP3n8vSnDdhOB19frQd22Tgfn7UwDI3/63t7U0EYT95/L0qT59/RenrTRu2x8D8/akA0kbX/ed/b0p2RvP73t7UHdtfgdfX2p3z7zwvT1oAjBG2P8Aefy9KCRhv3nf2pw3bY+B+ftQd2G4HX1+lMABG8/vew9PemgjbH+8/l6U8b954XoO/wBaQbtsfA/P2oAaSMH95/F7U7I3n972Hp70Hdg8D73rS/Pvbheg7/WkAwEYj/edvb0oyNv+s/i9vWnDdiPgdPX2o+bb0H3vX3oAMje373sPT3pAR8n7zt7U7597cL0Hf60g3fJwOnrQA3I2f6z+L29aUkZf9529vel+bZ0H3vX3oO7L8D7vr9aYCZG5f3nY+lJkbf8AWfxe3rT/AJt68Doe/wBKT5tvQfe9fekA1iPn/edvanZG8fvex9Paht37zgdPWl+feOF6Hv8ASgBmRt/1n8Xt60EjEn7z+XpTvm29B97196G3bZOB+ftQAEjeP3vY+ntTQRhf3n8R9Ked/mDheh7/AEpBuwvA+8e/1oAaSNsn7z+XpTsjeP3vb2qOaQxW80pUEIpYjPoKxPDXimLxK1x5Nq8PkBc72BznPp9KLq9jOVWEZqDer2N0EYT9539vQ0EjbJ+8/l6U4bsJwOvr7Gg7tsnA/P2pmgZG/wD1vb2poI2x/vP5elSfPv6L09aaN22Pgfn7UgGkja/7zv7elOyN5/e9vag7tr8Dr6+1O+feeF6etAEYI2x/vP5elBIw37zv7U4btsfA/P2oO7DcDr6/SmAAjef3vYenvTQRtj/efy9KeN+88L0Hf60g3bY+B+ftQBxvie9MOoSwC4uoEuLVFaeLB8nDSNuUZ5JCkH6Lg8UmjXFpFqCvNNeTSXqy2/mgsMGOedh0OfmG/HoFA71Y1/VLm11dkjubSOCO38yYS4ygKzcnKknJVAAOeG45qtBHqby6e8+sWzM85zHBIQjyDymK/KuF5SUfNn74HU8IC3JNa6Nr13fxxSuZ4U3AFxtZpERd6nJBJPBA6K3Hr09pcJeWcF1EcxzRrIpHcEZHX61jXCxz67YwSXERkKvJKIgymVcYVWGSCudx5P8ABjHWt8AKAAAAOABQA6s+3NsdXvhGri4CReaT0I+bbj9a0KpQyStqNyjW4SNUjKS4/wBYTuyM98cfnT7gXaKKKQCGsE65N58kbWQJEgjjZZMqXLYCscYB78bsfWt41nJo9hHHIiwYSQksu9iM5zkDPBzzxQBYsbsXtolwqld2QVPYgkH9RXk/hX7L/wAJzD5Zm3+bJ94DHQ167FFHBEsUSBEUYCgcCvKPDBuf+E1h3y25TzZOFaPPQ+nNZVN0eVmK/e0fX/I9cFVf+Yo3/XAf+hGrQqr/AMxRv+uA/wDQjWp6o3TP+QNZ/wDXun/oIqFv+RZP/Xn/AOyVNpn/ACBrP/r3T/0EVC3/ACLJ/wCvP/2SgBnhv/kX7T6N/wChGsqw/wCQzbf9ft9/OtXw3/yL9p9G/wDQjWVYf8hm2/6/b7+dAHVVxkdzL/wnVzDuGw30adO32R2/ma7OuSS0sZPEV9PdxxE/2htzIeOLWPHXjPJ/M0Ab1pDc29vBBKImSNAmUJycDFJf/Lp14RlSInIbPT5ahg/s9b4R2sEW9V3NLEFwgOQAec84PapdQIOm3oDbj5T/AC8c/LSexUPiR4hJeXU9lmbUkkIkGC+444PqtdT4KuJ5PGLxveCWMRyYjGeP0FckIZvsLf8AEr/5aDjbJ6H3r0HwtpKWuurefY3iZ42zId2OR78V5dNqM4q3VH12a16FCg4NfFdKyjvp9x3EykwThAwcg7TnviqelwXkPmi73sTjbl8+vvV8kbX/AHnf29Kdkbz+97e1ehKipVFUu9PuPjyCaeG1gWWbKoCAT17e1OhmiuIDLECyMeD0plxbw3dukUzkoSCQCB2p0EMVtb+TE+EU8AkGj977Tpy2+dwJgBvPyN0Hf600AbY/kb8/anAjef3vYenvTQRtj/e/y9K2ACBg/I33qdgbz8jdB3+tNJG0/vP4vanZG8/vew9PegBoAxH8jdPX2pkjpFA0jqwVTkn0GaeCMR/ve3t6UyVEmgeJ5Mq5wRkdM1Mr2fLuA22uYLsO8GXUcE4xz+NR217a3UnlwsWZV+YYI/nT7W1gsleOFyFPJywPNMtbC2tJfMhYhnXBy2awX1i0L2/vb/gBZwNn3G+96+9KQMt8jdPX60mRs/1v8Xt60pI3N+97e1dIAAMr8jdKTA2/cb739aUEZX9729qTI2/63+L29aABgPn+RulOwN4+Ruh7/SmsR8/73t7U7I3j972Pp7UANwNv3G+96+9BAxJ8jfn7UZG3/W/xe3rQSMSfvP5elADiBvHyN0Pf6U0AYX5G+8e9OJG8fvex9PamgjC/vP4j6UAZl7BfPfK9uWWAY3jfj68Z9K1cDePkbp600kbZP3v8vSnZG8fve3tWNOioSlJN6/1oA0AYT5G6+v1oIG2T5G/P2oBGE/e9/b3oJG2T97/L0rYB2Bv+43T1poA2p8jf5FOyN/8Are3tTQRhP3v8vSgAIG1/kP8AkU7A3n5G6etNJG1/3nf29Kdkbz+97e1ADQBtj+Rv8iggYb5G60AjbH+9/l6UEjDfvO/tQA4Abz8jdB3+tNAG2P5G/wAinAjef3vYenvTQRtj/e/y9KADAwfkb71OwN5+Rug7/WmkjB/e/wAXtTsjef3vYenvQA0AYj+Runr7UYG37jfe/rQCMR/ve3t6UZG3/W/xe3rQA7A3N8jdB3+tIAPk+RulGRvb972Hp70Aj5P3vb2oATA2fcb73r70pAy/yN0/xpMjZ/rf4vb1pSRlv3vb296ADA3L8jdDSYG37jfe/rS5G5f3vY+lJkbf9b/F7etAAwHz/I3SnYG8fI3Q9/pTWI+f9729qdkbx+97H09qAG4G37jfe9feggYk+Rv8ijI2/wCt/i9vWgkbZP3v8vSgBxA3j5G6Hv8ASmgDC/I33jTiRvH73sfT2poIwv7z+I+lAAyqySgxkgjBB+lQW1jaWbH7NaRQbh83lIFz9cVOSNsn73+XpTsjeP3vb2oFypu40AYT5G6+vsaCBtk+Rvz9qARhP3vf29DQSNsn73+XpQMdgb/uN09aaANsfyN/kU7I3/63t7U0EbY/3v8AL0oACBtf5G6/0p2BvPyN09aaSNr/ALzv7elOyN5/e9vagBoA2x/I3+RQQMN8jdaARtj/AHv8vSgkYb9539qAHADefkboO/1poA2x/I3+RTgRvP73sPT3poI2x/vf5elAHP63Zpc33l/2Q92ZI0V5BJIgA3lQMrxwJJCehwT61kNldRihfSfslhBcszG4YnP7xGEiZOQC7H7p7ZORxV7xF9hFzdzXN3fxmG2RnNuRhFYyoGHPXLbieg8tSaw7qbSjdTQJLeXDRmWaVnn2HCuThTzyTCQANvr3zSA6qe3gGuabcyWsUJjRiZBnyxwwUBhgFvmOMjgFu5FdHXL6kBDp9taASNA8kcE5lygK5CgBD1Bzzsx+VdRQAVTiS4GoXLySq1uyoIkHVSM7vz4/KrlZ9uluNXvXjlLXDJEJUI4UDdt/Pn8qa6gaFFFFIBKKDWS+v6dGWVpJNykKAIXJfnb8vHzDPHFAGtXjvhZrY+OIgkMofzZOWlBHQ9tteuwyieFZFDhWGQHUqfxB5FeU+GHuT41hD3qSJ5snyCQk9D2rKpujysx/i0fX/I9cFVf+Yo3/AFwH/oRq0Kq/8xRv+uA/9CNanqjdM/5A1n/17p/6CKhb/kWT/wBef/slTaZ/yBrP/r3T/wBBFU7ucQeEJ5yu4R2DPj1xHmgB/hv/AJF+0+jf+hGqEcKQa/ZohODcXT8+rBWP6mrvhkk+HLMkYJU/+hGq7/8AIx2X/XW4/wDQFoA17yc21jcXCqGMUbOAe+BmsjTXSGfXJL8w4W/TLY+XJghA6/UCtPVf+QPff9e8n/oJrJuLSRJL6aG5dHkvoGMbKrJn9yuegboB3FAF+J7J70SW0yiRl2lFAAYDJGeO2TT9R/5Bd9nGPJfOP92pUS8Dr500EiZ5VISp6epY1FqA/wCJdeYGD5T4Pp8tJ7FQ+JHggFr9hb5pseaP4R6H3r2LQNdW7Nrp6wFfLhA3luuFx0ryVmnSxO6/QZkHPzeh/wBmut8Fy3L+MGWS8M0XlyYj3Nx+YxXmUpSU48r33Psc2oqrRcpfZu+vl5HqB3Yk6df6U75t56dKYQNr/Ievt6UuBvP7s9PavUPjDGsNdF7qcliLfZ5W75y2c446YrZO7a/TrXDeHNP1SDxle3F1NvtH83y08zOMsCOPpXcEDa3yHr7Vz4Wo6kG276s6sXTp05pU3dWX3jxu3np0H9aaN22Pp/kUADef3Z6D096QAbY/kP6eldJyindtbp96l+bzG6dB/Ws7WBL/AGNerbny5zE/luDja2ODntWL4Hi1OOxuxqly9zJ5g2M0hfAx05rF1Yqoqb3ZtGlF0nU5ldPbqzqhuxH06f0o+bb2+9/WqVrqNpdzmCElpEBLDbj2q5gbfuH73t61cJxmrxdzBO475t7dOg/rSDd8nTpSYG9v3Z6D096AB8nyHp7VQxfm2dvvf1pTu3N06f403A2fcP3vb1oIG5v3Z6e3vTAcN2V6dP8ACk+bb2+9/WkAGV/dnp7VkXniLS7CSWG4lZHiJLjyycDr29qmUox+JkynGKvJ2Nht37zp0pfm3jp0P9KztM1Wy1m0kubFy8QJQkqV5A9D9RWhgbx+7PQ+ntTWoRkpLmi7oPm2jp97+tDbsSdOn9KyI/EOly6wdJSVjeq5Bj8s9uTz06VrEDEnyHp7elF0xQnGd+V3sPO7zB06H+lNG7C9PvH+tBA3j92eh9PakAHy/IfvH0oLFO7bJ0/yKd83mDp0phA2yfIf09KXA3j92entQADdhOnX/Gg7tsnT/IpABhPkPX296CBtk+Q/p6UwH/Nv7dKaN22Pp/kUYG//AFZ6e1IAMJ8h/T0pAKd2JOnX+lO+beenSsa68Q6XZ6qmmTyst3KyhE8snO7gcjitfA3n92entRdERnGTai9gG7bH0/yKDuw3Tr/hSADbH8h/T0oIGG+Q9famWPG7eenQf1po3bY+n+RQAN5/dnoPT3pABtj+Q/p6UAKd209PvUvzeY3ToP600gYPyH73tS4G8/uz0Hp70gAbsR9On9KPm29vvf1pABiP5D09vSjA2/cP3vb1oAd829unQf1pBu+Tp0pMDe37s9B6e9AA+T5D09qAF+bZ2+9/Wg7sv0+7/jSYGz7h+97etBAy/wAh6e3vTAd829enQ/0pPm29vvf1owNy/uz0PpSYG37h+97etIBW3fvOnSnfNvHTof6UxgPn+Q9PalwN4/dnofT2oAPm2jp97+tDbtsnT/IpMDaPkP3vb1oIGJPkP6elADzu8wdOh/pTRuwvT7x/rQQN4/dnofT2pAB8vyH7x9KAFO7bJ0/yKd83mDp0phA2yfIf09KXA3j92entQADdhOnX+hoO7bJ0/wAikAHyfIevt6GggbZPkP6elMB/zb+3Smjdtj6f5FGBv/1Z6e1IANsfyH9PSkAp3Yk6df6U75t56dKYQNr/ACHr7elLgbz+7PT2oABu2x9P8ig7vm6fe/wpABtj+Q/p6UEDDfIevtTAeN289Og/rTRu2x9P8igAbz+7PQenvSADbH8h/T0oA5rWp5TrsVp/aVtbwCJJpI5Ttb5ZgxIbHQqjjGe3YdaMMzjVbCU31t9skmZX2JuEwVih3FeARnfjnDM3QZNaWt20k97sOkLdRNCA0vzZX5yCDgjgK7HAJJ5HHU4dx/aim1WPRobFvMDJI8gOS6NIyruPBEijgEbs9QCTSA6Rp93iewT7XDIPssodFkI3MzKVYJyONjjOc8mugrnNU2R32m3PkQJc/aVVMEljFhtxIwMEBm9cZPqa3oZoriFZYZUljYZV0YMD9CKAJaoQSRNq15GsG2VEiLy/3wd2B+HP51fqpE10b+5WRQLcKnksMZJ53f0p9wLdFFFIBDWGNBLR3ImuIpzM27dNbK5+9kA56gdAOMVuUUAVLC0FlZRWyuWCA8kY756dh7V5V4VaE+OItts6N5snzFyex9q9gryPwu8h8awg6j5g82T93l/Q+oxWVT4onlZj/Fo+v+R66Kq/8xRv+uA/9CNWhVX/AJijf9cB/wChGtT1Rumf8gaz/wCvdP8A0EVnar/yId7/ANgyT/0Ua0dM/wCQNZ/9e6f+gis7Vf8AkQ73/sGSf+ijQBN4Z/5Fyz/3T/6Earv/AMjHZf8AXW4/9AWrHhn/AJFyz/3T/wChGq7/APIx2X/XW4/9AWgDT1X/AJA99/17yf8AoJqvIriW5jl06W5ilkDjBjKnCr2Zh3HpUfiV3Tw9eFCQSqrwccFgCPyNLdy33nW6yqYYSx3vbO0jfdOARs4Ge9AElvHEkwK6UbU8/vdsQxx/ssTT785068CtuPlPheOflptuV89NtzdyHn5ZUIXp/uipL8lNOvGOCBE5P/fNJ7FQ+JHhskV19iPmaSQfMGAUkHY+9dV4MS4XxgxksjBF5cmJdjDP4k4rlr7ULa+slJilQJJ2YHOR9K67wZqUU/ir7LHE6skb/MzAg4/CvIouXNHTqfaY/wBp9WnePR/LbzPSSRtf9539vSkaWNG+acLkcZIFPO7EnTr/AEqnf2H210zJs2DsM5z/APqr068qkabdKN5dtj4uCTdpOyFitLaKQTxkh26nd61ZJGG/ed/aiNWWKFcjgAfpTju2v061VOnGnG0Vb0JAFd5/e9h6e9choGra9eeI7u11K1eKwjVzDKbcoGIYBfmPB4JrsRu3np0H9aaN22Pp/kVTTbTubU6sYRlFxTv17ehFKsckMiPJ8jcHkdKis7a2tQ628mFOCfmB5qS8ZksbhjggKTVLRJzPFKwXbggcmuKpVSxcIcq1T16oysrDrSysLSfzoXCyOCGPmZ96vhlKZEuRu9R61yv2tUkkOwnB9feui09zJpsLgAAnof8Aermy/GutUdJQUUtdPX0G1FLRlnI3t+97D096AR8n7zt7U75t7dOg/rSDd8nTpXrkkD3VvGpD3UakNkhnUY5pYriCdWeG4SRem5GBGfTiuV1XS11LWbm1aUxmfKFgM4yta/hzQP8AhHdPls1uPPDyGXcU24yAMdfaubD4h1nJW+FtfcY81T2iXL7vf/gGwCMr+97e1YV1o+h393KLh0e5lJDoJ8MfwB9K3xuyvTp/hXMp4TVfFh1/7Wd5cnyvL4+7t65recVK11cVfmaSUeZN6+S7l6xs9K0C3eytp0gRyXCPKCSSMd+e1aMN3bXD4hu45CBzsdTj8q5HxdoyahrlncSTMjRooAVcg/MTWh4Y8JL4buZ5EvDOZ0C4aPbjB+vvWUK8ZzcI/Z3MoyrQqKnGmlDvf9C5H4e0uLWTq6IwvGckv5hxzweOnStCW7toWMcl1EjsOFZ1BP4VY+baOn3v61zOu+El1rWINRN2Yjbqo2CPIbBLdc+9bPTZGk06UX7GKbb9DpiRvH73sfT2poIwv7z+I+lSHd5g6dD/AEpo3YXp94/1pnQNJG2T95/L0p2RvH73t7UHdtk6f5FO+bzB06UwIwRhP3nf296hku7aNzE93EsjfdRnUE5HHFWBuwnTr/jXNar4TXU/EVvrDXhja3MZEYjyG2Hd1zSd+hlVlOKvBXZ0uRv/ANb29qaCMJ+8/l6VJ82/t0po3bY+n+RTNTHu/D2l3mqpqk6M13EylH8wgfLyOOlbGRvP73t7UHdiTp1/pTvm3np0pWSIjTjFtxVr7kYI2x/vP5elBIw37zv7U4btsfT/ACKDuw3Tr/hTLAFd5/e9h6e9NBG2P95/L0qQbt56dB/Wmjdtj6f5FADSRg/vP4vanZG8/vew9Peg7tp6fepfm8xunQf1oAYCMR/vO3t6UZG3/Wfxe3rThuxH06f0o+bb2+9/WgBMje373sPT3oBHyfvO3tTvm3t06D+tIN3ydOlIBuRs/wBZ/F7etKSMt+87e3vS/Ns7fe/rQd2X6fd/xpgJkbl/e9j6Ux5Y44i8kyoobJLEADmpfm3r06H+lUNW086rpFxYtJ5YnG0uBnHPpSZM21FuKuyxHcQTo7w3CSLjGUYEZ/CpsjeP3vY+ntWN4e0H/hHdLksln88FzJuK7eoAx19q2/m3jp0P9KFsTScpQTmrPsR5G3/Wfxe3rQSNsn7z+XpTvm2jp97+tDbtsnT/ACKZoBI3j972Pp7U0EYX95/EfSpDu8wdOh/pTRuwvT7x/rSAaSNsn7z+XpTsjeP3vb2oO7bJ0/yKd83mDp0pgRgjCfvO/t6GgkbZP3n8vSnDdhOnX+hoO7bJ0/yKADI3/wCt7e1NBG2P95/L0qT5t/bpTRu2x9P8igBpI2v+8/l6U7I3n9729qDuxJ06/wBKd8289OlICMEbY/3n8vSgkYb9539qcN22Pp/kUHd83T73+FMABXef3vYenvTQRtj/AHn8vSpBu3np0H9aaN22Pp/kUAcrrK28viArKbsP5ESJ5LrtkLPK4DBuBjySPffisnQobe6vFUC+iUJDJHI0iuwdIomwuF+8VkIbBOQpJHNbmu3N1DfSLDrsFjiEFYpAODtm+Y5U8ZCH6RvVG51C6t3vvt2twND5rRLDAMMgZolG7OMY3HncAPMBz0pAaUtlb61f3NhK0ptrWMqf3xfLyoynO4ZDKp45I+f1rZ02wj02yFujO43vIWfGSzsWY8cdWNc/cXMzeDJy18Zbj7ErHb+7dBtBDkD5gcckevArYs7O6i1O9u5rnzI7hY/Ljyf3eN2Rzx3HTGcc0AatUYI9up3Un2kPuSMeTn/V43c47Z/pV6s+3Nt/a98Iw/2jZF5pPTHzbcfrTXUDQooopAJTd6c/Mvy9eelONco2h3TXk0ywRJGSC0XmAibDg46dCP72eT6UAdXXkXhdW/4TWImwEf72T58PxwfU4r1DTLeW10+KGZgzrnODkDJJA/AHH4V5b4W2f8JvDi7Zz5snyFT6GsqnxRPKzH+LR9f8j2AVV/5ijf8AXAf+hGrQqr/zFG/64D/0I1qeqM0sZ0ezH/Tun/oIrH1pb+HwfqML29thNPkRmW4Y9IyMgbK2dK/5A9l/17x/+giq3iX/AJFXV/8Arym/9ANADfDP/IuWf+6f/QjVZ93/AAkdjgjHm3GRjr8i1Z8M/wDIuWf+6f8A0I1Xf/kY7L/rrcf+gLQBc12D7TpMlvu2+bJEm7GcZkUZxU3l6l/z9Wv/AIDN/wDHKZqys9kqq7ITPD8y4yP3q+oIpl3p9xNZzxC/uHLxsoVljwcjofkoAnSO8DL500MiZ5VISp6epc0y+2rYXZK4AiY544+WmQW8EU4ZNMS3PP7xVjBHHtzTr8FtOu1XLsYnAXH3jt6UnsVH4keK3d2stkDBqCriTk4cdv8Adr0jw9NZvdQoio04i+YhME8c8mvNLjTr6zssXOkeQWkG0Sq654PTJrvPC8inWkUeWrCNs7WyRx6ZrxHTftKe+j8z6vNIQlQvF7X7eXY6yaC4a78xMiIEZXd+fFX8Def3fb2ppI2v85/yKdkbz856V61KhGk5NN+87nybdxoA2x/u/wCXpVCXVrKC/wDsL7hOzABdvHPTmr4I2x/Of8iuY1C2uH8VxTJbO8QePMu04HTv0qcTUnTinDujahTjOTUuzOpAG8/u+w9PesqxtLyK+aWdi8LA7V35x6cfStUEbz856D+tNBG2P5z/AJFXUoqpKMn0MAZVKMDFkE98Vy3irRtYv57Y6LP9lRFbzQspj3EkY6dehrqSRg/OfvU7I3n5z0H9a0lFPcyrUVVg4Sej7GRqunS3Wnxx2kaxzZBLZC5GOeRWNPouu/Z5EhuihMZRcTkYbGAfzrrgRhPnPT+lGRt++fvf1rnlhacp8/UqdNSVmYXhTTtT06wni1aY3E7SblYymTC4Axk+4NU/DGka3Yapczapcme3kQiJDMX2nOeh6cV1WRub5z0H9aAR8nznpW/KtPIxjhYxUNX7u2v5nJHRNZPjf+0xOP7N8zPleaemzb93p1rrSBub9329vekyNn3z97+tKSNzfOen+NNRUdjSlSVO9uruAAyv7vt7VG7JHEXaMgBuTgetSAjK/OelY089+15JAEdrbccHZ1/H61z4vEewp8yV300vr/kbJJvU0lNvchpBEGwMAlRxVjA3j932Pp7VSsVKW8gbchz0x7VdyN4+c9D/AEowc5VKEZzVm1r/AExzSUmkNwNv+r/i9vWuU8Q6Rrl7rltcaddGG0RVEsfnlNxDEngcHjFdXkbfvn739aCRiT5z/kV0tXMK1FVY8rf3DiBvH7vsfT2poAwv7v8AiPpTiRvHznof6U0EYX5z96magQNsn7v+XpTsDeP3fb2ppI2yfOf8inZG8fOelIBoAwn7vv7e9BA2yfu/5elAIwnznr/jQSNsnzn/ACKYDsDf/q+3tTQBhP3f8vSnZG/756U0EYT5z/kUABA2v+77+3pTsDef3fb2ppI2v85/yKdkbz856UgGgDbH+7/l6UEDDfu+/tQCNsfzn/IoJGG+c9aYDgBvP7vsPT3poA2x/u/5elOBG8/Oeg/rTQRtj+c/5FAAQMH93/F7U7A3n932Hp700kYPzn71OyN5+c9B/WgBoAxH+77e3pRgbf8AV/xe3rQCMJ856f0oyNv3z97+tADsDe37vsPT3pAB8n7vt7UZG5vnPQf1oBHyfOelIBMDZ/q/4vb1pSBl/wB329vekyNn3z97+tKSMt856f40wKtrf2t5LshUsVXJyuKs4G3/AFf8Xt61WtrG1tJd8AZSy4JzmrORt++fvf1rGh7Xk/e2v5ADAfP+77e1OwN4/d9j6e1NYj5/nPSnZG8fOeh/pWoFNb+1a7+yhT5wcjG38etWiBiT93/L0qstjarc/agD5xYndmrJIxJ85/yKype119pbfS3YBxA3j932Pp7U0AYX93/EfSnEjePnPQ/0poIwvzn7xrYAIG2T93/L0p2BvH7vt7U0kbZPnP8AkU7I3j5z0pANAGE/d9/b0NBA2yfu/wCXpQCMJ856/wBDQSNsnzn/ACKYDsDf/q+3tTQBtj/d/wAvSnZG/wC+elNBG1PnP+RQAEDa/wC77+3pTsDef3fb2ppI2v8AOf8AIp2RvPznpSAaANsf7v8Al6UEDDfu+/tQCNsfzn/IoJGG+c9aYDgBvP7vsPT3poA2x/u/5elOBG8/Oeg/rTQRtj+c/wCRQBg6va3M1/J5ejW91A0QUu2NxO2cY+8OBuA/7an0qDSLe33N9t0yxs7qaVXeEy8lwqSMRyckMoOOOFBqr4jt7SbxJbecb0uYl4gRTuyzxjDE/KQZsnPBAHXHFHR7O3l1N4JbC48tyZTIWG5pMKMAgDqqYx6bvWkBoA3kkGnh1h/sg3DMHLIqGPzMxEEHpswV29+tdqOlcZFp1neyjw40d9bpZQp5M2/5yFiVd2eVHEpXp1VsdOOyAwAPSgBapQO7aldIbYIipGVm2/6zO7Iz3x/WrtVIkuRf3LySA2zKgiUdVIzu/pTAt0UUUgEooooAK8l8MRXKeM4XfTvKTzZP3mxh2PcnFetV5voEcA8VRFZJC3mPwYwB0PfNcuInyygu7ODGUuedN9n/AJHpIqr/AMxRv+uA/wDQjVoVV/5ijf8AXAf+hGuo7xulf8gey/694/8A0EVW8S/8irq//XlN/wCgGrOlf8gey/694/8A0EVW8S/8irq//XlN/wCgGgBvhn/kXLP/AHT/AOhGq7/8jHZf9dbj/wBAWrHhn/kXLP8A3T/6Earv/wAjHZf9dbj/ANAWgDR1F1NsgDAn7RD3/wCmq1erAis7VNC0+VbaFZM2p3BADnenet+gBrZ4x1zUZ3bZOR+XtUj9BkZ56VCQNsn7v9B6UAcB8UzGLbTPOVm+eTGxtvYeoNZHgYwnxvII0kD+XJyzAj8sCtn4nMyW2neXcfZsu+Tlhu4H90GsrwU8jeNJFa885dkn7vLH+YxXFP8Aj/cfUYf/AJFT9Jd+56od22TkdfT2p3zbzyOnpUZA2v8Au+/oPSnYG8/uu3oK7T5cBu2x8j8vag7tr8jr6U0AbY/3f6D0oIG1v3ff0FAEg3bzyOg7fWmjdtj5H5e1AA3n912HYe9NAG2P93+g9KYDju2tyPvelL829uR0Hb60wgbT+7/i9BS4G8/uuw7D3pAKN2I+R09Paj5tvUfe9PemgDEf7vt6D0owNv8Aq/4vQetAD/m3tyOg7fWkG75OR09KTA3t+67DsPegAfJ+67egoAX5tnUfe9PelO7c3I6en1pmBs/1f8XoPWlIG5v3Xb0FMBw3ZXkdPSk+bb1H3vT3pABlf3Xb0FJgbf8AV/xeg9aQDm3fvOR09KX5t45HQ9vpTGA+f9329BS4G8fuux7D2oAX5to5H3vT3obdiTkdPT2puBt/1f8AF6D1oIGJP3fb0HpTAkO7zByOh7fSmjdheR949vrQQN4/ddj2HtTQBhf3f8R7CkA47tsnI/L2p3zeYOR0PaoyBtk/d/oPSnYG8fuu3oKAAbsJyOvp9aDu2ycj8vamgDCfu+/oPeggbZP3f6D0pgSfNv6jp6U0btsfI/L2owN/+q7egpoAwn7v9B6UgHHdtk5HX09qd8288jp6VGQNr/u+/oPSnYG8/uu3oKAAbtsfI/L2oO7Dcjr6fSmgDbH+7/QelBAw37vv6CmBIN288joO31po3bY+R+XtQAN5/ddh2HvTQBtj/d/oPSgBx3bTyPvelL829uR0Hb60wgYP7v8Ai9BS4G8/uuw7D3pAKN2I+R09Paj5tvUfe9PemgDEf7vt6D0owNv+r/i9B60AP+be3I6Dt9aQbvk5HT0pMDe37rsOw96AB8n7rt6CgBfm2dR97096Duy/I+76fWm4Gz/V/wAXoPWlIGX/AHXb0HvTAd829eR0Pb6Unzbeo+96e9Jgbl/ddj2FJgbf9X/F6D1pAObd+85HT0p3zbxyOh7fSo2A+f8Ad9vQUuBvH7rsew9qAF+baOR97096G3bZOR+XtTcDb/q/4vQetBA2yfu/0HpQBId3mDkdD2+lNG7C8j7x7fWggbx+67HsPamgDC/u/wCI9hQA47tsnI/L2p3zeYOR09KjIG2T93+g9Kdgbx+67egoABuwnI6+nsaDu2ycj8vamgDCfu+/oPQ0EDbJ+7/QelMCT5t/UdPSmjdtj5H5e1GBv/1Xb0FNAG2P93+g9KQDju2ycjr6e1O+beeR09KjIG1/3ff0HpTsDef3Xb0FAAN22Pkfl7UHd83I+96fSmgDbH+7/QelBAw37vv6CmBIN288joO31po3bY+R+XtQAN5/ddh2HvTQBtj/AHf6D0oA53Wrw2+rFZNdWyjEMbtDj7q+adzk4PBUYzkY2k9M1mXeqJBZ20d1rMt1MZodhhj2sCAfNBBxncI5VA6gtjHStHWxcHVUhj0eC7ili2s0iA7sCVtrHcAAGCYyMfOaxJ7bUFuIA+n6Zp07whRFiIhiyhWOSScL5kp98Y53coDp9UlVpLMC585Pt8aPsZd0bZyFyBwMgA55IyO9dBXL3ZvG0C3F7BF9sfYbdFlUMk5Pygbvl+X6k8HGa6KASCCMStukCje2MZOOTjtQBNRRXAw/EG6OokXGhsmmf2idO+2JchiJM4GUwDjof8auFOU78oXO+oooqAENchNdam1xcrBezrEuGZ3iI24cAr9w7eM/3uOeK6+igCjpUkk2mwSSLIHIOfM+8eevQdevQVxuhrMPE0ZaKML5j8hVz0PpXoFee6GsI8TxFTJu8x+oGOhrhxbtUp+v+Rz1vij6noYqr/zFG/64D/0I1aFVf+Yo3/XAf+hGu46Bulf8gey/694//QRVbxL/AMirq/8A15Tf+gGrOlf8gey/694//QRVbxL/AMirq/8A15Tf+gGgBvhn/kXLP/dP/oRqu/8AyMdl/wBdbj/0BaseGf8AkXLP/dP/AKEagngMXiTT3ErsshmbYQMKdi9OM/nQBOn/ACLun/8Abr/6Gla9Yyg/8I5YFVdtq2zEIpY4DITwOTwKltkS9luZS9yFEu1QZJI8DYv8ORjkntQBOlzLLdSxiICKJ9hk3852g9Me/rUpI2yfM3+RVOzK291c24E4LTblZ0dgRsX+M8dj3q8Q22Tkfl7UAcB8TgzW2m7EST53/wBYcY4HuKzfBdvOnjF5JLZY4ykmJF6n9av/ABSMYttM85Wf55MbG29h6g1B4Ov0m8UfZ0hZCsb/ADF89PbArz6smsQku6PpqPOsq0XSX5+p6OSNr/M3X+lOyN5+ZulBDYk5HX09qXDbzyOnp/8AXr0D5kYCNsfzN/kUEja3zN1pwDbY+R+XtQQ21+R19KYACN5+Zug/rTQRtj+Zv8ingNvPI6Dt9fekAbbHyPy9qAGkjafmb71OyN5+Zug7fWoLuV7aynn+VvLBfGMZxzVTRtVfVYpZTGsWwhcZzms3VipqD3Yrq9jQBGI/mbp/SjI2/eb739ax/EmuSeH9JjvVgWc+YqbC23qDznn0qzo2pNqui21+UERn+bZ1x82OtXdXsZqtB1HSv7yVzRyNzfM3Qf1pAR8nzN0p2G3tyOg7fWkAb5OR09KDUbkbPvN97+tKSMt8zdP8aXDbOo+96e9KQ25uR09PrTAaCMr8zdKTI2/eb739aeA2V5HT0pMNt6j73p70ANYj5/mbpTsjePmbof6UMG/ecjp6UuG3jkdD2+nvSAZkbfvN97+tBIxJ8zf5FOw20cj73p70MGxJyOnp7UwAkbx8zdD2+lNBGF+ZvvGnkN5g5HQ9vp70gDYXkfePb60gGkjbJ8zf5FOyN4+ZunpQQ22Tkfl7UuG3jkdPT/69ADARhPmbr/jQSNsnzN/kU4BsJyOvp9aCG2ycj8vamAZG/wC83SmgjanzN/kVJht/UdPT/wCvTQG2x8j8vagBpI2v8zdf6U7I3n5m6UENiTkdfT2pcNvPI6en/wBekAwEbY/mb/IoJGG+ZutOAbbHyPy9qCGw3I6+n0pgAI3n5m6D+tNBG2P5m/yKeA288joO3196QBtsfI/L2oAaSMH5m+9TsjefmboO31oIbaeR970ow29uR0Hb6+9ADQRiP5m6f0oyNv3m+9/WnANiPkdPT2ow23qPvenvQAZG5vmboP60gI+T5m6U7Db25HQdvrSAN8nI6elIBuRs+833v60pIy/zN0/xpcNs6j73p70ENl+R930+tMBMjcvzN0NJkbfvN97+tPw29eR0Pb6UmG29R97096AGsR8/zN0p2RvHzN0P9KGDfvOR09KXDbxyOh7fT3pAMyNo+Zvvf1oJGJPmb/Ip2G2jkfe9Pehg22Tkfl7UwAkbx8zdD2+lNBGF+ZvvHtTyG8wcjoe3096QBsLyPvHt9aQDSRtk+Zv8inZG8fM3T0oIbbJyPy9qXDbxyOnp/wDXoArzXEFtB51xMsUSn5nkbao7dTRBc291btLbzrNGc4eNgwPHqKqazpSazpD2EspjSYrlkXkYO7+lGiaSuh6T9ghmMiRljudeTnnt9aNb+RlzVPaWt7tt/P0NLI3/AHm6U0EbY/mb/IqTDb+o6en/ANemgNtj5H5e1M1Gkja/zN1/pTsjefmbpQQ2JOR19Palw288jp6f/XpAMBG2P5m/yKCRhvmbrTgG2x8j8vaghsNyOvp9KYACN5+Zug/rTQRtj+Zv8ingNvPI6Dt9fekAbbHyPy9qAON8SxRHXFuHt72RYoMuYFGWGy4wAT0IG/6koPpQgstPe7aytrO9eJWW0keRiGG0wgMDgHI4OT0ZD2rX8QRpLfXcH9stZyTWqI0exyoUecc8HHI3HHX936GqtjFBf6rYSR6s1y8CSzpKYiEKbo2AJPTCSKBt49e4KA2blFuNRsLMxPETJ9pkViofKZwxIyDk44HPOeMc9DXIahqthbeI7FLiSa5lggaWNhGmXZyVX5gQOMMMY/iBPTI6ayu476yhu4gwjlQMoYYIz60AWa8asPDV3ZeJU1+40q6njGszpLAYXJVCcxzquOQCTzyOley1kN4k0Rb02Z1exF0JPK8kzrv35xtxnOc8YralUlBNRV7iaua9FFFYjEooNc4PFCTX9xa28KsyGNELvjLMzL8wxkAFaAOjrhNH87/hIo9zRbfMboUz0PpzXY2F39us47jZsLZBXOcEEg/qK4zRvJ/4SOPajhvMbkuCOh9q8/GO1Sn6/wCRjV3id8Kq/wDMUb/rgP8A0I1aFVf+Yo3/AFwH/oRr0DYbpX/IHsv+veP/ANBFVvEv/Iq6v/15Tf8AoBqzpX/IHsv+veP/ANBFVvEv/Iq6v/15Tf8AoBoAb4Z/5Fyz/wB0/wDoRp19/wAjBpP0m/8AQRTfDP8AyLln/un/ANCNOvv+Rg0n6Tf+gigCzpX/ACB7H/r3j/8AQRTWtrhJppIblEWRt5DRbsHaB1yPSq2l3ko0mzAsLogQJyDHz8o/2qZHa3Oo6IrNf3CyXFvkgiPALL/u9OaALMErPKqtf283/TNFAJ4/3jVh9qpITH0yeg9KiiF2HUTW1vGg6tHMWPT02D+dF22yyumDEEIxBPT7tKV7Ow0ruxwXxHvBJbaeYZ2t8O+TyM8D+7ms/wAEySP40kV7szLsk/dksf5jFZuuahc6jaRF5LWcpIcZZOMj61qeC1YeMpCUgHyScoV3foc15eFlVqcsqvxfcfRYmtHBYKNGUW3LmWiTt1u+qR6kVGH/AHff29KXaN5/d9vQU042vy36+lVrzUbLT2U3d7Db7x8vmyBd2OuM/UV6r0PnVFydkrkOr6raaJpv267R/KVgp2KCcnise28d6LeXdvaRJcebdMBHmIAcnHPPtVLxtqljeeGpbezvbW4nWRC0XmqcAHnIzXMeH44DqWkNIlqJg6/ddc/fPQA1yVq7hNKJ7OFwFKWFdWqnza/ldaHroUbz+77DsPekCjbH+7/QelKMbzy/QevvWH4mm1WDRlfRlka73qMKm75cHPBrrbsjwqk+SDla9jaKqVb92PvegpQiB2xEBwOgHvWZoMl9Lodu+qLIt6c+YCu3ncccDjpitTjeeX6D196BwlzRUu43y0ZYw0QI9wPSgIqpgRADd2A9aBjEfLdPf0o429W+97+tMqw7aN7fu+w7D3pAo+T9329qON7cv0Hr70DHyct096QBtGz/AFf8XoPWgqNzfu+3oPek42dW+97+tKcZblunvTAAoyv7vt6Cq93C09lJHEArscBumOasDGV5bp70nG3q33vf1qZRU4uL6gU9PtZrW1kjuMO+Scg54x70mqWc13HGluRGwJJJOMj8Kutj5+W6e9O43jl+h9fasfq8PY+x6WsBBbRGK0ijkUM6gBj1yamIGJP3fb0HpScberfe9/Wg4xJy36+lbRjypJAOKjeP3fY9h7UgUfL+7/iPpSnG8cv0Pr7U0YwvLfePrTAUqNsn7v8AQelLtG8fu+3oKacbZOW/X0p3G8cv096AGhRhP3ff0HvSlRtk/d/oPSkGMJy3X396DjbJy36+lMB20b/9X29BSBRtj/d/oPSl439X6e9NGMJy36+lAClRh/3ff29KXaN5/d9vQU042vy36+lO43nl+nvSAQKNsf7v9B6UEDDfu+/tSDG2Plv19KDjDct196YDgo3n932HYe9IANsf7v8AQelKMbzy/QevvTRjbHy36+lAClRg/u/4val2jef3fYdh703jB5b73vTuN55foPX3oAQKMR/u+3oPSjaNv+r/AIvb1pBjCct09/Sjjb1b73v60AO2je37vsOw96QKPk/d9vQUcb25foPX3oGPk5bp70gMv7Dcf2t9q3L9n3/c3c+nTp1rUKjL/u+3oPek42dW+97+tKcZblunv71nSoxpX5erv94C7RuX932PYUm0bf8AV/xeg9aONy8t0PrScberfe9/WtQFZR8/7vt6Cl2jeP3fY9h7U1sfPy3T3p3G8cv0Pr7UgE2jaP3f8XoPWggbZP3f8vSk429W+97+tBxiTlv19KYDio3j932PYe1IFHy/u/4j6UpxvHL9D6+1NGMLy33j60AKVG2T93+g9KXaN4/d9vQU042yct+vpTuN45fp70gEAGE/d9/QehoKjbJ+7/QelIMYTluvv6Gg42yct+vpTAdtG/8A1fb0FIFG2P8Ad/oPSl439X6e9NGNsfLfr6UgFIGH/d9/QelLtG8/u+3oKacbX5br7+lO43nl+nvQAgUbY/3f6D0oIGG/d9/QUgxtj5b9fSg4w3LdfemA4KN5/d9h2HvSBRtj/d/oPSlGN55foPX3poxtj5b9fSgDA1qK/N25trLTZY/JBH2lFLMwWbIyWHAJQfSR/eshrrUYLqC1tdN0xpVl2ILaAExAtECeD8oCHO72Xjir2uWkVxr8DGK5MgWP5ov4kLPGTnqCvnE/iD2NVtFhsmu4LSLTrlUtUdxHKRvb5UjGd2PlKHoccqeuKQF6xt7gR/ZtXigutSMLnLIpaRdv3UYjHBYgg+voa29Ihnt9Lt4rkYlVcFcAbRnheOOBgZ74rO02OWTX7p5rQQi1i8q3dBhSrO3y+5wiH0G7gdz0NABXlPh/TNSuvFWtXNtaaFLbRa3J5kl9EzXC4YE+WQMDjp716tXMN4D8Nvqx1RtPzfGb7QZfOk/1m7dnG7HXtW1KooKSfUTVzp6KKKxGJVeW1t5y5lhR96hW3LnIHIH6mrFFADI40ijVI1CoowFAwBXGaQZf+Egj3TIy724DfWu2riNIMf8AwkEeI2B3tzu9j7V52NdqlL1/yM57o7gVV/5ijf8AXAf+hGrQqr/zFG/64D/0I16JoN0r/kD2X/XvH/6CKreJf+RV1f8A68pv/QDVnSv+QPZf9e8f/oIqt4l/5FXV/wDrym/9ANADfDP/ACLln/un/wBCNOvv+Rg0n6Tf+gim+Gf+Rcs/90/+hGnX3/IwaT9Jv/QRQA3S9Qg/su1QecxSFFYrA7DO0dwMULFYooVBqCqBgKpuAAPYVkaTqeywggEv2VBN5bzybNpPlB8DJ9x29a1/tkP/AEH4PzjoAlgW3E6GI3m/nHnGYr0/2uKdqOf7MvskEeS+QB/s1Hb3EUs6quqQ3R5/dKUyePapL7C6deNtAxE5yO3y0nsVD4keCg232Fv3E+PNH/LUeh/2a19K1hND1y7v4LR5JIkYbXl4OWA7L71Vub0TWQKX0y4k5PzeldR5n2u2kt4rhhJsHzHI6EV4cq3skpW/LTc+6xFRcvLOOjunq9tCdfiZdPJAn9lxDzxknzDxyR6e1S2gi+JkJa+V7L7C2FELbt2/rnI/2amsmFrpscEspeQK3zDJ6k1SspiYGK3D/e9/SpWZOSfMrpea12PFl7CmpVKUPZtPSV2+r/NaEXijwdY6HpFzqST3MzSsqmMlQBuYHrj2rl7C6gs9T025S3lLwgSKGlGOGJ5+X2r0yyJvbpreNyXAJ+bpwafOvlXy2TH96cKCOmT0qJ4yTanGlZXtut7ioZrJU3Tkud663tpa1tiTwj4lm8TQXU0lsluYWVQAxbOQT7V0g3bY/mX8vasCPRbxAV81M9eGNbaLiOIFBnA/HivXwtarUuqkHG1te54td05S56asn03t8yQ7tp+ZfvelHzb2+Zeg7fX3ppHyn92PvU7Hzn92Og9PeuwwAbsR/MvT09qPm2/eX73p70gHEf7sdP6VlPrtmmrjSzFJ9oLgZ2jbzz1+lTKSjuyZSUdzW+be3zL0Hb6+9A3fJ8y9PSjHzt+7HQf1pAPufux0plC/Ns+8v3vT3pTu3N8y9PT60zHyf6sfe/rWbqOnXF1co0LLGqryCcZ59qyrTlCPNGPM+wGqN2V+ZenpSfNt+8v3vT3qhY2U1vMzSlXDLwM1x3ifUESXUbcTSRuFP3c4HGe1c7xc404ynCzbta608y1SqTuqUeZpbI9Abd+8+ZenpR828fMvQ9vp715h4XuS2mLm6kkJmIy2fb1qzp+vW2pLKsEs2UK53DHXPvXNUzTklJKF0ut12uaU8JiZQ5pU2mt12PRvm2/eX73p70NuxJ8y9PT2rimtLh8zC4wjJkDJ9KYt8li0VtNLI0jnII5HJxUrOIy0hG79Uc8rwfvqx3B3eYPmXoe3096BuwvzL949vrXng0688lh9s53Dnc3vWhpkptdTjaaVpFRcMvJz8uO9XHNaUmv89iFKd7ONjszu2yfMv5e1L83mD5l6en/16rW88d1bvJHH8uSOQPSrG0bx+7HT2r04TjOKlF3TNAG7CfMvX0+tB3bZPmX8vamgcJ+7HX/GmTRl4J1VQCVIB9OKpgTfNv8AvL09P/r0g3bY/mX8vasnRdMudPMwuXWXfjbhicYz61qAcJ+7H+RUUpSlFSkrPsJO6HHdtf5l6+ntS/NvPzL09P8A69QXEZktp0VQGZSAfQ4qjoum3OniZbl1lL4IwxOOvrSlOSmopaPr2C+tjUG7bH8y/l7UHdhvmXr6fSuT0bw5qVh4kudRuLtJLafzNkQdiV3NkcEY4FdURw37sdatNvczozlON5RsOG7efmXoO3196Bu2x/Mv5e1AX5z+7HQenvTQPlj/AHY/yKo1HHdg/Mv3vSj5t7fMvQdvr70hHB/dj71Lj5z+7HQenvQADdiP5l6entR8237y/e9PekA4j/djp/Skx8v+rH3v60AO+be3zL0Hb6+9A3fJ8y9PSjHzt+7HQf1rL1rWrTQbKK7u43KMwjHlqCckZ/pSempM5xhFyk7JGp82z7y/e9Peg7sv8y/d9PrXE2F0NS8TQX0Eji3mIZYm4429x0re1fS7q+u45LeRYlRfmBYjPPtXMsS5Rk4RvZ2JjU5ldI2fm3r8y9D2+lZut376Tol1fqiymEbgh4z83rTrGzmt5WaUq4ZeBnNRa98ug3hxswv3h25p06s50nOUeV66GvNGD5mrpfiVfC+vy+ItJlvZIEgIkMewEt0AOf1re+bePmXoe309653wgd+iynd5n71vmPbgV0W35x+7HQ+ntWlGTlTUmEqkKsnOEeVPZb2D5tv3l+96e9DbtsnzL+XtWBDo17H4ibUGmQ2xdiItxzyCOnSt0jiT92P8inCTle6sRFt7qw47vMHzL0Pb6e9A3YX5l+8e31rJ13XrPw/FDLeRyFZSUXy1B56+oq9aTxXllBdRIfLmUSLuABwRkZq7q9hKpBycE9UWDu2yfMv5e1L83mD5l6en/wBemkfLJ+7H+RS7fnH7sdPagsBuwnzL19PY0Hdtk+Zfy9qaBwn7sdf6Ggj5ZP3Y/wAimA/5t/3l6en/ANekG7bH8y/l7Ubfn/1Y6e1NA+WP92P8ikA47tr/ADL19Pal+befmXp6f/XphHyv+7H+RTtvzn92OntQADdtj+Zfy9qDuw3zL19PpTQPlj/dj/IoI4b92OtMBw3bz8y9B2+vvQN22P5l/L2oC/Of3Y6D096aB8sf7sf5FAHLeJ/s321hda01pG0KvJCsTtlF8wFsqeBlwT/1zB7VnwMLy9nsX1m4vI7mQ26QhXG5NgPLP8owYZRwDnceeeNnWEuX1eFIbfTDH5Y8yS52F0Xed2AecBc+2Saxd17PqGJRZx28EoHlxRgG4+dGAVRncCu/Bxj5uxOQgNvUY3/si3s5buW4me4ggaZ4RhXVgd23I6lexPWunrnNalMDaVLcyQ+WJ2JLxfID5bbSQckYODnjAB6VpaNFfw6akeoyCS5DvucHORvO3sP4cUAQeJdXXQPDt7qhj8w28eVQ9GYkBQfbJFcjJZeI4bGDUb7xrBZX86iRLaaONbcdDs55OMjmu21fTLfWNKudOugTDcIUbHUehHuDg1wt74N8UajYQ6Re3Oi3VnCpjivp4Ga5jQ4HA+7uwBznt17100XG1m0v8iWegWlwk9pFKs0U4Zc+bC3yMe5HJ4/GiodK0610jSrXToMeVbxiNS3U47n69aKwdr6Fal+sq413T7aaVGlZ3iKKwRCeWJAGeh5B+laprG/4R2ySW4lgDRNOqqw4dRhi2drZHVjUiNSCUTwJKqsoYZAYYNclpRf+3Vzc7hvb5ct7+1dTZWqWNnHbRszKmeW6nJz/AFrl9KXGuofI2/O3zc+9eZj3+9pev+Qpbo7IVV/5ijf9cB/6EatCqv8AzFG/64D/ANCNemUN0r/kD2X/AF7x/wDoIqt4l/5FXV/+vKb/ANANWdK/5A9l/wBe8f8A6CKreJf+RV1f/rym/wDQDQA3wz/yLln/ALp/9CNOvv8AkYNJ+k3/AKCKb4Z/5Fyz/wB0/wDoRp19/wAjBpP0m/8AQRQBkeFp5Ut54YYkdnl3fO5UACKEdgf71dF5l9/z7W3/AIEN/wDEVyXh63ZvNmK3MsQcr5cLBdpMUGDwQex74roPKh/58tR/7/N/8XQBdV7osomhiVM8lJSx/LaKju9hsrnfnb5bZznGNveobdEW4QrbXcZ5+aWQsvT03Gpb8FtPvFLAgxODgc/dpPZlR+JHkGtJZJZxf2Z9iOZPnwyEdOOp+tS6bNqMurXMMZgbCHaqeWTww9Oaybq0trayAWC5YNJ/z0Hp/u10fhyzgTxBJMqTB2Rs7mBHJHtXz03Gnh3rfR7/ADPtqzjToPrvul5eYT/28up2sYjUW5A8wFY/7xz79K0LGGVIGEqRKS3H3fSpdTvTBrMcAgLAhfm3ep+lZeo6w9nBEUtGfezD73TAHt71xJVa0FGCtddH6eR42MxUKWG9rXilHS9l3f8AmbzG+tjLNYgLN/CVC9M+9VWl1qS8imkwZsZLEJnIzj+lPbV3iikcW+SB0z7j2rMuPE88d/EgsgcpuzuPv7e1XRhiZe4tVe+/mePPN8Nh18K1/u9zSm1jxDBGhkuNjsT94RjIGP8AE1qWV1rq3Ttes62uD5bFVAzkY6e2a5+zvz4gtvMuLdoTE5UBG65A9RWtqPiOcWbwm1UrCQBgnJwcVv7Wq4zhObU0tLN7272OinjKGKhBUYr3vK3XoactzqmWljZ/IAzuwMdPWqw1TUigYXAJyQT8tYsfjO6LR6Z9hTypUOX3HIyCaSTUDbxJtty25j1b6e1Z1qdeEY8tSV2rv3nvp5HP9fw8eeLirxdtuxvDUtQLMq3AO3oBt4qusbvqi3kiqZ+CZOM5xUd/t023a5jRpGZgCpPr+FOs7s3BiJiK71556cVyTxFdxU+d2v3fd+RXsqMqjhF3aV9jXN/OvWfBPrioYb6/3t5kp2j7vSmSQJJgktx6VkNrEg8z/R/utjr161nTxGImny1JdOr7ehtDDSm9FsdCb24A5m469qrT6lebl8q44PB+7UULfaLNZWUqXTJAPSsvULs2UsMaQlw3OSen6VdKvXnNxVSV7v7T8vI5sRalG8jUOpajgnz+QcD7tVbqztbtJJbiKJ55F+csRzxW9/YUB489/m57f5701tBgZTmd+fl7fSvRlgcdKylJ6P8Am9RQqOndxdmczaWlvaRxxwRwxpvzgEdeKNP0eFPNFjaR7zjcIwDxzWrd6RBaXEcavIwHzZJHr9K2NP0mLTZWaOVmLrg78VGHwk6tWVNyemktfL01G69frJ6+bMV38uEw7lEqqAUOMgiqLwxyXELzLGWGOTj1qzfKo1W5fDE7m6HiiG0juQkjb1IOMA+/0rhfLRqNKT3ffuvIhqVXR6l27W3uY1GlbJWBzIIzuwO3WueW5cavNb+ZD5q5BTK7gR14612GlaNDpMkhhld/NAzvxxj6fWsweD7L+25dU+0T+dMzFlyu0Z9OM17tTLnOLklaTWytY5pSq80Gls9fQqxy62pjFqG+zZ/eFVUjrz+lWo7rWpQdjOzD0VelblvaLa2kkCPleeSOeRS21otqzbZM7hzuFZrA1/3UedpW1tLbTp3O2nVjFyk0nd9THSfVkk3TFliHQlQBmql1f6t/aEUcEx8l9u4YXnnB9+lRWniWfU/FNxoMtqkcEbuBMpOTt6e1bc2lxRBrgSsWhG4DjBxzSnhcVCrzUpycba3l1v8A5GH1iniYXjpZ20VtjNuZfEYVfJEu/PPyL0qAzeJ8vhZcD/V/Ivr/AIZrY0XV5tVMxkiSPy8YxnnOf8K1RnbH8y/l7fWu2hh1OClGpJr1MuXm95NnJCbxPlNyy7T9/wCRfX/DFKl7r0KZu3dHJ43KoyK6w52v8y9fT2+tcv4w1B7H7HiIS79/Q4xjH19ayxuHnChJwqSv6+aOjC0ZSrJR1fZ7bC3M3iHyWNuJCf8AlnhF/wA9Ks2kmsGwU3Ak8/B3fKOueOn4UttrczKqeSgCLx1+la1tM89r5rbVLHpj3rCjGlXl7KFad1ru+5vOteHLyJfIxTJrmBgSbu/yjp2/rUOty+IE03OliU3O4Ywinjv14rqBu3n5l6Dt9fekGdsfzL+XtXZDAOM1L2sn5N6HNVftKXs9vNbnAWlx44N7bi4WbyDjzf3cfX8B9Ks61P4wVoP7NWY5z5mI0PpjqPrXbHOD8y/e9P8A69L829vmXoO31966XQvNT5np0vocUcK1TdPnlr1vr8jloJfEZlfzBLsx8nyL6/4VoB9U+zHiTfj+6Ov/AOutgZxH8y9PT2o52/eX73p7/WuepgHN39rJejOyn7nn6nPre3tuuLyYxyMeA+Bkf5zXMxjW9UeeDW4/OtUbdEHVAAckdvau31DSYtRmV5ZWUouBtx60HSYmABlbnntXDPC42m5xpyck+rlqtOnzFVpwrzUp6JdFs/VGVZw6dbWcUdqIk1FFwiK3zA/Tp0qO4l8RB08oSY/j+Ren+c1PFpUMOvJOsjl1bjOMdMV0Jzl/mX7vp9fetsJH6wm+ZxcXyuz3atr5vzCVNpcuy6ehzmiajetdS/2ncYiC/JnaOc+1aeqobvRbhLdTK0i/KOobn8qw9GiXU7iaGQNGFG7IPXmujbNlp+EIYRcAEdearCVasqMnW+Gz13ZMYpxsnc5aw/tHTYFgK/Z9z7mTCjI4Gas+E5fEkl1cDX1lEeweVuRRznn7v4U7ULxri7id48HAHyn3rbsb6S6lYMqJtWubL8XT9s4KbaduW9+3poaVcNK1OWyjfbr69ytG+o/2sVcP9i3nHy9u3v1rUO3En3/19KpJeyNffZ9qbQ5+ai8vpILjy1VGDAZNdtLE0aUJzc21zNa62fZeSLneTWltBdR0rT9VWOO+tvPRMsobdwasQQw29vDDErJHGAiKM4AHAFTHd5g+Zeh7fT3pBnC/Mv3j2+tejYxUIpuSWrEO3bJ9/wDX0p3y7x9/p70hztk+Zfy9vrTvm8wfMvT0/wDr0FDBtwn3+vv6Gg7dsn3/ANfSlGcJ8y9fT2NBztk+Zfy9vrTAX5d/8fT3po27Y/v/AK+lP+bf95enp/8AXpoztj+Zfy9qAEO3a/3+vv6U75d5+/096Q52v8y9fT2+tO+befmXp6f/AF6QDBt2x/f/AF9KDtw33+vvSjO2P5l/L2oOcN8y9fT6UwFG3efv9B6+9NG3bH9/9fSnDdvPzL0Hb6+9IM7Y/mX8vagDlPEKZ1iHytJubpiq754zIPl2XAABUYBBY5J/vjg9suOxa1uWGn6JfJcRW4+zCTcEV1Cgjecc7VABzzk8HpWrr0tpbaq882qXVo4SF5BBGxBRPtDAEg5wRvOP+mfuKynvLeyjsbldSvr6WK5JRmUgqrRFyGLZ4ZBgHIxwWOQTSA1vEZeTTLZrfRnlWadWmSSLLlNjEswBzkcA5wecd664EEAg5B6EVzmpxRi+s7sF24bTzviYE+ayHduJBIBQYx69av8Ah8r/AGNDCobZbjyVY4xIF43AjqD/AJz1IBrVyieObF/C1rr4tbj7PcTiBY/l3AliuTzjGRXV14jbXiN4R07wd5c39tw6mPMt/Kb5VEhbdnGMYNdFCkp79192txNnt1FFFc4xKKKhFzAxcCeMlPvYcfL9aAJq5DSx/wATtP3xPztxz7114IIyDkVymmI41pCbfaNzfNg+9eXmH8Wj6/5CZ1gqr/zFG/64D/0I1aFVf+Yo3/XAf+hGvUGN0r/kD2X/AF7x/wDoIqt4l/5FXV/+vKb/ANANWdK/5A9l/wBe8f8A6CKreJf+RV1f/rym/wDQDQA3wz/yLln/ALp/9CNTXUENxqlsk0SSp5Ep2uoYfej9ah8M/wDIuWf+6f8A0I1bk/5DFt/17y/+hR0Ac14ME08WqqLmSJIrtEVUVcY+zwnuD61uyXFvFI0cmt7HU4ZWeIEfhtrF8B/c1r/r9j/9JYK2Fne2tJ5I0V2N3sAZsD5pAvXB9aAJILiCScLHqq3Lc/ut8Zzx/sjNSXsZksLtAApaNgD6fLTka8Lr58UCpnkxyMT0/wB0Uy7z9huvK3eZ5bbOvXbx1pS2Y4/EjxjU9Ln0izQXGoM3mSfKUBPQfX3rVTwrf3HnzJqChZ0BQEtxlgf5Cs3VF15bNP7UEQbzP3fm+T0xzj9KtyX3iO2S5cTokCqPKOYsD5lA/Svnr1nTjyyV/wAHvsfa1Z1I01JVIre7urbryGyaFdW2oWkD35LqADjdg5Yn+tRzeH7uK1RW1HnexyN3oKngXxJfPZ3ahZkI+eQeUeQx/pio5o/FP2VPMVd+9uoi6YFNTqLRyV1v+By1KuIai6VamvVq27202JNR1OGSC7tBNOJIuGbbxw4HHNTaPrlrYfYFlkuJCnznC9RuJ9at+GdImu/E90mqWcMlo6SHG1OTuBH3ea7j/hGNCHI0uHK8L8h4H+Sa9Clhqc4JLa9/mfGYmhjqWKdZVISk42utVb/M878YeIrPxCtjLZvc2yxGRWDIBuPynsa2vFmsW974Z+yRNNFJEyFpNo5xx2PvVbx1oiWP2BNHsreJW8wyAqgyflx97+lHiQ2/9huLU232kMu/Oz1568dajEV5U6qgk3zaPTy/A7aLx0adLmr01a/Lf7Lv9rTa+pseFdatbXw7ZW0nmyyBWO/aOfmJ9adrviuwtmgZ0nAcEDaoPTHv71xdoniDy4Gt1j8jyWwU8rGcN/Worm08Q3VvCZ4Y5HV3+8IjgYX/AOvXPWm6qdOo1ydtnpax1Ty/EVI88cRT53re+mu/T+tDotN8W6fp+oXUsq3MioCpUIOu4eprUtPFunaj4gt7eGO4DzspUMoA5Geea4e+03V7Rbya4toY4nfCM6xAH5s/yqWystdF3BeWcEXEOY5UEXDBMDH41bVB04xfwp3WvXXz/AweX46dX38RSv1V9bfcep6prlrpU6R3EMhMi5GwA96wNT1i20y2M84lKFwnyKCcnPv7Vyt4PGF0kDXYMkodhl/K4X5cfrmtnSdI1u8vLmPXbPzbT70KuqYzng8c9DWGN/2pqduaMei31XkbVcvq0qc5QrQv01/4BWh8QWc+uIUa4G5dwUqOmzPrW4PGWmaYqxTw3DtMx2lUBx0Hc1yeqabqNt4kuBZW0McKIRGNseR+6x35610vhHRlvtJkk16yimuo5yI2KqcLtX+7x1zWuFow9tGdPRpPRnBUwOLpYZz9tBttOy316Wt06lg/EbRlVmNtd4jOw/IvU5/2vY0v/Cw9H3eX9mu87fM+4vTG719K1v8AhF9CPB0uHDfM3yHk/wCSaX/hGNC+9/ZkO77udh6dMflxXr2n3PO5Md/PH7jIXxPY6tsuLeOdEJ2YdQDkfQ+9Wr3xpptjEs8sFwV3bMKik5PPr7VpRaFpNsjJDYxoq/MAqng0TaBpFwBHNp8Tr97BU9f8k1yU8NVp1pVItWlvv2Ol/WHStdc3poYsXj/SZZxAtvdbivmZKLjGN3r6VZ/4THTW2gQ3H73hflXjt61dXw3oiMJF02EP93IQ9OmPyqQ6FpIBIsY8p935Tx3rplGtf3WiKccSl78l9x5/4t8VWOv6fALQ3Nv5MvzFkAzkHHQ+1a2m/EDSLOytrGSK7eW2t03uEXDYUdPm966T/hFdA+5/ZUG08kbD1HT+ZpB4V8P79/8AZUG5vlJ2Hken6CqUZJ3ucscNi4zdTmjdrzMuLx/pM88ECQXQa5YKhKLgZO3nn1Fa2v8AiKz8PRwSXcUrLKSq+UAeRjrkiqk3h3TILmOaLToEjgwwbZ9zBzn+tW92g+J/kzBfrByRy2wn/wDVWVKtKcpQs013Wj9O508uIjC0px5nt+pxR8UWC6ndXB+07Bl9uwcAkY7+9blr4v06TTfLEVxmZWCsVHGcj19q2P8AhGNCPJ0uEl+G+Q8j/IFSL4e0eOPamnxKE+6Ap47/AM6wjgVCo6sN3p12vctyx03+8lG3oYngXUIb8XphMj7NmfMGOufc0tx8QdItLq5tpLe7L2jFZCqLg4O3jn1NdFYaVp2llxY2q24kA3+WpGcdP51Ufwzoc0jSyabC0kxJkYocsTzz+PNddKl7OChEz5MSqcYqS5uumnkYy/EXR5PLVbe7zNyuUXjnHPze1ct4x8R2fiGKyks3ubZYWdW3IBuzt9DXoI8MaEvK6XADHwnyHjv/ADJqnf6X4S0wRrfWtnbo+SgkBGT3x+lE4ylGzYUquPw01VjOKa7r5f5mJ4Q1i2vPEUtlGZmljjfdvXC8EA9zXRXfiiwtNfTRpIZjcyMgVgo2fNjHOc/pVmw0XSLOcXtlZRRTSrzLGpBYHnr78VLNpGnTX/26SzRrpGBWUqdwxjHNKlRVKPLDub1J4qqlKUlzX7dP8ypr/iay8OvALyKVvPB2eUoONuM5yR6itmM744WCDBAI/Kqd/pOnapIn260W48sfJ5ik7c9f5CrihAkQAYAfX0rVXvqOKqKcnJrl6frcgvbpLGwuLuVMxwKZGC8nA5OKoaB4is/EdvPPZxSqsTBGEoAOcZ7E1pTww3FvJDMm+KT5XVs4IPUGobDS9P0tJI7G1WBHwzLGCMn1p63Bqp7RNNcvXuWwOI/kHT+lGPl+4Pvf1pBtxH9/p7+lHy7f4/ve/rTNTE13xRYeH7mKG7hmZpkyvlKCBg45yRWP/wALL0QeZm3vP3J2N+7Xk+3ze1dNfaPpupSq95ZpO0a4QupJFUx4U8PHrpMHz/M3yHk/5NR71zjnDFOT5JK3TQ5n/hI7JtZ/tUef9n2+b5e0Zxs+uK6vRNctfEFjJd2cUiojmMiUAHIAPbPqKUeHtHEWz+zotuNmNp+70x+VWrHT7LTYXhs7cQRk7iqAgE9M/oKyoUpU3K/VtlU4V1P3mrdfU4fWfG+mX9mFhS6jMUg3EoOcg+h9qSy8a6ZbXEMbpdMY4w5wg5GzPr6V1f8Awi2gH5TpUG1uSNh5P+SaP+EW0HO/+y4N33c7D06Y/LisKmChVqKrLdWfXpsSpZhycnPG3oY3/CxtFZo1FveZmO1f3a8Hpz83vW3r2vWnh62hubyKR0kbYBEATnGe5HpTT4X0EEEaXBmPlPkPBq9f6bYamiRXtss6KSwWQEgHpmuxKVtQjDFKEuaS5ummhiab410zVNTh023guBLKu9S6KFxt3evpVjVvFVho+pRafcQzGWdVKGNQVGTgZyR3FWrbQNIs7lLq3sI4p0O1ZFUggdP5cVJe6Ppt9cC5ubNJZ4wAjupJXHI/Wj3rAo4n2dnJc1+2ljQI+cfIvQ/0rlLvx3pVjfXNpLb3JltmIcqi4ODjjn3rqzt3j7/Q+vtWTL4d0a4leebTonllY+Y5Q5bnvTd+hrXjWaXsmk/Mk0fV7fXNNa9tYnWNmZQJAAcj6ZrSx84+RelVbSytNPtXt7SDyYwSQiAgZIq18u8ff6e9NXtqaU1JRXPv1MCz8VWN7r0mjRQzC5iZwzMoCnbnPOc/pW8R8snyD/IqhDo+mwXxvorNEunJLShTuOc55q8du2T7/wCvpQr9SaSqJP2jTd+nYfj5/uL0poHyx/IP8il+Xf8Ax9Pemjbtj+/+vpTNRSPlf5B1/pTsfOfkXpTDt2v9/r7+lO+Xefv9PekAgHyx/IP8igjhvkHWkG3bH9/9fSg7cN9/r70wHgfOfkXoP600D5Y/kH+RSjbvP3+g9femjbtj+/8Ar6UActqxmXxQVhuLFGe1jOy4bBVVaUkjjg5Kd+in0FS2tldpNHew3Fi0MTOtykS71+6V4C91AQY6/f8A71QeI5bY6qlrLpD3jzxYV1mdGICzEgBR2xg9/wB4OtSPcPYQ/Z7LRgs8UjMFD5eSNmLuYycNkhvwJI/hNICxbSwX+uWwEy3ELQNKqOjBMqVUNGhGFwc8knqMV0UMENvGI4YkiQfwooUfkK52aNbC8sRZ24SZHKMjO0hWFmUu/XAzjJJI6d+h6UMGUMpBBGQR3oAdUSvG0jBWUsvDAHkfWpa4vwp/yO3jL/r4g/8AQDVxjdN9v8xXO0oooqBiGuXTQLmJ5FiWFbcSeYImfcJTv3YJ25A68c11FFAFLTLZ7OwigdgzLknHQZJOB7DOPwrB01EGsoQ7E7m42/X3rq65nTlcashMagbm5AHvXk5l/Fo6df8AIaOnFVf+Yo3/AFwH/oRq0Kq/8xRv+uA/9CNesIbpX/IHsv8Ar3j/APQRVbxL/wAirq//AF5Tf+gGrOlf8gey/wCveP8A9BFVvEv/ACKur/8AXlN/6AaAF8PxPBolvDIMPHuRhnPIYirEn/IYtv8Ar3l/9CjpdO/49D/12l/9GNSSf8hi2/695f8A0KOgDnPAhAj1sk4AvY+f+3WCrc11DNbLENk0U15vLhxt2rMg/HlhWb4S/wCQZ4j/AOvgf+kkNXZBGVh83b5fmMW3dMefD1oA1LNoZDFNDp8sKsu5ZGKYwR6Bif0qxdOUtLlgVJCMcevy1XshBF5UFvqZuAi7ViLxngD/AGVzVm6B+yXPyj7jd/8AZqZfCxrc8i8SX8mo2kBns3+SQ4EZI6j6H0qaKU6nJPp81rIkIT7ynk4YY6iovFIRLS33TyLmQ/dXPb61tadKl5KbSN5A/l9WHHGPevmIzjDDxlFaa/LfU+pxlOM8C4KN01LuWNNc6dHa6fDCxhzjc5yRljntWlc2scioCH4J6H/61SQWrRQJGXyQDz+NZWr2pSOEGUjlug+nvXn8yq1NHZu/bXRHzdRqFCMVD4UkX7X/AIl95LcQoWfBGG5HJq3J4ivFfaLeMgjPQ/57VxuuWphsLqVrhwrEfdXkfMPesmG03w29yLqTYsTHBXk4Le9e1hlNRvGrZX7LueLWx06dT2UafS+/nbsdxdTN4hRJLyIxmElVEfGc49c0zX/DNjDpTTq9w7Ssu5Qw4zz6e1cp4emjewkKyyt+9P3lx2HvV6/tTdrdRpcMhJznb0+Ye9NScK01Ud9tdNNNw9rGth+Zwu2u5p6agt7e3tEifywhGWPPOfarE6CJECxuck9/p7VW0zT3g06BmnLBIznjr1qxHF9oiBWQjDHqPpXl1nHmlJO+/byO6jGXs4pq2hV1Vzq1rLaXELLGjhgUOCSDjuPepLKY2FvFBFCxSKP5SxyemfStC6tmWJyZOp7CsuaPdcNH5rAmPHT/AGfrVwnCcVDTlve2ndk1KcoT9p9ra5M+pzTIjNb4O4jjPtWnceKL2CMstrGSrbRwen+RWAloYoUUzsfnJ6fT3rE1TSX0+3nmlu2KyTAAKvI+8fWuzCcsJctKXLe3z0OXEYmvThz8t+7utDpnuXvdRNxLAVeRdx29B8ldR4c40+bHy/vDw30FcJawfatLjhSdwZLfaGK/7P1q9outW3g+y+w3qzXMk8pkV41GAMKMHJ9q3wnIsS5Slrrp38yoYlwSlNe61e/6HooJyvzr09KTJ2/fX739aUA5X5V6etGDt+6v3vX3r3D0Dn9c1260zUYbaGGOVJVBZiDxzjtXQZO8fOvQ9vpWZqGswaddLbyxOzSqCCuMDtT9O1eHU5XWKJlKLk7sVzRrQVRwctX0IjpJ3Ziav4ovtPku0htY5BCSVJB+ar/hnWLjW9He7uYkgk3smxQegA9a0r67SwsJLqWPckZyQvXrXOzePtOinjha0uSZ8bSAuBk455pwfJJqc73OepNUqnPOpZdjrSTvHzr0Pb6U0E/L86/eNYfh/wAUWniOScWlvNH5Cgt5oAzn0wT6VuAHC/Kv3j3+tbppq6OinUhVjzwd0RXI3WlypYYKMOP92vMrPUJfCEEsun2rTNcMquJiTjAPTAHrXp1xG0ttPGAoLKVznpkV53/wrbUxC0f9pw5LBs/N2BH9axqwm5xlF7XODHxqtxdKN5a69v8AhzW0Dxff6pryWE9nFHDtY+YA2cgZ712RJ2yfOv5e1eYeFIfsvj57VpnkkhEkbAjCkgYPOf6V6gQdsnyr+ftWlN3WpeXVKlSk3Ud2m0Lk7/vr09KaCcR/Ov5e1Owd/wB1enrSAHbH8q/n7VZ3iEna/wA69fT2rF8QeGbLxE0H2yaVPIDbfKYDO7Gc5B9BW0Qdr/KvX19q5rxd4ZuvERtBbXMcHkbt27PzZx6fSlLba5z4pXpNcnN5HQwoIYIYlYbUUKM9cAVjXet3MHiBNPWFGhd0BkwcjOK5dvh5qTvcONShAnzt4bj5g39K6nT9Dns/CT6Q8yNMYpI/MGcZbOD696zkpy20MadavN2dPlS80/kbwJ3n516Dt9aaCdsfzr/kVz3hLw5c+Hre6huLhJ2lZWBXPHBHeuavPhzqV1JdOmpQqLliVB3fLlg39Ku77FuvWUIyVPV7q+x6MScH51+96UuTvPzr0Hb6151pHw81HTtZsL2TUYZEtWXcg3ZbH/669Gwd7fKvQd/rTT7mtGpOabnHlGgnEfzr0/pRk7fvr97096UA4j+Venr7UYO37q/e9fembBk72+deg7fWuU8MeJ77W9UubW5tY4I4EJVlB55x3pfFfha68QXttNb3UcAhTDBs85Oe1XPFGhXGv6XFaW0yQOsgk3NnkAEY4+tQ730/4c4qsq7m3FaR6fzf5WL2sXsun6NdXkKrJJCpdUI6kH2rh0+IOrOsTHTYQZHKH5W4Ax7+5rotQsX034e3FnNIGaG2KNInfnqK5/wVr1rpmjSQyLPKZbhiG2gY+VR61FSpytczsjmxFSrKtCmpcl1fuT2fjvVLlpd+nwr5ZAHytznPv7Vc0zxff3niSHS5bOJIHOTKA2R8u76deK1fFWg3Gv6dDa28yQuknmFmzyMEY4+tc3B4ZufDN2uvXV4k1tZp88UYO5sLs4zx15qeWop3voKf1unKMbtxTTctNuunka3iXxPfaLrFtZ21rHPHOgLOQcjLEdq6zJ3j516Ht9K4C5sm8dXEGsWExtYbc+U0cw+ZiDuzxkd66DxZ4fuPEFlb29vPHAySbyzZ5GMY4+tapvV/cb0qtV+0qJcy05fP0N7J2j51+96e9BJxJ86/l7Vy2jeILWC9tvC5jle7tkELS4Gxii5J657elN8ReFbrV9dttQhuo4o4FUNGc5OGLdvrT5rrQ2eJcqfNSXM07NX27/cdaSd4+deh7fSmgn5fnX7xrnvF3h258RW1tBb3EcDROXJbPIxjtXPW3h+48I3Z1+8ulnt7dAjRRA7jkBOM8deaHJp7aCq4ipCduT3e9/v+49CJO2T51/L2pcnePnXp6Vxi/EbSnaNBZ3eZ/u/KvHO3nn2rX8P+J7TxE0/2SCVPIA3eaAM5zjGCfShTi3ZMqnjKFSSjCV2zbBOE+dev9DQSdsnzr+XtQAcJ8q9fX2NKQdsnyr+ftVnSLk7/AL69PSmgnbH86/l7U7B3/dXp600A7Y/lX8/akAEna/zr1/pTsnefnXp6U0g7X+Vevr7U7B3n5V6etADQTtj+df8AIoJOG+devpQAdsfyr+ftQQcN8q9fX6UAOBO8/OvQdvrTQTtj+df8inAHeflXoO/1poB2x/Kv5+1AHH+KHtjqzxXc94kRt1c+Ucpx53G3POfvH/rmv4TWGm2t5qEeqQ3d3JsknA3owDkPKDhs4UAuVGecKMYzzJrkt0dUdbfU7WzaGOORVnfapYpcjByMEEhTjrhCewqxbO8GjXbNqMN2jtcMvlvuOGkbaAwPAAKg8cEHmgDLu7i31O3huZPMjjn0jzlQy5OJCgKkkHJ6Dpk5xzwK63TovI0y0hIYeXCi4fGeFA5xxmuKgs9T1F3toLy3Y/ZYjjzWU4CxcAgdCd7bgOdwHY13Vsjw20Ucrh5EQKzgY3EDk4oAnrmD4LsR4hk1qO91GK4llSaSOK42xuVxgMoHI46e5rU13VodC0S71SdS0dum7aOrHoB+JIFclJd+PINKOuyNprRLH576YEIYR4yRv/vY/wA9q2pxk1dO19BM9AorP0m/t9Y0m11GAfu7mMSKGHIz2P06UVk1Z2Y7ov0UGuRI1QfaYjdXZ2vvM/lyYxv+4Fx6HquelIDrq5jTgn9roQWzubqPrWzpbyPpsBljdJMHIckt16nPPPXmsuxD/wBprnZjcem3PevHzP8AjUfX/IqOzOjFVf8AmKN/1wH/AKEatCqv/MUb/rgP/QjXsEjdK/5A9l/17x/+giq3iX/kVdX/AOvKb/0A1Z0r/kD2X/XvH/6CKreJf+RV1f8A68pv/QDQBa07/j0P/XaX/wBGNSSf8hi2/wCveX/0KOl07/j0P/XaX/0Y1JJ/yGLb/r3l/wDQo6AOV8Jf8gzxH/18D/0khq5YzXDa4kNvJESkEzMr9sunpz2FU/CX/IM8R/8AXwP/AEkhrfe0jkmiml09boGBVB2odp7/AHiPagC2v2zevn+Tszz5e7PSo787dOvGUsGETkE54O2mQW9vHMGj0pbZuf3uyMY4/wBk5qW8AksbpCwIaNgQO/y0nsOLs02eHz3eoXVlmee2kKyDG4xHHBrT03ULi11e5eW4t44kVsEGPj5gO3NVtU0qKxs0ENpPJvk5BJOMD2FX7/Q7aDTrm7S3naWRVym445ZSe1eG3CUFDpLT+tD63EZlhI4ZVpL3Hf7Oulr6XNhdfQvAP7QiO8f3l55IqGXW4JoUaS9gfDEAsVPYVV0rw5Z3Wl215LFcJMithN3HDNjtWJe6ZHBaRLHZTtmRiRk8cD2rlhhqUpuEW7rT8vI4J4rLlh/rUr8mj+FdXpp9x3Umk395C4a1WWGQbkBCkHkEfpW1pmg2UelxR3dhEJQCrDYOASeOOO9ZPhjxJqF/q5024tI4baCNtkgRgTtwByTjpU+oeJtQtfFsWkxWsb2kjxhpirZG7Gec4r2KGEp0XzKTfrt+R81VzChVgp8qte17a/8ADEmp+H44PKTR9PijTkyBEA54x1+lLpekSjUZWvbRDbupxlRycgjpR4t8RX+gy2hsreO484Nv3KTtxjHQ+5rAbx5rayXCDTYcQ52Hy35+YL6+honhqTrOo279umxNTM8PQToOK0/u/M0NUv7Sx117Lz4YYVAJiOBgbcniqV3renokZtL23VCWBwQMnj/Gk/si38RKNbv45Y7yeMh0jOFGAV6EZ6Cs268LWMUMUaR3DDczfe/3fb2rxKscPOtJJu936dPI+ioVMB7GnXnfRLouqL8uuxEzq19CQh6Erxzio/7VtTPk3Vvu8vd/Dn7maoa14ftbK0uLiGCeSSSQBlLZ6nPYVb07wtYXdhDeSpcJK8JUoG4HylfT0qnChGCqczs3b53fkafWMudZ0HfmSv8ACvLqO/te1MMZ+12/LkZyvtTbrUbK4jmSe4tZEWQcNtIB5pH8JaesUaBLkhXLD5+5x7e1V/EPhyz06wea3huJXlmG5S2f7x7ClTVGUlGMpXe33egq9fLKcJOa0W/urud5otlp82j2k620TFkGHVeCM44x7Vbn0PSbh902nwyFB8paPOK53R9VurHw3axRW6gRQgqrAk+uKq3njbWIJIQmnxN5hw37tuOnv717VCvh5PlS1Wl7dVvrY+dxdWhTXM17j1WnR7aHejblfv8AT3pPl2/x/e9/WvNpviFrsccjrpcJKOEA8t+Qc89fYV1h1u7HgtdX8pPtZhEvlbTjcT0x1rtU0zGnjaVRNx6K+xq3FlaXEnmTW4kdR8rMpJFOgtLW2kzBAIyw52gjNcBH491yQwBtNhHmvtb92/AyB6+9drp2oT3kriYIgVeCB/jWDq0VUjFr3ntp+peHxNOvd0+nkXJoYbiBopoy8bNhlYEg81RfQNHdt7abAWT7hMf3e/8AOl1y/m03Rbm7t1WWaLlUIzn5vbmq3hnVrrWdHe7vIkgk3suxVI4AHrW7UebVahOdOVRUpK7tfYvWOl6fpzsbK0S38wfOY0K7sdM/mauDb8v3/vH1rn/FuvXmhW1tLZQRzvI5Vgyk4GM9q5o+PdcDOBpsOEjDj92/JOOOvuaTnGOhjUxlChL2b0t2R6Kdu2T7/wCvpTvl3j7/AE9685Tx5rjvbqdNhAmxvPlvx8xHr6Cox8QdeMDSf2ZDuDBQPLfoQff2o9pEj+1MP5/cd3FpWnxXpvYrONLl2JaZUwxznPNVL1dUOqxm38z7JlfM5GPfrz0qPU9ZurPwmmqwxI915cb+UVJGWIBGBzxk1DoWvXmqadHPcwRwySMQyhSMc471zYypThBc7a1W39bdzuw9aEKvs4RV2r7aevr+J0ny7/4+nvTRtwn3/wBfSnZ+f/WDpXnt5431i2vr23j0+J0tnYRsY3+YBtvr6GuuUlHcyxGJp0EnPqegHbtf7/X39Kd8u8/f6e9efWfjbWLq/sraTT4kS5dVkYRv8oLbT39BW14u8RX+gm0Nlbx3Hnbt+5SduMY6H3NLnVrmccdSdN1Feyt07nSjbtj+/wDr6UHbhvv9feoraUy2ttIzKrMisR6ErXNX/iTULXxfFpMdtG9rI8YaYq2RnGec4puSW5vVrRppOXXT7zrBt3n7/QevvTRt2x/f/X0rl/F/iS/0CS0+w20dx54bfuUnbjGOh9zXTROWhhYsASASPTimnrYIVoynKC3Vr/McduD9/wC97075d5+/0Hr70hPB/eD71Ln5z+8HQf1pmo0bcR/f6e/pR8u3+P73v60oPEf7wdP6VS1S7kstIu7qELJLDGzohGdxHIHFJuxMpKKbfQu/Lub7/QevvQNvyff6e9YHhPW7vXNPnuLyFLd0l8sKqkZGAc8/U1vg/c/eDpQndXJpVI1YKcdmZs9vJczvFPGZLNzhkblSPQj60R6FpMIKxadCij5gFjxg+v6CuY1jxjqun67dWFvYxSwRAsshRiWOzd2OOvFUV8fa4yxE6ZCDI5Rv3b8AY9/c1y06cKfMm27tvXW3kvI46mYYZStJarTY9H+Xcv3+h9ahnt4Lq2eCeMyROcMjAkEZrH8V63d6Jp0NxZwJcO0uwqyk4GCc8fQVy/8Awnmt+bs/s2Hb5fmZ8t+u3djr610OaWjNK+No0pezn+Xc7y0sbPT4JIbSBYYj822NSBnHWrfy7x9/ofX2rziPx7rkhgDabCPNfa37t+BkD1969Hz84/eDof6U4yT2Lw2IpVk1T2XlYoJpOnJffbks4xdlyTKE+bng8/Srp24k+/8Ar6Vylt4l1Cbxi+jvaxrZrI4E+1s8Akc5x1pPEPiXUdK122sba1jmgnVC8hViVyxB6HHQUuaK1JWKoxg5rZO23X+up1x27x9/ofX2qvcWtteWzW9xD5sTn5kcEg856VYJ+cfvB0P9KaDwv7wfeNWdTSaszL/4RzRFww0u2Bj+4fK+73/nVmx0zT9OZ/sVokHmD5zGhXdjpn8zVwn5ZP3g/wAilz84/eDpSsiFSpxd1FfcNG3Cff6+/oaDt2yff/X0pQeE/eDr/Q0E/LJ+8H+RTNBfl3/x9Pemjbtj+/8Ar6U7Pz/6wdKaD8sf7wf5FAAdu1/v9ff0p3y7z9/p70hPyv8AvB1/pS5+c/vB0oAaNu2P7/6+lB24b7/X3oB+WP8AeD/IoJ4b94OtADht3n7/AEHr700bdsf3/wBfSnA/Of3g6D+tNB+WP94P8igDmtZt5LjVpo0077SskUMZkDlWiDC5Vm79A2Bx/H7cVILm8gt1srfThZzmNikTyEyzSFY2ILZDBdzSgsP7mc9i/wARXlpZ6zuDzteGOAmNCArRgz/L6/MPMB7DC98VkPeaVp0ovLZ7y4uoXAVJHCADcNwzkknE+ATk9cHikB1L25sb+w+zQIrgGLyUkLsIdyZYFhhQMZb+9gck4ro65i4uIoZ9N1ONmLhfsqQyswMnnFGJV2GWI2A+mAa1tM1E6h5+6MRvBJ5bBZN4ztB6jjvQBH4g0iLX9CvNLlfYtwm0OBnawOQfwIFcnIfHc+knQ302yRmj8htU+0gqUxgsE+9ux+vau7uJ0traWeQ4jiUuxAzwBk1jJ4v0eXw0/iBLhm0+P77BDuU7guCvXOSK2pyklor6/iJl7RNLi0bRbPTYWJS2iEe49WI6n8Tk/jRV5HEkaun3WGRRWTbbuwsh1FFFIYVztiE/tNcBs7j1NdFWDZ7/AO0Fy6kbjxmvGzT+NQ/xf5GkNmb4qnPBcNcCaCaOM7NhEkRfPOeMMKuCg9K9kzKelf8AIHsv+veP/wBBFVvEv/Iq6v8A9eU3/oBqzpX/ACB7L/r3j/8AQRVbxL/yKur/APXlN/6AaALWnf8AHof+u0v/AKMakk/5DFt/17y/+hR0unf8eh/67S/+jGpJP+Qxbf8AXvL/AOhR0Act4UR0sPEscsbRyJd7GVsZBFrCO1bNvcQtbRFdYuiCgwRGhHT/AHKo6N/rfGP/AGEG/wDSaGrfhuS8ufDenSrJAimBQFMRJAAx13e1AFy3lVp0C6hPOefkkRQDx6hBT9Rz/Zl9kADyXyQf9mplW6DL5ssTJnkJGVP57jUGoY/s28xnPlP1zj7vek9iofEjwYC2+wt+/nx5o/5ZD0P+1WvpWoWmla5d3rtPKERgUEYHVgOu73rOBl+wt89n/rB/BH6H2rr9G0v7XqTo9rayiRCceWnzcg+leHW5fZuMo3utl6M+7xdWMYP2j0d/08i1D42sJri1hW2uQ05AUkLxliOefap9R8V2emxxNLBOwkJA2gcYx7+9U77SvsuvW8UdraxBNmFCICOc8cVrW+hvexkXNjBMUOV3Ihxn/wDVXlTw2HTSVN7ba36ef3njTWEjyzt7vr6kOl+M7KTU5oVtrjdErE524OCB6+9XJvH1jFqMdibO4MkuCGG3Az+PtVjTdHsU1F2awtwWDBisa5POe1WJ4PDiaksM1rai9yoQGH5uenOK9jL7qm3S92N3o9739Tzq9XBKbvF7aa9RvmDxKPMgzCIPlIfnOfp9K30DLHCMLwAOvtUVva29qzLbwiIHBIQYz1qQY2x8P+Z9K9KhQ5JOcvidr/I8tXtqZd1pMs+oNdCRFGR8vPpir1nbPbB1JVs4PWpjjaeH+96muX8WW/iOee1/sF5VQK3nbZAvORj7341msDQhV9uo+9r367k1a8qdNtJvyW5vWto8EwkJUhh0qpcaxEdQbSvKbzHbbvyNvPNaqfciyHzjnk+lcbdadrJ8cC/WMf2WrqS+VzgKAf8Aa60nho0aXs6Wkb677PcVevOLjJJttpaf1sWNcVbGeGOUkllJG0e9XCv/AAj+b2c+aknyBU6jPPf6VV8Rn7Td27W5VlC4JYDrn3rO1iLWdUszb6e5mmWQNtLLwvI78eleRSp4enX5aK1+y1qtvXUK1WcVKTV2jqpl/tnQXEWIxcrhS3O3JqjpVsfDtq9rKwnaR/MDLxjIAx+lXNDguLbQrOG9VhcooEgB4zn24qprlpqM95E1krGNU+fJHXPvXrYqNVU1On8enS/roEOV2qSTvY3xuyvyr09a59fD8y+JTq3npsLk+Vg56betbwxleH6eppONvR/vep9a7JU4ztfpqVKCla/QzdR1qLTrlbeSFmaVQQVIwO1YXgvWYNTvLtYEkBjjBPmADv7E1r6vYTXV7HLFAHVFGS2Mjn3rOOjXVihOlWqW0rkbzCFQsvv+NeVUqy+spzpyfLezS02InGrzKUWuVbrq/Q6v5to+VfvevvXM69OkesQq4bcVX7oyOpqnplt4pTxLHJeSSnTOdwMikZ2+gOfvV1M9nazuZJYFkkUfKzLkiuzEUvrNLl223FTquonZNWdtfz9Atb0XTnZHjaO5qHVtTTRtJlv5Yy6QkEqh5OWx3+tVtXtbwRxDSVaOTJ37SFyPxq0LVLrTYre+hE25FEqSDcGI65HQ808PKql7OrrJdbWTLqNtNQ0fQ5uH4iafcT28K2VyGumCqTtwMnbzz7V2fzeYPlXp6/8A1qyl0DR42DppdsrxnKMIQCp68enPNanG8cP09TXTG/Uyw8a0U/bSuYeq3KaFaTatOpkijblE+8dx29/rWMvxH052iQWN1m4+793jJ288+1dbcWkF5B5FxAs0LH5kkG5TjkcH3qn/AMI9ow5GlWoKfcPkjjvx+NYUsNGimqWibv8ANk4hYmc06cklbsV/Dvie38SfaGtbeSPyNobzCOc56Yz6VuDdtj+Vfz9qp2em2OnlxZ2cdvvHzeUm3djpnFWhjanD/mfSuhXtqa0VUUEqjuxx3bX+Vevr7Uvzbz8q9PX/AOtTDja/D9fU+lO43nh+nqaDUBu2x/Kv5+1B3Yb5V6+v0poxtj4f8z6UHGG4fr6mmA4bt5+Veg7/AF9qBu2x/Kv5+1AxvPD9B3PvTRjbHw/5n0oAcd2D8q/e9aPm3t8q9B3+vtTTjB4f73qadxvPD9B3PvQADdiP5V6evtR8237q/e9femjGI+H6ep9KONvR/vep9aAHfNvb5V6Dv9fauf0LxXba9qE1nBbyxvboSxcjB5xxiug43tw/Qdz71StNLsLKYy21nFBI64d449pb6kVNncyqKo5xcXZdfMz9Qv472SfRAjJNKCgk6qM81ztzdQ+EHhsLrzLh5z5itGowAcDByfarp0zW/wDhPPtnln+yvMzu3LnGzH+996ulu9L0++lEl1ZxTyIuEaSPcV+ma4amDWIUlX1103WhM5up71BOMlpd9e7Xk+hW1/SJdZs4rdJkiKvv3HJzxj+tXLC1ez023tiVcxKELdM4Nc94Vt/EsN9cHXHlaAp+6BkVuc+3tW1rSXkmi3KacZBdlf3ZDY5z6niutRV3UtqTTmpRdblafZ76Gi27958q9PWoLq6+zbHdMg5HBrI8MRavDpUq60ztdeYSCXDfLgY6e+a25Io5SokQsACcHJpVVUlTfsnaXS5tSnzxUmmr9OoRyeZCrBQATkZPvT23bZPlX8/amKqqgUBgA2ABn1pTjEnD/mfSrhey5tyxx3eYPlXoe/09qBuwvyr949/rQcbxw/Q9z7U0Y+Xh/vHuaoBx3bZPlX8/al+bzB8q9PX/AOtTDjbJw/5n0p3G8cP09TTABuwnyr19fY0Hdtk+Vfz9qaMYTh+vqfQ0HG2Th/zPpQA/5t/3V6ev/wBakG7bH8q/n7Ucb+j9PU00Y2x8P+Z9KAHHdtf5V6+vtS/NvPyr09f/AK1MONr8P19T6U7jeeH6eppAA3bY/lX8/ag7sN8q9fX6U0Y2x8P+Z9KDjDcP19TTAcN28/KvQd/r7UDdtj+Vfz9qBjeeH6DufemjG2Ph/wAz6UAcvqlzdx+Jp4rfULWzP2SElpguXybjgEqTwQD14weDk1Qks9Sj0+YHX1mjaUSSeVJ5jIB5QB7ED5ZM8gcj3rW1xIxeF5NNSdSsQjZmIeVt0ilVOeGVXZh67j6VSVtTtGht75ILXSlZ43UOI1YF5duGJ3fdEbEg9M8HnCA1r2w1S70i3S1vkjnARvmJKnCEYLjkjcVb3xjvmt5RhQOM98Vz2qXeo2T2yW6RQwtbOuF2lFkDJsCkgZOzzMDGMgVr6e1y+m2zXqhboxgygdmxz0oAZrP/ACA9Q/69pP8A0E14je2d3oXw9iubVWk0vWbWNblM/wCpnVgQ49mC4+v4V70yrIhR1DKwwQRkEVC1jaNafZWtYTb4x5JjGzH+70rooV/ZaWvqJq4+z/48oP8Armv8qKlA2gAAACiuZjA1zcPiSSXKiERvJJsgVwcY37CxOeRnHp1rpKqjT7Iedi0gHnf6392Pn+vrTAbp12b2xjnKbC2QQDkZBI49uKzbPb/aC4U53HvW4qqihVAVQMAAYArHtC324ZlyMnjJrxc1/j0P8Xl5GtPZm2KD0oFB6V7RkU9K/wCQPZf9e8f/AKCKreJf+RV1f/rym/8AQDVnSv8AkD2X/XvH/wCgiq3iX/kVdX/68pv/AEA0AWtO/wCPQ/8AXaX/ANGNSSf8hi2/695f/Qo6XTv+PQ/9dpf/AEY1JJ/yGLb/AK95f/Qo6AMHRv8AW+Mf+wg3/pNDVbRJbh/h9aSf6MbRrUHcWOSnr0x0qzo3+t8Y/wDYQb/0mhqHwDqFuvgHQ0/esVs41bZC7DOPUDFAGzYi2fybiHSltlddyy7YxgEexzVm6RJrS4jZ/ldGU4I5BWoLTyImjhge7IQbVSVHCgAepWp79tunXjEDAicnB/2aUtmOOrR5N4j0G10q0gWxtpZ/MclwWLYwOOn1roNHlmtLsSpb7XWPjcD7Vw99d2l7ZLhp0Cyf88we3+9Wrba3aWdzckrO3lJg/KBn5gPWvneSsqUeslfXTzPscTh608PyO8pa9/LzOyuQ15qEd5LEfN4PAIHBrb0SZ5FnMmI8Yx79fWuHh8Z2QSCH7NcZlU4PHHzEevtUum/ECx063eQ2dxIJG28FRjA+vvUYOFVYlVaq2vrddvI8KWXY5pR5W/uLt74g1awuLuS2sVkMbkJmJjuG7HY+lZdvqepaj4n064udO2NJJH5jiNwFw2O/sK6rQ/GdtresPpsVpLHJErMXdhg7Tjt9a6cltr8Dr617VHDU4xtB6Xv8zwsXl+JjVSqza2dgDDef3g6D096aGG2P94P09KeC288DoO/19qr3FwbaBHZMjIGAfauqpUjTi5zdkjpSu7GDf63qFtrRs4bdXt+D5mwntnqOOta2l3k12kr3CrGwIAAGMj8az73xTDZibfbSNsUyHDDoBn+lUtP8eWuowtPHZTKA2zDMO3P9a8+OIpOXtfa+72tpqb08BiXFzs2jqgwxH+8HT29K5jUddvotZl09IY2tv7+05+7nrnHWupUsVjOB09fauO1LwVLf+I5tXF6iCQgeX5ZOPl2dc/jXXiISnDlicFeVVKLpq+q+4pajfXIaHZbB85z8p46VvaHxfzEjZ8h5/Gqf/CGy7Qn21PlJbOw9/wAfarHh7TzZ6jPIJA+9CMYxjkV4lHDewrUlNWfy108iouq5OUlp+R0W4bP9YPve3rQ0iKzBplGR3I96dltnQfe9feuW8UeEZfEOoW90t2kHkJtKlC2ec+or6GTaWgVpzhC9OPM+2x1AYZX94OntSbht/wBYPve3rTwWyvA6etJltvQfe9feqNRrMPn/AHg6e1O3DeP3g6H09qGLfvOB09aXLbxwOh7/AE9qQDNw2/6wfe9vWgkYk/eDp7elOy20cD73r70MWxJwOnr7UwAsN4/eDofT2poI+X94PvH0p5LeYOB0Pf6e1IC2F4H3j3+tIBpYbZP3g/T0p24bx+8HT2oJbbJwPz9qXLbxwOnr/wDWoAYGGE/eDr7e9BYbZP3g/T0pwLYTgdfX60Ettk4H5+1MA3Df/rB09qaGGE/eD9PSpMtv6Dp6/wD1qaC22Pgfn7UANLDa/wC8HX29KduG8/vB09qCWxJwOvr7UuW3ngdPX/61IBgYbY/3g/T0oJGG/eDr7U4FtsfA/P2oJbDcDr6/SmABhvP7wdB6e9NDDbH+8H6elPBbeeB0Hf6+1IC22Pgfn7UANLDB/eD73tTtw3n94Og9Pegltp4H3vWjLb24HQd/r7UANDDEf7wdPb0o3Db/AKwfe9vWnAtiPgdPX2oy23oPvevvQAbhvb94Og9PekDD5P3g6e1Oy29uB0Hf60gLfJwOnrSA5M+IdVHjP+yfsqf2f5mPP8ts/d3fezjrxXVlhl/3g6e3vVX7b/pX2by/m39c8etWyWy/A+76/WsqNWFTm5JXs7PyfYzp0p078zvd3Xkuwm4bl/eDofSk3Db/AKwfe9vWn5bevA6Hv9KTLbeg+96+9bGg1mHz/vB09qduG8fvB0Pp7UMW/ecDp60uW3jgdD3+ntSAZuG3/WD73t60EjEn7wfp6U7LbRwPvevvQxbbJwPz9qYAWG8fvB0Pp7U0EfL+8H3j6U8lvMHA6Hv9PakBbC8D7x7/AFpANLDbJ+8H6elO3DeP3g6e1BLbZOB+ftS5beOB09f/AK1ADAwwn7wdfb0NBYbZP3g/T0pwLYTgdfX2NBLbZOB+ftTANw3/AOsHT2poYbY/3g/T0qTLb+g6ev8A9amgttj4H5+1ADSRtf8AeDr7elO3Def3g6e1BLYk4HX19qXLbzwOnr/9akAwMNsf7wfp6UEjDfvB19qcC22Pgfn7UEthuB19fpTAAw3n94Og9Pemhhtj/eD9PSngtvPA6Dv9fakBbbHwPz9qAOO8T/2U2sRretqBnaIBBbFACCs44zznG/OOPuZrGmGnzXCCO0v2hWUROsk4XCCFFLHAJwAx5Jx8rc8kV02tJPJqrG31CC3uVjjECtGGZWbzskHaSMhQfTCN6k1DoNybe4ube41lTHgXaDChSskjueSPSSMEA8cYPNIB2teQ0+mWkh1BTLOcXAcqQ2BHwMYGfNyNoGNpPGK66uZ8JwT2NtdWFzcPPcRSht7nkqVCgjPOCUYg457ljuY9NQAV5hYWzab8QnXXbvUIby4unksblZj5FzGekJHQEen/ANbPp9cX/wAIPPJq0E91r15dWFvd/bIbOVQxWTOR+8JyQM9K3ozjFSUna6EztKKKKwGJRQaxX8SWCwyzKWeOOURZUryxOO545HfFAG1WLaj/AE5fkxyeea07ef7TAkyqVDjIBxn9CRWda/8AH8vz55PFeJmv8fD/AOLy8u/6G1LaRsig9KBQele2YlPSv+QPZf8AXvH/AOgim6vGsui30bjKPbyKw9QVNO0r/kD2X/XvH/6CKXU/+QVef9cH/wDQTQAad/x6H/rtL/6Makk/5DFt/wBe8v8A6FHS6d/x6H/rtL/6Makk/wCQxbf9e8v/AKFHQBg6N/rfGP8A2EG/9JoazPhqb0+DLC2jeGEQwLkSwszZOc/xDHStPRv9b4x/7CDf+k0NZngqJZNJBOnx3PyL8z7ePmfjmgDsUS83qZp4XTPKxwlT09d5pl8pfT7xVB3GNgM+u2mQQrHMrDTYrbr+8XZkce1TTsPs8/z/AMJ9OeKmTtFscdGjxK90/UNNslF2baIvJ8uQpzgc9B71saDZPJr0xu1tpbZkb5SinPIxxipPGBaa1tfLtRPh2yAGOOB6GtrT7FYcTrbsrtGM9e+K+ZniZvDKUt5J7X8z6+viv9m5pLV32t5fMw9YsnTxJb/Zkto7VQnyBFHc54xVO8065urWIWK23yu2/CqOwx1FdfLY2s9zHLOuJcDjcR39Kj+yWlpGBAAQxJOWzWUMXJQSSd0vPsjheYunSi4K7SW6/MwtP0vW7HU7q6UpCrqwR42UHlge3PSrr63eWl9DDdam6sAGdS5Oev8AStKa7lKypHErlegAJPX61g6hY/absTyWTNN5RGAG64OBjNdNCpUqVP3jsvK/c8XMM2rON4wjfzT2/wAzsPD3iCzvYZ5DetOAwAPzccVq6sHfT08rIYsOSfavPvC0UllZTrLZm2LSZCuGGeB/eNdRfatfC1KiJSqEbfkP0rSpiJQjUwr10tF631V9WcWHqqdCFWW73+/oZkqOdWSOYxshADowByMfSoNW0PUboQf8I/bxRxoW80R7Ixk4x9ehqxH51xdxXD2x3EckK2K6bRW2wzbyIzuGAeM/nXPg4t4iEZ7WffsjoqqnVoOEJSV7dfyM+4s9eaHEMkoYn5cSgcfnV54NRPhiWJWf+0TEyq2/nfzjn8qzX8Q6irOBHHhDhfkPrj1re0+5e606GaZgsj8sBxjmvXwbp8zUHJ+vqc7Sk2r7o4L+yfHfloPtM+8OS3+kj7vGO/1ra8Labr1nqt1LqrO0DofLHmBudw9PauvyN7fvew9Peoo54ZGASdGIHIDA4rt9lG6b6HPSwMaclNSk7eehxesad4sm166l0+eZbBgREonAAOzHTP8Aera8LW2r22mSprTyPdGUlS0m/wCTAxyD65rdyNn+s/i9vWlJG5v3nb296pQs7l08LGFR1FJ6366a+RmaZDfx3Dm7MjIV+XL571Y1FJ5NOmS03Cc/cIbHOatgjK/ve3tSZG3/AFn8Xt61nToKnT9mm367nS1dWObtrTXljAnklLBstmUHj8619Tiu5I4xZ71cHnDY4q6xHz/vO3tTsjeP3vY+ntWSwcVGUeZ+957egJWViC2V1tYhKGMgADHOee9SnGJPlb8/ajI2/wCs/i9vWgkYk/edvb0rqjHlSQzn/FlrrdzbWy6HJLHKHJkKy7Mrj3PrWZoVh4pg12GXU5pnsghDKZww3bfTPrXakjeP3vY+ntTQRhf3n8R9KXLd3OWeEjKqqvM76aX00BsBJCVbj/Cq51GzDA+YcYx0NTTMBBORJn5T6c8Vzmi+XqPnC4wgTBXacZ6+tcWMr4iE4woJa33v09Dsjy3965uQ31rNMkUblpMk459KsnG2T5W/P2rldMnlHimSDywsKM4WTB5A6c9K6okbZP3n8vStsJUqVIN1LXv0IUoy+Edxv+63T1poxtT5W/P2p2Rv/wBb29qaCMJ+8/l6V1DA42v8rdfX2qK4u7e1ceczJuHHXmpSRtf9539vSsDxQ86tbeRGZvvZwpOOnpXNi6k6dFzp7rv6ibSV2b6FWSIgMQef0oIGG+VuvrXBW/ifxF9uuIDp4EMWRG32d+cMAOc88ZrqrS+uptAe7lULdbHby9uORnHHXsKtVk3y9bXMKWJhVTcbmqMbz8rdB3+tNGNsfyt+ftWToOoXt/HO98ghZSAo2bcjn1rWBG2P95/L0q6c1OKkjeMlJXQHGD8rfe9adxvPyt0Hf603Iwf3n8XtTsjef3vYenvVjGjGE+Vunr7Ucbfut97196UEYj/edvb0pMjb/rP4vb1oAXjc3yt0Hf60DHyfK3T1pcje373sPT3pAR8n7zt7UgMA2eo/8JJ9pw32Hf8A3h6Y6detb5xl/lbp6/WkyNn+s/i9vWlJGX/edvb3rOlSjTvy9XcSVjD0O21aG6lOotI0ZX5AZN3OfrW3xt+633vX3pcjcv73sfSkyNv+s/i9vWnTpqnHlTv6ijHlVgbHz/K3T1rM12G/nt4100ukobLEPt4x/wDqqprWqahZahFDZwiWGRRvbyy2OcdR7V0GRvH73sfT2qZNVVKGq/roK6neJWsllSwgW43GYKBISc5bvU5xiT5W/P2oyNv+s/i9vWgkYk/efy9K1SsrFWHHG8fK3Q9/pTRjC/K33j3pxI3j972Pp7U0EYX95/F7UDA42yfK35+1O43j5W6etNJG2T95/L0p2RvH73t7UANGMJ8rdfX2NBxtk+Vvz9qARhP3nf29DQSNsn7z+XpTAdxv+63T1poxtj+Vvz9qdkb/APW9vamgjbH+8/l6UABxtf5W6+vtTuN5+VunrTSRtf8Aed/b0p2RvP73t7UgGjG2P5W/P2oIGG+VuvrQCNsf7z+XpQSMN+87+1MBwxvPyt0Hf600Y2x/K35+1OBG8/vew9PemgjbH+8/l6UAc1rjXx1eGKz02ORpQu24K5ZSomzzngDIHI580is6O61KK/05xaW1hEpeNFARXlTzIV2gMSTkZHUfw9wAbmuKr695fkznzYIh58eDtKu7jHTaeG5zg7hkcVBFpWnS2f8AbUEN/CUZ7tEYKQHLITGF+8MmMDAxnJ5OaQF+9l1G18Sac0KW8UM6u14qyKzMi9CCwDYG4kgDue5rpLe4huoFmglWSJvuupyD2rnLLfqGqtbTpc2U9lEyDyiCpLqu5gzAnqfl6fd78gdHbW8VpaxW0C7Y4kCIvoAMCgCaiiqkU8sl/cwNCViiVCknOHJzkfhgfnQBbooooAQ1jx+H7aFpGilmQsCFI2/IC24gZHPPrmtiigCtZ2sdjapbxliqZ5bqSTkn8zWfag/bV/d45PODWzWDZlP7RXDEnce1eJmv8fD/AOLy8u5vRXuyN8UHpQKD0r2zAp6V/wAgey/694//AEEUup/8gq8/64P/AOgmk0r/AJA9l/17x/8AoIpdT/5BV5/1wf8A9BNABp3/AB6H/rtL/wCjGpJP+Qxbf9e8v/oUdLp3/Hof+u0v/oxqST/kMW3/AF7y/wDoUdAGDo3+t8Y/9hBv/SaGsvwV9m/suMTNc72QFVgaXoGbJIT6jrVzTbrybvxXCIpJHkvpGATHAFvACTkj+8KofD2ZZXCKDmKBkbPruVv5EUAdfbrbCdDF9t38484zben+1xT75DJp92hwA0bDPp8tR2dxPcbXkntipZh5SRkMMEgc7vb0qW7wLK6OCMRtz6fLSlsxx+JHiWqaRDpdkge5eTzJO0QGMD6+9eg2epRraxxhGOyJefXoK4rWbppbOIi9j4k6sG9P92t/SrjzLxozcq+I/u4Pt7V8riaftKCdTVq/5PzPrceqlTDqUtWr/p5C6l4dGs6tFqIujF8oHl+XnoT3zWXN4IEdskZ1An5y2fJ9h/tV0c2sWVndxW810EfAO3Yx4z7Cq914l0maJHhvl2hiCfLcc8f7NYU6uISUYL3baaLsvM4I4jMoUo+zv0+z/wAAq6Voy6Lq1zqBuDLvVl2bMYywPXNT3M8a6tFqJ3/ugJPLx1284z+FTPJJeGaK2nDP1A5HGR7VTl8O+JLm4SWBgbfZtP70DJ57V2Yam6uI52/et+Fz53NcVialvaxbenQyPF3iC28Tx2M3ky2whMiY4fOdp9qu6h4mt7q1ns/s8q+RjLZBzhgvT8a1tE8K6lBbSR6jbQSPv3Lkq2Bj/wCtXXro+nFFLaZbFmHznyV+bjPP416csPHEVX7SGsbWfquhxxq5lXw0ac6lo66cqur7+fmcZpOuQx6bboIXI2Fskj1JroNGkGswSyRgxiNtpDc54rTm06xjtZNllAm0HBEajFM0eNI4pRHGAMj7gArgnl2G+tqlON+a73f+Z3UHXhBXlotNjlNZ8Of2ZaSXb3W8TOBtWPGM8+vtXVeHRjw9ZheVxwTx/FV6SCGeONJoBIvXa4BHT3qOeFl0+SK1j8tsERhcKAc8fSvYjQVKbnHa2xlCioSckUtZ15dHnijeAyGRcgq2Mc1yngKwW18QahIkpcvGcgrjHzD3NdZp+nyGJxqUKzyg/KZMOQPqavw2ltA4eG2SNmHJRQCaVONSo1Ulouz3RvCtXpqUIStGW6sRapfjTdKub5496wAuVBwTg1yI+JtsVR/7Nl/eMU/1g4xj2967WSKOeBo5Yg6McMrAEEZ6EVV/sfTASP7LtcAZA8lODXTJS6M5K9PESknSmkvQ0BuyvA6etJ823oPvevvSADK/IelJgbfuH739ao6hzbv3nA6etYviXxCnh20huZLdphI/lhUbGOM5/SthgPn+Q9KiuLS2uwqXNqkyDJCyIGAPrzQ07aGdVTcGoOzM6fXFg8LjWjCShhWbyw3OGI4z+Nc8vxKtpGiT+zpR55wP3g45x6V1N89hY6VI95EiWUQAdSm5QucAbR+HaqmnR+H9WtPtVjZWssSsVVxbhdpHpkA1LTvZM5aqrOajCok7bW/E58fE+2aNpv7MlwpC480d8n09q7Kwu/tunWt2qbVmRZQpPI3DOP1qL+xtLzt/sq1weSPJSrUcaRxIiRhUU4VVwAB6CiKkt2aYeGIi37Wd/lYJ4jLbTx8DepXPpkVyvh3wS+gfaF+3LP520/6vbjGfc+tdYQNsnyH/ACKdgbx8jdKzr4aliI8lVXR6FPE1acJU4Oyla/y2OPvbEeGJLnxFJIZ0Q8wqu0/MQvX8arL8SbZ3hT+zZR9o6HzBxklfT2rs5oIbiHyp7dZY2PKOAwP4Gqx0fTACRplsCv3T5K8d+KIUlTXLT0R5tWjX5r0ZJL0vqUPDPihPEn2kxWrQ+RtB3vnOc+3tWPdfESC0u7u3bTpHNo7KWEg+bDbfT3rrbaytLQsLa0jgDD5hEirn64qE6Tpzku2nWzM5y7GFSW78+vNaWlbcUqeJ9mkprm6uxyq/Eq2dok/s2UecMj94OOSPT2pv/Cz7YRCb+zJeSVx5o7c+nvXW/wBj6YASNLtQV+6fJXij+xtK+7/ZVrjrjyUpWn3M/Y43/n4vuLVvKZraCUKAHUMAT6isC88WR2fieLRTau0kroBKHGBux2roUVVSICMgDgAfSqz2NpJc/aXs4mnUjEpRSwx0561bT6HXVjUaXI7O/wCBdG7eeB0Hf600btsfA/P2oAG8/I3Qf1poA2x/If8AIpmw47tp4H3vWnfN5jcDoO/1qMgYPyH71OwN5+Rug/rSABuxHwOnr7UfNt6D73r700AYj+Q9P6UYG37h+9/WgB/zb24HQd/rXNeHvF0XiDUZ7OK0eFrdCSzOCDzj0ro8Dc3yN0H9aq29haWsnmW9nFE7L8zRxqpb6kUmmZTjUcouLslv5lE6+o17+yPs5378eZu46bulbR3Zfgfd9frVb7Lbeb9o+zJ5u7/WbRu6469anIGW+Q9P8amCkr8zuXFNXux3zb14HQ9/pSfNt6D73r70mBuX5D0pMDb9w/e/rVlDm3fvOB09a5zw14sj8SXE8cVo8BgQMS7g5yfp7V0LAfP8h6VBbWFpaPm2sooSw+Yxxqufyos7mU41HOLi7Lqu5hweLIpvFLaCLVxIsjL5u8Y4Bbpiulbdtk4H5+1VVsLNbn7StlEJyT+9Ea7vz61YIGJPkP8AkUJPqKlGpFP2jvrp6diQ7vMHA6Hv9KaN2F4H3j3+tBA3j5G6H+lNAGF+Q/eNBsOO7bJwPz9qd83mDgdPWoyBtk+Q/wCRTsDePkbpQADdhOB19fY0Hdtk4H5+1NAGE+Q9f6GggbZPkP8AkUwJPm39B09aaN22Pgfn7UYG/wC43SmgDbH8h/yKQDju2ycDr6+1O+beeB09ajIG1/kPX+lOwN5+RulAAN22Pgfn7UHdhuB19fpTQBtj+Q/5FBAw3yHrTAkG7eeB0Hf600btsfA/P2oAG8/I3Qf1poA2x/If8igDn9aNwb1xDrLWjeXGqxLGzAMxlVScD+JzHx/0zI6E1nJZPrMTY19rjfLkLuxlQ8UoCowAPyDuCPn644rQ1Wa5GvwQWljYSs0aO8s+C6AS9cbgSF5I9+neqtr5+ntY6XDBYxISVntcj98hBRTnnJCoCSSCQCMUgIp9StRoMWmG6maae1KRIVU4CMIwwzkkseQSSDycjrXWaZOl1pltPHuKPGpBbg9O/J/ma5HX11KC+WCAWcdqtiQkZRCFYsQ2NwyR9wEcdua6jQ1mXQ7FbhQkwgQOqgAA45wAAMfhQBpVUiW6F/ctIwNuVTyl7g87v6Vbqhbxwrq97Ik26Z0iEkf9wDdg/jz+VNdQL9FFFIBKprqVi5kVby3JiBMgEq/IOnPPFXKxbzR3uLya6VovMBjMSsOMKckN9T/IUAbCsrqGUhlIyCDkGsGy3/2kMooG484rU021NlYx27MGZckkdOSTgewzisewMf8AaiYLZ3HqPrXi5p/Hof4u/odNBXjP0OlFB6UCg9K9o5inpX/IHsv+veP/ANBFLqf/ACCrz/rg/wD6CaTSv+QPZf8AXvH/AOgil1P/AJBV5/1wf/0E0AGnf8eh/wCu0v8A6Makk/5DFt/17y/+hR0unf8AHof+u0v/AKMakk/5DFt/17y/+hR0Acrpf/Id8Uf9fFx/6Itazvhp/wAfNz/un+UdaOl/8h3xR/18XH/oi1rI+H84tRfTlWYJGx2r1PEfrQB1PhiWxOjWKK8IuhH82MbwcZ5/A1qX7Y068w24+U+Bxz8tY/hKVYtO+x5ZpY2XcREwUZiRsFumcEd6q+IvFKadqR0VrRnN1GF80PgLv+XpjtUyaSuyZVYUmpTdldHmUpuprL59MyRIMDZJ6H3q/FealaXd3LBpuGVSEJic5+ZR6+lUb/TrawslBmlcPJ2QDGB9a6a00uK6eRRM67488qOOQfWvBqVaSp3drf8AAfkfeV6tOMVJ6x16Py8zDnuL69v7Sa403MjKAx8txj5iPWnabYedZsLjTSmJDgYkHYeprfbwfHJfW1x9tYGPHy+X1wxPr71LP4cjhhRDdMfmJzs+nvWEsbR5FGDS0/y8jklmOHUbRlb5S01ZNpRxqc6iELhWGefUe9dENQube2Kx7QoUtytcbbabFoupXeo+c8u/cCm0DGWB65qw2vRXt/BpXkuhuwIhJuB27sjOO9ZRp1ZYjnw/zaaXXU+czLGYRS0nfTs9/wDhzo7TXr+dGc7M5xwldGjAxxEyc4GenHFeb31tF4DiihZ3vPtTM4IATbtwPf1r0iBi9vAwA5UEflXt4SFeFaoqrbWltV21POo141Kag9Ki+Jdr7a7PQJFR4nRpMhjg8imwQQ2+9Y5CAcE5INTHdtPT71L83mN06D+tdzpQc1NrVdTa7tYYCMR/vO3qPSjI2/6z+L1HrThuxH06f0o+bb2+9/WrEJkb2/e9h3HvQCPk/e9vUU75t7dOg/rSDd8nTpQA3I2f6z+L1HrSkjc373t6il+bZ2+9/WlO7c3Tp/jTAaCMr+97eopMjb/rP4vUetPG7K9OlJ823t97+tIBrEfP+87eopcjeP3vY9x7Urbv3nTpTvm3jp0P9KAKV/ZW2pafLZ3JLQynDANjIznrXIXr3/hjUbbTNCsXewk2vK5jaTazNhvm7cAV3XzbR0+9/Wg7sSdOn9KTVznrYdVNU7S79fQCRvH73se49qaCML+8/iPcVId3mDp0P9KaN2F6feP9aZ0DSRtk/efqPSnZG8fve3qKDu2ydP8AIp3zeYOnSgCMEYT9539R70EjbJ+8/UelOG7CdOv+NB3bZOn+RTAMjf8A63t6imgjCfvP1HpUnzb+3Smjdtj6f5FIBpI2v+87+o9Kdkbz+97eooO7EnTr/SnfNvPTpQBGCNsf7z9R6UEjDfvO/qKcN22Pp/kVWv7r7Hp11dlA4gjaQqDjO0Zx+lMTaSuyyCN5/e9h3HvTQRtj/efqPSsLwt4nXxNDczJam38llQhn3ZyCfSt8btsfT/IpJ3Jp1I1IqcHdMaSMH95/F6ilyN5/e9h3HvSndtPT71L83mN06D+tBYwEYj/edvUelGRt/wBZ/F6j1pw3Yj6dP6UfNt7fe/rQAmRvb972Hce9AI+T9729RTvm3t06D+tIN3ydOlADcjZ/rP4vUetKSMv+97eo96qapf8A9m6Tc3zR+YsALlAcE4NUvDuvjxFp0t2tv5ASQxbWbdnABz096Lq9jJ1oKoqber1NjI3L+97HuKTI2/6z+L1HrT/m3r06H+lJ823t97+tBqNYj5/3nb1FLkbx+97HuPalbd+86dKd828dOh/pQBHkbf8AWfxeo9aCRtk/efqPSnfNtHT739aG3bZOn+RQAEjeP3vY9x7U0EYX95/Ee4qQ7vMHTof6U0bsL0+8f60ANJG2T95+o9Kdkbx+97eooO7bJ0/yKd83mDp0oAjBGE/ed/UehoJG2T95+o9KcN2E6df6Gg7tsnT/ACKYBkb/APW9vUU0EbY/3n6j0qT5t/bpTRu2x9P8ikA0kbX/AHnf1HpTsjef3vb1FB3Yk6df6U75t56dKAIwRtj/AHn6j0oJGG/ed/UU4btsfT/IoO7DdOv+FMABG8/vew7j3poI2x/vP1HpUg3bz06D+tNG7bH0/wAigDkvEBt4NYN9dWEtzFb26OGjUsWbc4CjAx0J/Er0rHsoUt9dQ2umXHkxsqmebJKohRDnAx912B4PTtyw29duSurywtrNzp7C3QoEjZkywuORg8tlVbBHSPHOTiosKXz3Cx+IHuJurLPvQKjyIwwOnARhjB5J5HQIDYubWRtUsjBC8SvG8TROissUY5LqRkAklRjnPpxW3aW0dlZw2sWfLhQIuTk4ArmtVuRLcwxk3YazvVDSNGucSq0Y2kEYHzZ3H07npsaHpb6Rp32Vp/OIYtkLtAz2Aycev1JoA1az7eS3bV71EiKzqkRkk7ODu2j8OfzrQqpE9ydQuUkjUW6qnlOOrE53Z+nH500BbooopAJRRRQAVzNgZP7UGfLxubptz3rpq5PTWiOtJgPu3N1Ix3rx8z/jUNftf5HXhl7k/Q60UHpQKD0r2DkKelf8gey/694//QRS6n/yCrz/AK4P/wCgmk0r/kD2X/XvH/6CKXU/+QVef9cH/wDQTQAad/x6H/rtL/6Makk/5DFt/wBe8v8A6FHS6d/x6H/rtL/6Makk/wCQxbf9e8v/AKFHQBzGnxPFrviTeMb5p3H0MFrXO+DJUitL/ewXchVc9yRHxXVR/wDId1/6y/8ApPbVxfhaREVlZsF3ZVHqfKB/kDQB6Doot0t4vJuIWMyI8kK7d24Rqvr6KKn1C0tXtrm4ktojMkbESsgLLhcjnrxUllFdW0FvDLDbqsSBDKkpJOBjoVH86dqBB0y9AO790/Hr8tJ7Dik5JPueMX199os1Meor8snJIf0/3a0NH1YWWuXEt7qRa2jRsp87Y5AHGKwxFL9hb/iWp/rBx8/of9qrX2S5uLu+jh0rzXZThUWQlvnXsDXjOkpQ9n39T72pSpODg9tf5fI7lfFmil4lF0cyDK/um55I9PamN4u0MxB2uyVLEAmFuvHtXE/ZbmC7so5tK8p1UZV1kBX5m7E1VMUv2JP+Jan+sbj5/Qf7Vcby2na13+PkcMcqwre7++Pmd9ceJtEYTp9oG6P7+YW4+YD09TSWOtaLPqlikciNNI6iP9yQT82BzjiuJlik+0ah/wAS5e/Pz8/vF/2qlsvtUOo6fLBpy+cgDJhXOGDEjjPPNbQwcISTTf3vuY1Mnwrg5a39Y9v8z1bX9V0LS3g/tlE/eA+Vvh8zpjPY46itiMo0ULJGdpAI6dMV5DrMniXXYbZr/RJpZImcKBbSLgEL6f54r1u24tbYFipCLkeny17dOo5yemh4uMwVPDU4O95O97NNabbeXcS6nhs7Oa5mBWKIF3bGcAcmsD/hPvDYAk+1vtY7QfIfqOvb3Famuq0ug6iiAyu0EgWMclzt6cc/lXE+EvCVrqWnzf21pctu8cv7tSZI8ggZPJ56UVJT5lGA8JQwsqMquIb0a2t+TPR1wVjIjOCPb0owNv8Aqz9729aF2hYwJDgD29KMjb/rD9729a2POFwN7fuz0Hp70AD5P3Z6e1GRvb94eg9PegEfJ+8PT2oATA2f6s/e9vWlIG5v3Z6e3vSZGz/WH73t60pI3N+8PT2oAABlf3Z6e1Jgbf8AVn73t60oIyv7w9PakyNv+sP3vb1oAGA+f92entTsDeP3Z6H09qaxHz/vD09qdkbx+8PQ+ntSAbgbf9Wfve3rQQMSfuz09vSjI2/6w/e9vWgkYk/eH9PSmA4gbx+7PQ+ntTQBhf3Z+8fSnEjeP3h6H09qaCML+8P3j6UABA2yfuz+npTsDeP3Z6e1NJG2T94f09Kdkbx+8PT2pANAGE/dnr7e9BA2yfuz+npQCMJ+8PX296CRtk/eH9PSmA7A3/6s9PamgDCfuz+npTsjf/rD09qaCNqfvD+npQAEDa/7s9fb0rmvFuna3qP2X+xbhrcpu83Exj3Zxjp16GulJG1/3h6+3pTsjef3h6e1TJXVjKtSVWDg3a/Y53RbDV7bUDLfTNJblCFUy7ue3H51vOiOjo8e5WOCCAQR6U4EbY/3h/T0oJGG/eHr7VNOmoKyKjBRViO2tLa1Lrb2scIOCRGirnr6VIANsf7s/p6U4Ebz+8PQenvTQRtj/eH9PStCkktgIGD+7P3vanYG8/uz0Hp703Iwf3h+97U7I3n94eg9PegY0AYj/dnp7elGBt/1Z+97etAIxH+8PT29KMjb/rD9729aAFwN7fuz0Hp70AD5P3Z6e1GRvb94eg9PegEfJ+8PT2oAjeKOWFkkhDoxwVYAgjNJDbQWyMkFukSHnaihRn14qTI2f6w/e9vWlJGX/eHp7e9IVle4YG5f3Z6H0pMDb/qz9729aXI3L+8PQ+lJkbf9Yfve3rTGDAfP+7PT2p2BvH7s9D6e1NYj5/3h6e1OyN4/eHofT2pANwNv+rP3vb1oIGJP3Z/T0oyNv+sP3vb1oJGJP3h/T0pgOIG8fuz0Pp7U0AYX92fvH0pxI3j94eh9PamgjC/vD972oACBtk/dn9PSnYG8fuz09qaSNsn7w/p6U7I3j94entSAaAMJ+7PX29DQQNsn7s/p6UAjCfvD19vQ0EjbJ+8P6elMB2Bv/wBWentTQBtj/dn9PSnZG/8A1h6e1NBG2P8AeH9PSgAIG1/3Z6+3pTsDef3Z6e1NJG1/3h6+3pTsjef3h6e1IBoA2x/uz+npQQMN+7PX2oBG2P8AeH9PSgkYb94evtTAcAN5/dnoPT3poA2x/uz+npTgRvP7w9B6e9NBG2P94f09KAOe1Tz11tAYrN4ZBEqC4iViGAnLYPXOOnUD5vXnO0f+1p9YguJIrO1kSFBPbQoEfBDZ3DPQMynr/D2ORVjxBsi1Ka5m0qW9t1tVLeXuLSN+9TaABj7sj/iw6VTtb26+1QBtHJGz7PcyzxMytGkikHB53Ykc9GyRnpkhAa13bSSatJHbRQvJHbSSTCKKNdtwxUwv83O75X557VvWPn/YLcXQIuBEvm5IPzY56cdazJHe01m1mS3kj+2n7PKjqDsREdkIKkgfMcc/3vat2gAqlDG66ldO1wHRkjCw7v8AV43ZOO2f6VdrPtxbDV74xljcFIvNB6AfNtx+tPuBoUUUUgENcxqNhdme8kgnvY4h5eAskkm87stgBgQOg+UjvXT0UAUdL806bB50bRyBeVcknrxnJJ9+TWDprSHWUzKhG5uARnvXWVxulvEddQKjBtzcls+vtXkZl/Fo69f8jswqvCp6f5nZig9KBQeleucZT0r/AJA9l/17x/8AoIpdT/5BV5/1wf8A9BNJpX/IHsv+veP/ANBFLqf/ACCrz/rg/wD6CaADTv8Aj0P/AF2l/wDRjUkn/IYtv+veX/0KOl07/j0P/XaX/wBGNSSf8hi2/wCveX/0KOgDAj/5Duv/AFl/9J7auJ8Kokl9ZCSNpI/tT71TOSPs5HGOe/au2j/5Duv/AFl/9J7auB8PSyWuoWUqAh1nl54+X/R+vPp1oA9XtzF56+XHeq3PMzSFen+0cU7Uf+QXfZxjyXzj/dpsEkTzKF1P7Sef3WYznj2ANOv1zp12FXaTE+Dxx8tJ7FQ+JHggNr9hb5ZseaO49D7V1vgXyf8AhOJPLEgfy5PvEYrAniu7Wy/e6kAWkGCHkPY+1adm9xp1/c30+oYh2nG1nJGWGO1eRGpGNprU+6xf7yjKCfxXS38vI6zxJ4Wj1PxD/aD3TRsqqNgTI4H1rBPgWA26x/bpOHLZ8sdwPf2q/b6xHL9nn+3O0Z5Od/IDHPb2q3DqEeuxbtNuWxE2HzuXr0rysRiMRzSmnaPotNtDxlUxlCKgpNRjpe21tuhkv4JgaW6b7bJ+9zn92OPmB9farFh4PhstRsbwXjsbVlYKUA3YYn1rpNHtZ11RmnYSxlWwpbPf0NdEYo9rfuF6+grswtDE4iPtI1Vv2XRnHWzLEx9xzumvLtbsUf7WOd3kjnj71Ra/rh0HR475oPOwyrsDbeoPfmtQRR7z+5XoP4RTXhiljjSSBXX0ZQR0r1sNSxEL+1qc21tErHj1ryi1T0ffcp6Lqf8AbOjQagIhEJiTsJzjDY6/hWl83mN06D+tYj69pNpqy6MQUumZQsaxfLzyOelbWBvP7rsPT3rqRnRmnG3NdrR+oDdiPp0/pR823t97+tIAMR/u+3t6UmBt/wBX/F7etM1H/Nvbp0H9a5PU/Gg022ExsfM2uI8eZjrnnp7Voa1Yahd3MTWbmJFX5h5m3PPtWobW3cKHtI2GM4KKa5pe1nUtH3UvLf8A4YyqKcouMHZ9yHSb86ppFtfCMRicB9hOcc+tXju3N06f41Su7dn0yWC1QROQVQjChTn26VBo9pdWdpIl63myltwO7dgY9T+NaubU1C3zKjzJJS18yr4p8R/8Izp0N6bb7QHk8vYH24yCc5wfSr+k3/8AamjWl+IxH56iTYTnbk9M1ZkghnVVmt0kUDOHUEZ/GlSNEiCpCFUNgAAADmtNbkqM+dyb93scz4m8ZDw9q1vp7WXnm4QHeJNu3JI6YNdZ828dOh/pVaW1t5mZ5LWN2UcFkUkVPgbx+67H09qWo4RmpScndPbyD5to6fe/rQ27EnTp/SszXLS6vdEuYLBvKuX4jfdtwd3qORVXwzYahp2jvb6nKZ7nezb/ADN/BAxyeaL62E6j9oocult+nob53eYOnQ/0po3YXp94/wBaCBvH7rsfT2poAwv7v+I+lM1HHdtk6f5FO+bzB06GoyBtk/d/y9Kdgbx+67e1AAN2E6df8aDu2ydP8imgDCfu+/t71DdIz2dykS7ZGRgp4GDt4oE3ZFr5t/bpTRu2x9P8iuX8I6TrGl/ahq9wbgybfKzMZNuM569OorpgBhP3f8vShaozo1HUgpSjZ9mctqfjMad4rh0P7F5jTvGvnCTG3fgdMdvrXW/NvPTpVK5jtIklu5raMmIFzIUBYADP1qto+u6dromex3OsWA25NuCc+tK+tmTCThNxnK7ey8jUG7bH0/yKDuw3Tr/hTQBtj/d/y9KCBhv3ff2qjckG7eenQf1po3bY+n+RQAN5/ddh6e9NAG2P93/L0oAcd209PvUvzeY3ToP60zAwf3f8XtTsDef3XYenvSABuxH06f0o+bb2+9/WkAGI/wB329vSkwNv+r/i9vWgB/zb26dB/WkG75OnSjA3t+67D096QAfJ+77e1AC/Ns7fe/rQd2X6fd/xpuBs/wBX/F7etKQMv+77e3vTAd829enQ/wBKT5tvb739arwXMFw+2NSSBzwKmwNv+r/i9vWs6dSFWPNB3XkNprcc279506U75t46dD/So2A+f9329qdgbx+67H09qsQfNtHT739aG3bZOn+RTcDb/q/4vb1oIGJP3f8AL0oAkO7zB06H+lNG7C9PvH+tBA3j912Pp7U0AYX93/EfSgBx3bZOn+RTvm8wdOlRkDbJ+7/l6U7A3j9129qAAbsJ06/0NB3bZOn+RTQBhP3ff29DQQNsn7v+XpTAk+bf26U0btsfT/IowN/+q7e1NAG2P93/AC9KQDjuxJ06/wBKd8289OlRkDa/7vv7elOwN5/ddvagAG7bH0/yKDuw3Tr/AIU0AbY/3f8AL0oIGG/d9/amBIN289Og/rTRu2x9P8igAbz+67D096aANsf7v+XpQBzWuSRnUpI31y5sJDAMJGr7F+WfDZBAycbuf+eQHesF7Gx1K7s47a7urxJVUhkgPCjfySx5GLxSenCHGCQBv63c3UesRQRQ2bQyRciUKGHyzdSenJQD/eeqWj22qzXNncpNbIqDdJBAQvBEakAdhlH6jkDjBwQgNXUB9ru9Ph8x5lMpuSphG7938wAyQUXcByc5JUcgmtqwvE1DTrW9RWVLiJJVVuoDAHB/OsWFo9T1pJoJUuJLYtBdkKURR84wATktu46kYB6HFb8UUcEKxRIqRqMKiDAA9hQBLVGGTdqd3H9m2bUjPnY/1md3HTt/Wr1VIhdC/uTIwNuVTyQMZB53f0prqBbooopAJRQa5KLxLeyTyRsluqs22NypxGPM2Zb5uR9dtAHW1xulPIddUG5DDc3y7j710umXLXmnxTuoVmyDjocEjI9jjP41y2jkf8JBH+4K/O3zZPoa8vMP4tL18/I7sIr06np/mduKD0oFB6V6hwlPSv8AkD2X/XvH/wCgil1P/kFXn/XB/wD0E0mlf8gey/694/8A0EUup/8AIKvP+uD/APoJoANO/wCPQ/8AXaX/ANGNSSf8hi2/695f/Qo6XTv+PQ/9dpf/AEY1JJ/yGLb/AK95f/Qo6AMCP/kO6/8AWX/0ntq43w1FPJ4+R4BGxhijfbI5UHMBXsD6/pXZokia9rZZCFdZWVuMEeTbj+YrhtHupbbxZdeSgaSS0VVJcrtxbs2cgH+7QB6uj3jOomhgjTPLJMWPT0KCqWp39rb2tzC13Cs7RNsieQBmJXjjryamtYkWSNktbiM4+/JJuHT03GsDxH4Si1XUDq0l26Nbxj92qDDbfm65qZXtoROU4tOCu7o8zmmurmy/fWsLFZBgcjsfet7TbO4vNRmg1KwC6eyHDkMoOCCPmzXOXVvbW1iPllYNJ/fA7H2r0S6CQ+H1lwxHlx8Z+lfOYmrGMYxj9rT00e2h9pmeI+r0HKK7/K1vMRdJ0qG3WOKGMBVIQeaT3Pv6mq2lWUljBIum2ZAZsuEBftx3PvVeKSN1gk2MOOm73PtRaeLx4ftyyWPnee2DulxjaPp71nQw/tH7Ocm099uy8j5F526cG6zvF66tv+tzd0rVkTVZVu7qCKNAwJZ1XBzjmug/tfTCCBqdrknIHnLzXluk6ZB4l8S6jalpLcy+ZIXBDY+cHGMCkvdCt7DxdaaN5sr/AHI/O4H3u+Mds+te5hqaw8OWO1zx6ubVan71U0le2/U9A1XWnVom0u6inUgiQxlXweMfzNb0bZihJc5IGfyrgn0GLwrEkCTPc+exfLALjGB70j/EloHni/ssN9myM+f97DBf7vHXNTRqy+s1FN6aW+47J46FOlBV0oy18/yOpuND0ltS/tiaMLcxkN5rSEBcdyM46Vo295a3Ydra6jmUYBMbhgD+FefXvxBOo2M1m2mBFurd8sJ8lcqf9n2qp4Q8QroumzLFaGQSzc7pcYwB7e9dMq8IavY44Y+h7ZRp2s7tuz3+49Mnube1hSS4uUhTpukYKM49TTopop4FlimEkbNlWQgg8+tcHrurL4isX0+WAwrFIH3q+SccenvXV+GoPs3huyhRsqi4BI5+8aVPEU6k3CLOyFWU6jSXu238zVyNzfO3Qf1qGe7t7WJZLi5SFDxukYKM+mTXPeKPF7eGry3g+xLceem7PmbNuDj0NVfiSVHhq2MgLL9pXhTg/db61q5WvboTWxcYQm46uO51scsU0KyRSh0Y5VlIIIz2NSEjc3znp/jXn3hXxf8AvtN8PJY4XYoExlyfu7+mPw616Gd25uR09PrTjJNXLw2IhXhzRfr6jQRlfnbpWJruspZaVefZLuH7dEpKRF1LZzn7v05rdG7K8jp6fSuO1PwFDqWr3GpPfyI05IKCMEDI2+tEr20FinV5LUldvztbzJfC3iF73SpJNYvLeK6MpVFLKhZcDHH1Jrd/tnS/vf2ra4HBPnrxXJr8NLaIxH+0pT5Dbx+6HPf19qYPhhbCNov7Tl+dg+fKHbI9f9qoTnbY5Kc8bCCi4Xt1udxHIk0KyRyb0Y5VlIIIz1Bp5IxJ85/yKradZiw0y1s1k3rAixBiME7eM/pVs7sScjp6e1aHpxu0rgSN4+duh/pTQRhfnP3jUh3eYOR0Pb6U0bsLyPvHt9aBmfdz3EdwRGW8nALNt4HrzVi2vrS7Y/ZruKbaPm8pw2PripJ4/Nt5oywAdSpOPUVh+GfCqeGmufKu2m88LnemMbc+/vWFOnKE5PmbT79PQznOpzxUY6dWasd9aSXAt0vYmmUnMSyKWGM5461ZJG2T5z/kVztj4TjsvE0utrdO0kzuxiKDA3Z75rpDu2ycj8vat1fqKjKpJP2itr+AZG/77dKaCMJ85/yKk+bf1HT0po3bY+R+XtQalG6ubBvMsri7iDyjZ5LSAMwIxjHXmmaXomnaKJU0+IwrJguNxbJGfXNcJ4iZB8TrAMrF/MgwQ2B1HbH9a9O+beeR09KlO79DjoVFWqS5oq8XZMrS3EFrAsk86xRjALSMFA49TSwzw3EHmwTrLGx4dGDA/iKo69oq69pH2GSYxKzK29VyRjmuas9ZHhnVbPwklubhA6qLhn2n5zu+7jtn1pt2epVSu6VRKatF9fPtY7kEbz87dB/WmgjbH85/yKkG7eeR0Hb600btsfI/L2qjqGkjB+c/ep2RvPzt0H9aDu2nkfe9Kd83mNyOg7fWkBGCMJ856f0oyNv3z97+tOG7EfI6entR823qPvenvQAmRub526D+tAI+T5z0p3zb25HQdvrQN3ycjp6UAMyNn3z97+tKSMt856f40vzbOo+96e9Kd2X5H3fT60wM6ym06SVhZ3MUjhfnEcoYir2Rt++fvf1rnvDnhGPw7eT3EV28xmTaQyAY5z610fzbeo+96e9ZUoRpx5YpJeRlRnUnG9VWf3jWI+f5z0p2RvHzt0P9KG3fvOR09Kd828cjoe30rQ1I8jb98/e/rVae/tLeTyZryKOVh8qPIqlu3ANW/m2jkfe9Peua1zwjFrOrQ6lJePE1uqgIqAg7SW9feht9DGtKpGN6auzpSRvHzt0P9KaCML85+8akO7zByOh7fSmjdheR949vrQbDSRtk+c/5FOyN4+dulB3bZOR+XtTvm8wcjp6UARgjCfOev9DQSNsnzn/Ipw3YTkdfT2NB3bZOR+XtTAMjf99ulNBG2P5z/kVJ82/qOnpTRu2x8j8vakA0kbX+c9f6U7I3n526UHdtk5HX09qd8288jp6UARgjbH85/wAigkYb5z1pw3bY+R+XtQd3zcj73p9KYACN5+dug/rTQRtj+c/5FSDdvPI6Dt9aaN22Pkfl7UAcprotrnVri2Ojy38v2RWZklZcgrcqF4GB1cZz1celVbO7zex21noogWaZI5zdF3Vf3e/kEDDAsB398cVZ8SzJFfMg1KW3ldYAUVXwFEkjnG0jllRxj/ZHIzziNFphnR7jW72eVSGjSaJjh8oozkkYLMmR3JPIGMIDqltzpF8JLGx2fbrn/SQcuzEtneCDtGNzk5wcDjOAK6FWV1yrBh6g5rlbWRPEtnY3AM0DR3Dy7WVpDzGykbuNnD5Gfbgjq7wtNHbWlpZRKzieFrlmyP3XIABUdM9jnkhqAOqqhbxxLq15ItxvkdIg8X9wDdg/jz+VX6z7d7c6vfJHEy3CpF5rnowO7bj6c/nTXUDQooopAJUItYB5mII/3n3/AJB8319amooAQAKAAAAOgFcNo7Z8QoPtG/52+X5vQ+1d1XCaMH/4SKPNpsG9/nw3ofU4rzccr1KXr/kd+D/h1PT/ADO8FB6UCg9K9I4CnpX/ACB7L/r3j/8AQRS6n/yCrz/rg/8A6CaTSv8AkD2X/XvH/wCgil1P/kFXn/XB/wD0E0AGnf8AHof+u0v/AKMakk/5DFt/17y/+hR0unf8eh/67S/+jGpJP+Qxbf8AXvL/AOhR0AZsis2qXyqCWMcwAHc+XBXF6JbWp19GuQsYCBWkJC7cwFeT+OOfWu6t/wDkYp/+2n/oFvXP+FoZ/wC19QuIBG21I0KuxXqoOeAf7tAHSWssDyqiat9qPaLfEc8f7Kg1Le7VsLttu3EbHOBx8tSq11uXzY4lTPJWQk/ltFQ6hj+zr3kn90/B6H5aT2Kh8SPF76/+0WamHUSu2TkkuO30rf0nVEfUZIHvWk2IcodxHBHqK5ZkcWRxb23+sH8Q9D71tLGY3uZLGCBrzb0Rgx+8M8ZrwqlNOnyf5n2GYexpYaUpJtJN6Wv0OzS6gmjS3jb97KCqHBHJJA5qzo2nPo6SrqgjnMhBjx8+MdevTtWRos0C2todQeCLUckiNnCt947flzWxe3kswQ+Yr4z6VwU6/wBVU1FNz6PVromfKVYUqihVimlbZ+ZsW8tnJMFhgUSDqQgGanaCEszmBC4PDFRkVjm7tNmzTrmGS+UfPHHIHYf3sr9ant579innBwC3z/JjvXtQxk6VoVo3b6xWlnt/wTOVNJ2tb1IPEdvLNJb+URHgNnJxnp6VrR2tv5UWbWMkgZOxeeKy/EF5BayQebcRR7g2PNcLnp0zWsJYo7eF3l2rgck4HSqoSksXW5tvd/IUqdoqVtypqVpCdLuhHBGjeWwVtoG3j2rL8J2Zjs7hbgJOd4IP3sce9bdwwm0+bymMm5SF28g1gxf2pZpttoJF3HLAR5+nX8aWJrunXjKzcbdFcydOPNz9UM13QNQv9P8AJsJI4ZS4bO8rxz3ArY0OynsNDtba8IkuIhtdw27J3ep5rjJNV8cB7gJbT7VP7r/RhyM/Tniu00SW8m0S2k1AMl2wzIpXbg7vSujC0IUVywv8zkpVoVq7motO3VWX/Dl54IZHJe3RiAMblBx1pWijkCK8CsMZwyg07I3N8zdB/WsnXp9QgsIm0sO8+8AgJu+XB7flXRKXLFs7JNRTZorbwKAy2qBg3BCLnrUpA3N+67egrk9O1LWpNXt7e7JWIkeYCgBB25/nXWEjLfM3T/Goo1o1U2ujsKElJXSsAAyv7rt6CkwNv+r/AIvQetKCMr8zdKTI2/eb739a2LBgPn/d9vQUuBvH7rsew9qRiPn+ZulOyN4+Zuh/pQA3A2/6v+L0HrQQMSfu+3oPSjjb95vvf1oOMSfM3+RQA4gbx+67HsPamgDC/u/4j2FOJG8fM3Q/0poIwvzN940ABA2yfu/0HpTsDeP3Xb0FNONsnzN/kU7I3j5m6UANAGE/d9/Qe9BA2yfu/wBB6UDGE+Zuv+NBxtk+Zv8AIoAdgb/9V29BTQBhP3f6D0p2Rv8AvN0poxtT5m/yKAI2ghZmcwIXB4YqMipsDef3Xb0FVr1pUsLpoMmYRsYxjOW28frWH4Su9du4ro65HLG6lRFuiCZHOegpX1sYyqqNRQs9fuOjAG2P93+g9KjaCEuXMCFwwwxUZFSDG2P5m/yKwLy51lfEUcMCSGwLpvby8jHGecVM58qTsXOSVro6EAbz+67DsPemgDbH+7/QelOBG8/M3Qf1poI2x/M3+RVlgQMH93/F6ClwN5/ddh2HvSEjB+ZvvU7jefmboP60ANAGI/3fb0HpRgbf9X/F6D1oGMJ8zdP6UZG37zfe/rQAuBvb912HYe9AA+T9129BRkbm+Zug/rQCPk+ZulACYGz/AFf8XoPWlIGX/ddvQe9MZ0SIszlVDZJPAHNJHLFKHaOXeuMZU5qeZXt1AkwNy/uux7CkwNv+r/i9B61g+K7rWLXToX0RJHuDLhgse/5cHsR64rR0mS5l0e0kvty3TIplBXGG78dqd9bGSqp1HTs9NfIusB8/7vt6ClwN4/ddj2HtUUs8ETMskwViOAzYJqbI3j5m6H+lJSTdkajcDb/q/wCL0HrQQNsn7v8AQelHG37zfe/rQSMSfM3+RVAOIG8fuux7D2poAwv7v+I9hTiRvHzN0P8ASmgjC/M33jQAEDbJ+7/QelOwN4/ddvQU0kbZPmb/ACKdkbx8zdKAGgDCfu+/oPQ0EDbJ+7/QelAxhPmbr/Q0HG2T5m/yKAHYG/8A1Xb0FNAG2P8Ad/oPSnZG/wC83SmgjbH8zf5FAAQNr/u+/oPSnYG8/uu3oKaSNr/M3X+lOyN5+ZulADQBtj/d/oPSggYb9339BQMbY/mb/IoOMN8zdaAHADef3XYdh700AbY/3f6D0pwI3n5m6D+tNGNsfzN/kUAYV5I764Y0urJAixEwybRJtLSlyCQeoVcewb2NYdt59x4tsxLqFlNOiNjylJQqfNxkKNufkXI3Z/d9RxWp4gDi5ldNHe6AjidphMV37DLIExtI6rtz1/fAVm3c0lpIs0Ph37PKJEg8+WRiPLEgyuCBkFZZT1xx1OAKQGvLKdP8QmS4vttsbUF4FjbaxLKi7VGR14xyeR1B43LSOyeGG6s44RHJGDHJGgGUPIx7c5rAWzS60i3udQthHdNbLHne8e19wYKqADBDAEEDPAxmp9AuNSEkdndWBtoIrdBGVXCjCJx7HJcYz/ByBkZAOkqnC9w2oXMbxKsCqhik7sTncPw4/OrlU4YpV1G5dpw8TLGEiz9wjOTj34/KmBcooopAIa52TxdYxifMUp8pwh+ZB/Ft5y3y8/3sV0RrKi0K1iaRopLhGYEKVlI2AtuIX2zQIu2lwLq1jnUbVkXcBuDfqCQfwNcPofl/8JNHtmZj5j8FfY+9dxaWsdlbpbxZ2JnGTknJySfxNcRoYm/4SaPdbqq+Y/zBMdjXn41XqUvX/I9LBfw6vp/megCg9KBQelegecU9K/5A9l/17x/+gil1P/kFXn/XB/8A0E0mlf8AIHsv+veP/wBBFLqf/IKvP+uD/wDoJoANO/49D/12l/8ARjUkn/IYtv8Ar3l/9CjpdO/49D/12l/9GNSSf8hi2/695f8A0KOgCnb/APIxT/8AbT/0C3rJ0K0UW88sumPOZJAVkUp90IoxywPUGta3/wCRin/7af8AoFvUdqsVlptq76hJbrKikKSmCxXJxlSaALNvDGlwhTTZIG5/eNsIHHsxNSaiD/Zl7kjHkvnA/wBmmW88Mkyqmotcnn92dnPHsopdQAGmXpC7cRPz6fLSexUPiR4Q4tEsT+6mIMo/5aj0P+zW3Ym3sNRubxI5WbYflMgxyw/2ayBPL9hb/iZv/rBzl/Q+1dJot4NF1mbU7+7ae0VGzEu5j8xAHB47147hzrlbtc+3x1WEIck95XSV37z0026laZ4LvWbK/aKRXG0hRIMcMfb2rWh1pZoN32YjDEY8z2HtVDUtdtr7xhY6jb3MsdmWjbySCCQrYPA45wa29T3ePY4n8PXH2UWhYTebmPduxjG3OehqJ4KNSPKne2i09PM8+tRptU1WhaNt23aO+n6FHw0YrPxZe3USOZCsmQzgjlx7V1kviaSO6EH2ZDuwc7qzvDnhfVdL16a9vbuKe2kR1WMSMxBJBHBGOgrsTGmG/cr19BXTDDYm941LLtZdzy8fXoSq3S5tEr3fb9DktS0SHxwInuZXtvsuQojw27djrn/drpLiwF1YQ2zSYVduCBzwKthFDnEQHA7D3pABtj/dj9PSuyFC9Nxq+83v5nnSrVJQjTk9I3t5X3IrW2NpaLCr7lQ9SOetT4be3I6Dt9feq92ubKcKoUlTg+lUtFidIpRKfMORg5zj86z9vClWhh0t1+RFna5Lq2ovpljHcBFk+YLtPHUVNYXT3unRXJATzDnb1x81WNikR5iB+oHpWNdeI9OsLySzljkEsfzHagxjG719K1leE+aUvd7efqEqkI00mrO+/wChuYbe3I6Dt9aQBvk5HT0rnf8AhMNKwH8ubDfKP3Y6j8fcV0KgfJ+7HT2q4VIT+F3M4zjL4WUf7LX+0Pt3mnfv+7jj0qrrGtvpl3HCIVk8xM5zjHJFaN1cRWdlLcyofLjyzYAJxmq+m6jaaxBJcW8ZKqdnzqAc4z/WsXSjG8KT5W3f/MJPXlT1NEBsryOnpUM8jw2zyfKdpzjHvUgAyv7sdPak2jZ/qx9729a3mm4tRdmWQWly91BI5CrjjHXtVrDbxyOh7fT3phVQHxEBx7U7aN4/djofT2qaUZxgozd332uN7le9uHtLKScBW2HO3pnmotPvXvrKScqqckbevQU+9uYbGxkuZ4zsjOWwAT1qPTr+21Oze4toiEyV+ZQDkCpfN7Ve9pbb9SOZX5eoaffvfSOCipsH1zmrwDYXkfePb60mxQ4xEBwewpAB8v7sfePpToQnCmo1Jcz72sU2OIbbJyPy9qXDbxyOnp/9emEDbJ+7H6elO2jeP3Y6e1agADYTkdfT60ENtk5H5e1NAGE/djr7e9BA2yfux+npTAkw2/qOnp/9emgNtj5H5e1G0b/9UOntTQBtT92P09KAHENiTkdfT2pcNvPI6en/ANemEDa/7sdfb0p20bz+6HT2pAADbY+R+XtQQ2G5HX0+lNAG2P8Adj9PSggYb92OvtTAeA288joO3196QBtsfI/L2oCjef3Q6D096aANsf7sfp6UAOIbaeR970ow29uR0Hb6+9NwMH92Pve1O2jef3Q6D096AABsR8jp6e1GG29R97096aAMR/ux09vSjA2/6sfe9vWgB+G3tyOg7fWkAb5OR09KNo3t+7HQenvSAD5P3Y6e1ICO4gNxaSQs4Ac4JA96isrIWEMkSvuBO7JHt/8AWpftEXn+RsO/d6DHXNWCBl/3Y6e3vXPD2NWbqR1cbr08htNbjsNvXkdD2+lJhtvUfe9PekwNy/ux0PpSYG3/AFY+97etdIile6Yt7cCZ5SpjUDAHXvWhht45HQ9vp70xgPn/AHY6e1O2jeP3Y6H09qyhShCTlFavcDPTUHbUDabFADkbv1rQYNtk5H5e1N2LjPlDO7rgetBAxJ+7H6elKjCpBPnlza6aWsuwNjyG8wcjoe3096QBsLyPvHt9aCo3j92Oh9PamgDC/ux972rUBxDbZOR+XtS4beOR09P/AK9MIG2T92P09KdtG8fux09qAABsJyOvp7GghtsnI/L2poAwn7sdfb0NBA2yfux+npTAkw2/qOnp/wDXpoDbY+R+XtRtG/8A1Q6e1NAG2P8Adj9PSgBxDYk5HX09qXDbzyOnp/8AXphA2v8Aux19vSnbRvP7odPakAANtj5H5e1BDYbkdfT6U0AbY/3Y/T0oIGG/djr7UwHgNvPI6Dt9fekAbbHyPy9qAo3n90Og9PemgDbH+7H6elAHKeI205tWMN7e3kTtFHlIh8m39/jjPfDE/wDXNfasS8ezubiHbdX91aeYYG3MEVPkHO7nICyZycDkgnHFdJqq3aavLJaXljbs0EcZSYLub/XnH3SeuMduH4NY9tNe6zKuNXiU27LMVXMSMhjjIUkKOSSQSR0PA4ICA3tQKubC1VnkM1yvmxyb137BkkK3RAdpJGB0HOcHV0q9fULBbloRGrs2wB9wZQSAwOBwcZHsRWdJ5uoaxDAsqE2UvmzMNyEKchVA5DZIOc44AwOc1vABQAAABwAKAHVn262w1e+aNnNwUi81T0A+bbj9a0KowOrapdxi22FUjJmx/rM7uPw/rTXUC9RRRSASiiqY1OwPnYvIP3P+s+cfJ25oAuV5voP2f/hKo9jyF/MfgoAOh75r0VHWRFdGDIwyGByCK870Lz/+Epi3JAF8x+VVM9D6c1wYtfvKfr/kengP4VX0/wAz0gUHpQKD0rvPMKelf8gey/694/8A0EUup/8AIKvP+uD/APoJpNK/5A9l/wBe8f8A6CKXU/8AkFXn/XB//QTQAad/x6H/AK7S/wDoxqST/kMW3/XvL/6FHS6d/wAeh/67S/8AoxqST/kMW3/XvL/6FHQBTt/+Rin/AO2n/oFvTLPTmFpp89tMyukSkiZ3kUgpjgFuKfb/APIxT/8AbT/0C3qpYjS5LS2jg02C7kWBGk8lYjtyO+SOeDQBrqt4HXz5IWTuI42B6fU1FqH/ACDbzBOfKfr0+73pltDElwrJpH2Vuf3pSIY4/wBliak1HP8AZl7nBHkvkAdflpPYqHxI8LAm+wt+7s/9YP4k9D710uqPaNo06wNaNc7E3L5i/wB5c5Ga5UfZvsLf6PPjzR/y1Hof9mu3v/Bdhb6E+qi4uWe4jQtHlQBuKng4rx5U3Jc1/h1Ps8dCj7WlKro1LTTrdeZz9rpWqTxWl5FpyPbIpLzIqlVwzZ5z2rqvhvOlvaah9oe3i3Om3Yy88H0NbHh62SHwE8CFvL8mYYY5bkt3/wDrVyugW0FjayiJZSGfncw9PpTr11hoKrHV2v8Al5HBicRLFUa1JLVNJff6nqSlSkZBYg/X0oONrcv19686k+I91bS3VuumRsLTKqTIfmwwX09812Xh/VZNb0KDUHiWFpi2UGTjDEdfwr1KdaM9FueLiMBXw8FUqKyem69TVGN55foPX3poxtj5f9fSnDdvPzL0Hb6+9YviXWpdB0ZL2OFJmDqmwkjqDWjdlc4Kk404uctkasnl+VJ5jEJn5s5ximWptSH+zuGXjOwk81kRay9/4Mm1V4VRmgkcxA+mRjP4VT8Dam2qWF3J5Qh2ShcE7s8fhXNJN14tRVrb9V6ERxMG4wT+JXR1QxiPl+nv6VnXGi6bdTvczW2+ZzhmJbkdP5VjeHfFk2t63cWD2qRLbozBwxO7DBen411fzbfvL970963tGa11CnUp14c0dUZP/CN6P937EMDkDLdfz9hWqMfJy/T3pfm3t8y9B2+vvQN3yfMvT0ojGMfhVjSMVHZEM8MNzbPDMrPG5wynPIzUdnY2lhG8NpEYoz8xUZ6/j9BVr5tn3l+96e9B3bm+Zenp9afKr36jsr3EGMry/T3pONvV/ve/rThuyvzL09P/AK9HzbfvL97096oY1sfPy/T3p3G8cv0Pr7UNu/efMvT0o+bePmXoe3096QEFxbwXVs0E6s8bnDKc880y1s7Wwt5IbWMxpknaM9cVa+baPmX73p70NuxJ8y9PT2pcqvcXKr3A43jl+h9famjHy8v94+tOO7zB8y9D2+nvQN2F+ZfvHt9aYxpxtk5f9fSncbxy/T3oO7bJ8y/l7UvzeYPmXp6f/XoAYMYTl+vv70HG2Tl/19KcN2E+Zevp9aDu2yfMv5e1MA439X6e9NGNqcv+vpT/AJt/3l6en/16QbtsfzL+XtQA042vy/X39KdxvPL9Peg7tr/MvX09qX5t5+Zenp/9ekAwY2x8t+vpQcYbl+vvThu2x/Mv5e1B3Yb5l6+n0pgAxvPL9B6+9NGNsfLfr6U4bt5+Zeg7fX3oG7bH8y/l7UgG8YPL/e96dxvPL9B2PvQd2D8y/e9KPm3t8y9B2+vvTAQYxHy/T39KTjb1f73v604bsR/MvT09qPm2/eX73p70AHG9uX6DsfekGPk5fp70vzb2+Zeg7fX3oG75PmXp6UgIfIh3+btbzN3Xn1qU4y/L9Pf3pfm2feX73p70Hdl/mX7vp9amFOML8qtfX5jbb3E43Ly/Q+tJxt6v9739ad829fmXoe3096Pm2/eX73p71YhrY+fl+nvTuN45fofX2obd+8+ZenpR828fMvQ9vp70gG8bRy/3vf1oOMScv+vpTvm2j5l+96e9DbtsnzL+XtTADjeOX6H19qaMfLy/3j6047vMHzL0Pb6e9A3YX5l+8e31pANONsnL/r6U7jeOX6e9B3bZPmX8val+bzB8y9PT/wCvQAwYwnL9ff0NBxtk5f8AX0pw3YT5l6+nsaDu2yfMv5e1MA439X6e9NGNsfLfr6U/5t/3l6en/wBekG7bH8y/l7UANONr8v19/Sncbzy/T3oO7a/zL19Pal+befmXp6f/AF6QDBjbHy36+lBxhuX6+9OG7bH8y/l7UHdhvmXr6fSmADG88v0Hr700Y2x8t+vpThu3n5l6Dt9fegbtsfzL+XtSA53Vy8Ootc/2V58aRoftO8qwIE+BjI4GcY7+bWE82qWnkzWmkQ6YhiCu0zAAN5a4Us3H3gFx7ds5q54kFmNala/kvPKW1jJW3C44Fwxzk91Vjgd0X2rOl/s5n1B7Y3V2NPSSWSOaQKGMRhOwEA/LgDHplvWgDqbuc2giu4Qsc15NDGJWJbKZJwwI+UctgL3P1NdDXK+IZVsNKR47eZ0gmR5oAzBGCqWCruHI3KoAXHOM8ZrqFO5QcEZGcGgB1VIhdfb7nzCPs+1PJxjOed39Kt1RgjRdVvJBcb3dIw0P/PPG7B/HP6U+4F6iiikAhrnH8Nf6fJeRSJC6sDDH8zIPnDcgnjJH8OK6OigCpp9p9iso7cvvK5JbGOSSTj25rzvw81v/AMJdEEEu/wA1+pGOhr0+vMfD7THxdGGlgK+a/Csmeh9Oa4sUvfp+p6uX/wAGt6f5np4oPSgUHpXaeUU9K/5A9l/17x/+gil1P/kFXn/XB/8A0E0mlf8AIHsv+veP/wBBFLqf/IKvP+uD/wDoJoANO/49D/12l/8ARjUkn/IYtv8Ar3l/9CjpdO/49D/12l/9GNSSf8hi2/695f8A0KOgClEypr1wzEBVEpJPYbIKfLNazSiaOe6jYrtJihb5h1HVT61Vls0vNZuYnaRdyygFHZcZSAdiM1pJDqKRqgu7U7QB/wAezf8AxygCG3dGnULdXUp5+WWPCnj12ip7uFprO5iQKrOjKD6ErSql4rgzTwumeRHCynp67j/KkunCWly4ZgVRiCc8fLQ9gTad0eQa/wCH9Q8N2cIvtSBM8hKGJmPQc56eta8fgXWruN7iPU4hHdIGjBkfKgkNzx6Cs/xLq1zqlpAftdtcGNz95oztyPf6V3MWsRT6PBZaZeRSalHEgMMbAsuAA3HTivOpunJOVnbt1/M+krY7FRwkKyXvNu+m1npp0E0yxm0rww+kXMoku/LkXzVJIy2ccnnjIrkoPAmt3Fv5cepxBkcsSZH6ED29qXWdY8QWuuxQPdLHlVLo/lg8k+vPTFb3w/1C/wBQt75tQuBMyOgQoVOBg/3P61hSVepXSnbk10tra2hnF4ihh3iouPvWk++r7WMl/AGuPJcuNSgAnzsHmPx8wb09BXaeHtMuNI0CCxumSaaItukUkg5Ynvz3qbVTdrp6mw8z7RuGMDPHfrxT9MNydOQ3u/7Rk78j346cdK9CCjCrypPbfoeViMwrYiKp1LW32+ReA+c/ux0H9aaFBWP92P8AIpw27z9/oPX3po27Y/v/AK+ldJyAVG0/ux96nBQHP7teg/rTTt2n7/3venfLvP3+g9fegBqqMJ+7Xp/Slx8v+rH3v60DbiP7/T39KT5dv8f3vf1oAdj52/djoP60gH3P3Y6Uvy72+/0Hr70g2/J9/p70AGPk/wBWPvf1oI+Zv3Y6f40ny7P4/ve/rSnbub7/AE9/egDk/CnhnUtD1C6nvLqO4jmTCKrsdvOe4rrMfL/qx97+tA25X7/T3pPl2/x/e9/WphBRVkbV6868/aT3FYff/djpS4+cfux0P9Ka235/v9PenfLvH3+h9faqMRMfL/qx97+tBHEn7sf5FJ8u3+P73v60HbiT7/T39KAHEfOP3Y6H+lIBwv7sfeNKdu8ff6H19qaNvy/f+8fWgBSPlk/dj/IpcfOP3Y6U07dsn3/19Kd8u8ff6e9IBAOE+Qdf8aCPlk/dj/IpBtwn3+vv70Hbtk+/+vpTAdj5/wDVjpSAcJ+7H+RS/Lv/AI+nvTRtwn3/ANfSgBSPlf8Adjr/AEpcfOf3Y6U07dr/AH+vv6U75d5+/wBPekAgHyx/ux/kUEcN+7HWkG3bH9/9fSg7cN9/r70wHAfOf3Y6D+tIB8sf7sf5FKNu8/f6D196aNu2P7/6+lACkcH92PvUuPnP7sdB/Wm/Lg/f+97075d5+/0Hr70AIBxH+7HT+lGPl/1Y+9/WgbcR/f6e/pSfLt/j+97+tADsfO37sdB/WkA+5+7HSl+Xe33+g9fekG35Pv8AT3oAyv7csxq/9leVJ9o34ztG3+91+lapHL/ux0/xqn/Ztl9r+2/Z/wDSd2fMwc+n8quHbl/v9Pf3qIc2vMTHm15hcfMv7sdDSY+X/Vj739aPl3L9/ofWqt+ZhYTG03/aP4MA9c+/FOUuVNlMtMPv/ux0pcfOP3Y6H+lZmktetYyHUd/n7jjIxxj2/GtP5d4+/wBD6+1KE+eKla1xJ3VzJj12zk1c6YsUn2gOQSVG3jnrWqR8sn7sf5FU10yxS8N6tuBclyTJg554/lVDVW1YahELISfZsDzMAevPXnpWbnKnFuSvr0ITkk+bU3CPnH7sdD/SkA4X92PvGlO3ePv9D6+1NG35fv8A3j61uaCkfLJ+7H+RS4+cfux0pp27ZPv/AK+lO+XePv8AT3pAIBwn7sdf6Ggj5ZP3Y/yKQbcJ9/r7+hoO3bJ9/wDX0pgOx8/+rHSkA+WP92P8il+Xf/H096aNu2P7/wCvpQApHyv+7HX+lLj5z+7HSmnbtf7/AF9/SnfLvP3+nvSAQD5Y/wB2P8igjhv3Y60g27Y/v/r6UHbhvv8AX3pgOA+c/ux0H9aQD5Y/3Y/yKUbd5+/0Hr700bdsf3/19KAMC9luI9ek26mLaBUtzJG/3QC0w4yCPmIGTx936VnaSt4+rxXF3rkc8kdrDuIJSOTe04DLwAe2BjnaPY1Z8QfLe7ptJiubUorec77XZ0LkRqM5LbWcjjrkd8itaf2npetW6TJbW0En7kRmRAXQPIEVc8kLvj6dA3Q5xSA2tPkkvdcuJ/MJitl+zEb/AL7naxLKPl4GMYORlsjnjerBjEtnrsCgrHHdhjJEGBy6g8hm+ZuAo2gDAGelb1ABWfbtbHV75Y42FwEi81z0YfNtx9Oa0KpwyzNqNyjwhYVWMxyY5cnOR+HH5011AuUUUUgEooNcdcaVqJursrcXhtsg9Dudt4PA3jIxkcbfoaAOxrybw1JbN41iCRyh/Nk5MgI6N22/1r0vSlmTTYFnj8twuCpJOOeOpPb3Neb+GpZ28aRK18si+bJ+7Dk9j2xXJiV78PU9fLf4Nf08/M9XFB6UCg9K6zyCnpX/ACB7L/r3j/8AQRS6n/yCrz/rg/8A6CaTSv8AkD2X/XvH/wCgil1P/kFXn/XB/wD0E0AGnf8AHof+u0v/AKMakk/5DFt/17y/+hR0unf8eh/67S/+jGpJP+Qxbf8AXvL/AOhR0AVI7QzajdzJPJC8cpT5ApyGjiJzkH+6Kku7C6ms54k1CYs8bKAUQDJH+7SQveLeX4hhgdPPHLylT/q07BTUAklNzcfbTdxMHARbZZHTbtXuF9d1AE9tbxRTIU0lLZhx5u2Pjj/ZOanvF8yxu0JGGjYHHX7tQQGIzgRves3PEySBenqy4rmfE3hq8vtYGrRXUcVvbxqXjJOTtyxxjjpUzvyuxE5zhZwjzO6/4c4bWtHtdLs4hEtzKJJOcuOMD/d961vA4QeNpSsUiHy5Pmdsj+Q/nXPXN5FPZArd3C4k6lfb616Hqut2sXhJFYTAxxxAuFGT0HrXj0JeyinUld/nvofZZjWq06HsuVylO66rsc343VD43QtFK52R/MrYH8j/ADrZ+FoVbXUtiPH86f6w5zwfYVl6d4hs/t+nJuuCXdcZUc/ORzzXpNjfxX3mNDEQEwDuwK3w9VTq3lo3su+h5uMxM6eEhhqkLNpdez7FsE7Y/mX8vakJO1/mXr6UAHbH8i/n7UEHa3yL1r0zwhwJ3n5l6Dt9aaCdsfzL+XtSgHefkXoO/wBaQA7Y/kX/ACKAAk7T8y/e9Kdk72+Zeg7fWmkHafkX71cN4+1CKyubAStIm9Hx5Yznke4rOrP2cHK1yo06lR8tKPNLsd0CcR/MvT09qMnb95fvenvXj8+u2hN2vmXAKNz8v+1j1r0jwzKtx4ZspUyysuQW4J+Y1lRxDqOzjYuphsRSV6tNxXf+vI2cnc3zL0Hb60gJ+T5l6elGDvb5F6Dv9aQA/J8i9PWukyFydn3l+96e9BJ3N8y9PT60mDs+4v3vX3pSDub5F6f40AAJyvzL09Kyhqcx1f7F5abN+N3OfWtUA5X5F6etJg7fuL97196xqwnPl5JWs7vzXYuLir8yuZmo6lLZ3KwoiOHUZJzx2rVyd4+Zeh7fSmsD8/yL0pcHePkXoe/0pwhOMpOUrp7LsQGTtHzL97096RicSfMvT09qMHb9xfvevvQQcSfIvT+lbAOJPmD5l6Ht9KaCcL8y/ePb60pB3j5F6Hv9KQA/L8i/eNIBSTtk+Zfy9qXJ8wfMvT0ppB2yfIv5+1c74t8PXmvw2sVpPHbtEzMxYnkHHpSeiujOrOUIOUI3fY6IE4T5l6+n1pSTtk+Zfy9qq2Fu9tp1pbvtd4o1RmB6kLjNWSDtk+Rfz9qZad0mx2Tv+8vT0pATtj+Zfy9qMHf9xenrSAHbH8i/5FAwJO1/mXr6e1Oyd5+ZenpTSDtf5F6/0pcHefkXp60AICdsfzL+XtQScN8y9fSgA7Y/kX/IoIOG+RetADgTvPzL0Hb600E7Y/mX8valAO8/IvQd/rSAHbH8i/5FACknB+ZfvelLk72+Zeg7fWmkHB+RfvUuDvPyL0Hf60AAJxH8y9PT2oydv3l+96e9IAcR/IvT+lGDt+4v3vX3oAdk7m+Zeg7fWkBPyfMvT0owd7fIvQd/rSAH5PkXp60ALk7PvL97096CTl/mX7vp9aTB2fcX73r70EHL/IvT/GmA7J3L8y9D2pMnb95fvenvRg7l+Reh70mDt+4v3vX3pAKxPz/MvT0pcnePmXoe30prA/P8i9PWlwd4+Reh7/SgAydv3l+96e9DE7ZPmX8vakwdv3F+96+9BB2yfIv+RQA4k+YPmXoe30poJwvzL949vrSkHePkXoe/0pADhfkX7x/rQApJ2yfMv5e1Lk+YPmXp6U0g7ZPkX8/alwd4+RenrQAgJwnzL19PY0pJ2yfMv5e1IAcJ8i9f6Ggg7ZPkX8/amA7J3/eXp6U0E7Y/mX8valwd/wBxenrSAHbH8i/5FIAJO1/mXr6e1Oyd5+ZenpTSDtf5F6/0pcHefkXp60AICdsfzL+XtQScN8y9fT6UAHbH8i/5FBBw3yL1oAcCd5+Zeg7fWmgnbH8y/l7UoB3n5F6Dv9aQA7Y/kX/IoA47xWlk2oMbizu53EcfmPCUAVMXGNued33ie3C1RtodMm18tBJqEjC5dHaV1+SQlGUqmPmGYwMnIG3nrkX/ABOiPqcsjag9s0FoMRgMc7ln+7jvhCT7JUdi6nWbVpNZRzMg8qTkOgiaUlDkYyVbBz/zzPoDQBtTvv8AEGkW4iukVBLcb3yRu27dpJB7M3cY465roa5bUIJr7VVtobshnsHMcwI+f513bsDGMEAcDqx5xxv2MMtvYQQzuryogVmVcAn2FAFqqcMUy6jcu8waFljEceeUIzk/jx+VXKz7cWw1e9aORjcFIvNU9FHzbcfXmmgNCiiikAlFFFABXkHhd4j45iAtXRvNk+cuT2b2r1+vIvC8jnxxEDqYlHmyfusyeh9RiubEfFD1PZytfuK/+Hz8z14UHpQKD0rpPGKelf8AIHsv+veP/wBBFLqf/IKvP+uD/wDoJpNK/wCQPZf9e8f/AKCKXU/+QVef9cH/APQTQAad/wAeh/67S/8AoxqbKQNYtskD/R5f/Qo6r2eoWUEDRy3lvG4mlyryqCPnbtmnzXej3GPPuLCXb03ujY/OgB3kXUdzO8FzbqsrhyrwliDtC9Q4/u+lO23/APz+Wn/gO3/xyqVxP4fgtpZsac/loW2r5eWwM4FS/Y1/6Aln+a//ABNAFlBdiQedcwOndY4WU9PXef5VHqH/ACDbzG7PlPjOcfd75ptvbiKZWGnW1v1/eIVyOPYCrE8Sz288LuNsilTjrgjFDHF2kmeDD7T9hb/jzz5g/wCePoa9E8SJbDwMGgWD7T5cO4tjHVc9flrn/F/hew8PWtqtmt1cCd2LbnB24Ax0X3rtm8P2mreHoLa4klRJooywRgCMAHuPavKdOqpcsUn3v09D6fG4ujP2NdfDzN7dmulzy+0W8a901YhamQ4ChfKzne2MV3nhm+u9DguP+EqnW0eZh5HmFRuAHzY2/UVatvh/pNnd211HcXRktGDRhnXBIO7nj1NZXxRUONLzC82PN/1Zxj7vsa3VF017R7oiriaGYVo4eKVpX1tZq13pr16nWR+ItFmkMUeowtJHy6hzkY4/maf/AG/pBuktRqEXnyEBI9xy2elec+EtOhv/ABVeQSwzwq0chL7vRx6iuyHgnTF1WDUhPc+fbspQb12nByM8VpCpWk7pKx5eIwtDD13TnJ8vLdd7/wCRtX+radpbp9uu1t/MHyeYxG7HX+Yp91f2djaR3NzcCGDgb3JA5HFZ2veGbHxG8BvJpl8gHZ5TAZ3YznIPoKn1XRLbWdKi0+4ldYgVOYyA3A465rp97U8Zyr3nZLy/4JR1HxLpkmn3MdhqcRvXiY26h+S2OMZ46+tZfheym16ymk8TQR3k0UmIWkCttUjn7vvViL4e6PDcx3C3F2Xi+VQXXGP++feuh07TIdMSSOCVirkMd5BrBxqyqLmS5T0liFSoxhT+JpOT6p9VF9jyl/DuvzXF6sOnRtvYlAEi5G7/AA9a7TRbifTdJtrK7kWC4iT54sgbT16Diumt7OOCUSI53MOc1SutAtLy7ku5JZBI5wQpGOm309K86phMRUpLXllfo7aanTisznXSg4q1+3y7ljTbpbqGR/NMmDjKkn+VXht+T7/T3qnp2nw6bFJFDIxVjuO/B56f0q4Cfk+delejhITp0Ywm7ted/wATz6ri5tx2M+b7X5z+X5nl54/z9asWvm+W32jfv7Zz0/CrGTs++v3vT3pSTub516en1rOngvZ1XV9pJ3vo3pr5eXQHO6tYq219Z3UmyCfzGVfmCknFVpNc0qK6azkvo1uFb5oyxyO/8qXT9Ht9NmaWGVy0i4O8gisfU/Cmnm/udaMs5umySgYbem3pjPT3rVzqRpOUkrq5zVHVSXIlvr6HRQ3NvdxSSW8pkXpuUkjOKsfLvH3+h9fasfw9GsOmSqpKjeThuT0FbGTvHzr0Pb6VWHq+1pRn3NVe2o35dv8AH9739aDtxJ9/p7+lLk7fvr97+tBJxJ869P6VsMp6hqdhpixvfXS26PlVMjEZNV7fxBo9zMsEOoxSSn5tiuc465/Ko/EHh2z8RwwwXksqrExdTEQDnpzkGs+w8DaVp9+l7DcXJlC7MM6kYxj09qwqusk/ZpeR2U4YR0rzk+fXS2nkdKskUscjIzMvqM+lSfLvH3+nvUEMK28DxpJkcnn6VPk7x869PSrpObgnUWvU43a+g0bcJ9/r7+9B27ZPv/r6UoJwnzr1/wAaCTtk+dfy9q0AX5d/8fT3po24T7/6+lOyd/316elICdsfzr/kUAIdu1/v9ff0p3y7z9/p70hJ2v8AOvX+lLk7z869PSkA0bdsf3/19KDtw33+vvSgnbH86/5FBJw3zr1pgKNu8/f6D196aNu2P7/6+lOBO8/OvQdvrSAnbH86/wCRQAh24P3/AL3vTvl3n7/QevvSEnB+dfvUuTvPzr0Hb60ANG3Ef3+nv6UfLt/j+97+tKCcR/OvT+lGTt++v3v60AL8u9vv9B6+9INvyff6e9Lk72+deg7fWkBPyfOvSkAny7P4/ve/rVK+1fTdOnWK8u0gkkXKK7EFu1XsnZ99fvenvWFrnhaw129hubqaZXgQBRGwAPOecg0O9tDKs6ij+6Sb8zUt76zu5dsE/mMq/MFJOKsfLt/j+97+tZ+naNbabO0kMrlpFwd5BrRydv31+96e9RSc3H94rPyNFe2ojbfn+/096d8u8ff6H19qRifn+delLk7x869D2+lWMb8u3+P73v61n3ms6ZY3Itbq9jhnkAKRuxBbPA/WtHJ2/fX739a5/WPClhrWpxajczTrNbqoQRsApwdwzkHuaUua3umtBUnO1ZtLyOhO3ePv9D6+1NG35fv/AHj604k7x869D2+lICfl+dfvGmZCHbtk+/8Ar6U75d4+/wBPekJO2T51/wAilyd4+denpTAaNuE+/wBff0NB27ZPv/r6UoJwnzr1/oaCTtk+dfy9qAF+Xf8Ax9Pemjbtj+/+vpTsnf8AfXp6UgJ2x/Ov+RQAh27X+/19/SnfLvP3+nvSEna/zr1/pS5O8/OvT0pANG3bH9/9fSg7cN9/r70oJ2x/Ov8AkUEnDfOvWmAo27z9/oPX3po27Y/v/r6U4E7z869B2+tICdsfzr/kUAc7rRuI9Tj26baXEU6LEssuN5fLArgsMjy3lI+pGeaz7Y6jYx6Yl5aWUN0Z0eVGeNWlJCKxXGQCHkY9RkkAZ3YK+LIrKe/eKS0nkuGjt8zLtCBPNdCBnuBI5Pp8prKllslukfTtN1Br2RmuUSUj5CyJIcKO+UQc55LdTxSA62VZ4vEVi6bY5JgRdCMhgyANt5Iz1x29eeuegrm9Q8hRp1xDFtYXKeSCwCybupDdQMZPOM4xg5xXSUAFUIJEbVbyMW+x0SMtN/z0zuwPw/rV+qkX2r7fc+YB9m2p5OMZzzu/pTXUC3RRRSASudl1udLq/txLbAwzRRq458pG6s/Pb8BXR1H5MeWPlplvvHaOfrQBzsGu3c1zboyRruZF2bTmUMSC689BgHv1rhfCyt/wnMedL8oebJ+9xJ6H1OK9d2LkHAyOAcdKdis6lPnafY7MLjHh6dSFr86tva2/3iig9KKK0OMp6V/yB7L/AK94/wD0EU7UEZ9NukQFmaFwAOpODUEFne29vFAl3CUjQIubc5wBj+9Uvlah/wA/cH/gOf8A4qgBF1KAKP3d10/59Jf/AIml/tKD/nndf+Akv/xNHlah/wA/cH/gOf8A4qjytQ/5+4P/AAHP/wAVQBFNeWs8MkMkV0UkUqw+yyjIIwf4ah/0L11T8rmrflah/wA/cH/gOf8A4qjytQ/5+4P/AAHP/wAVQBBb/ZvtCeV9uL8487ztvT/a4qxcTCC3uJmQFY1LEA84C5oSK7DqZriNk7qkRU/nuNOkiWSOVGVmVwQQc4IxQCtfU8l8XeKbHxJaWrQLdWwgdgdyKd2R7N7V0cFv/wAIxZp4hupTPb+Wv7qMfN8+AOpx3pvi/wAJyyQWqeH9KtwdzGYKiDsMfe/Gusj0+G50i3s762SUCNBJE4yuQPTp1rkVKUpty3R6+MlhJ0aHKvdUnpfW2n59DmR8S9LdokFnd5nGRwvHJHPPtVO9VfiTFG2mSPZCxJD+ev3t2MY2n/ZrrP8AhGdEBBGk2oK/cPlDjv8AzzVqx0qw04OtlaR26vgsIl25I9cVp7OctJvQj63hqPv4aLU1s3qvP8DmvDng+60XXpNRlvI5o5UdRGAQRuIP9K7A52v8q9fWlC8Jw/HXk+lBXhuH5Pqa1jBQVkcNfEVK8+eo9TlvGHha68SyWht7qO3+zht24E7t2PT6VS/4WJploZbV7S6Z7MbHIC4bBC8c+prtto3E/PjA7mspvDOiuxdtLti0hzITHy3fn8aiUJXvDqdNHE0nTVLEpuMdrabu7OeHxK0osqfYrvLqZBwvQc+vtSf8LP0oRrL9ivMOSgGF6jHv/tCuh/4RnRAcjSbXI4H7ocD0/nXP+JPCm97ZdG0q3EahjIAiDk4/vfSsqjrQjzb+iOqi8uqTUXFr1egN8S9LQyqbO6zAcNwvPOOOaP8AhZelb/L+xXe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"path": null
}
|
Figure 4 Conservation of regulons across genomes clustered by the extent of TRN and regulon conservation for ( a ) E.coli K12 and ( b ) B.subtilis . The intensity of the color for each regulon in each genome indicates the percentage of total interactions in the regulon shared.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 13; 34(12):3434-3445
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PMC1524902
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16855288
| 1 |
gkl456f1
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",
"path": null
}
|
Figure 1 ( a : lane 1 → 7) ( b : lane 8 → 11) 10% Native PAGE mobility pattern of the oligonucleotide sequences. Lane 1: HPC11, d-(TGGGGCCCCCA); lane 2: HPC11 + HPG11, d-(TGGGGCCCCCA) + d-(TGGGGGCCCCA); lane 3: HPC21, d-(TGTACTGGGGCCCCCAAGAGC); lane 4: HPC21 + HPG21, d-(TGTACTGGGGCCCCCAAGAGC) + d-(GCTCTTGGGGGCCCCAGTACA; lanes 5 and 11: SC, d-(TAAAAAT) used as 7mer size marker; lanes 6 and 10: PAL12 d-(CTTGAGCTCAAG) used as 12mer duplex marker; lanes 7: PAL20 d-(CGCGCGCGCGCGCGCGCGCG) used as 20mer duplex marker; lane 8: HPT21, d-(TGTACTGGGGTCCCCAGAAGC); lane 9: HPT11, d-(TGGGGTCCCCA).
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3511-3522
|
PMC1524902
|
16855288
| 2 |
gkl456f2
|
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"path": null
}
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Figure 2 ( a ) Thermal denaturation profile of d-TGGGGCCCCCA (HPC11) + d-TGGGGGCCCCA (HPG11) in 20 mM sodium cacodylate buffer (pH 7.4), 0.1 mM EDTA, containing 100 mM NaCl at 260 nm, [Inset shows the derivative plot of curve] ( b ) Thermal denaturation profiles of d-TGTACTGGGGCCCCCAAGAGC (HPC21) + d-GCTCTTGGGGGCCCCAGTACA (HPG21) in 20 mM sodium cacodylate buffer (pH 7.4), 0.1 mM EDTA, containing 100 mM NaCl at 260 nm, [Inset shows the derivative plot of curve].
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3511-3522
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PMC1524902
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16855288
| 3 |
gkl456f3
|
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FFQ3FxDawPPcSpFDGNzySMFVR6knpQBNXN+KvGej+EbPzb+fdOwzFax8ySfQdh7niuT1X4jajr98+i+A7Jry46SahIuIoh6jPH4n8Aa0fC/w0tdMvP7Y124bV9bc72mm+ZI2/2QepHqfwAoAwY9G8W/Et1uddlfRvD5O6Oxi4klHYnP8ANvwWvStF0PTfD+npY6ZapbwL1Cjlj6sepPua06KACiiigAooooAKKKz9X1ay0TTJtR1CYRW0K7mY9T6AepPpQBfPTivONB8FarqviubxN4xWNp4ZCtjZq4eOJQeG449wPXk81a8B614i8T3t9rl8ottDlGyxtSg3HB+/nGT39iTx0rvqACsTxH4gs/D2j3F7c3MMTquIllONzkHaMdf/ANRpNc8Qw6LbXLi0ubyW3gM7x26Z2rzjJ7ZIPqeCccVyei6IfFdjp17rnhqC3P2mS8ke4IaSQEtsUjAOOV+9xhRx6AFiOx1fXfF9vdW3ipZdNsYRJ/osKFTK4YYzyD8uDzkgEeua7Ows0sbMQI7yHczvJJjc7MSWJxgcknpxVpEWNdqKFX0AxT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuQ+KH/JNta/65p/6MWuvrkPih/yTbWv+uaf+jFoA3NA/wCRc0v/AK9Iv/QBRRoH/IuaX/16Rf8AoAooAy/Hmj6lr3hC80/SZRHdyFCpMhTIDAkZHqK8V0q1tfA1wB4x8DzXGG4u2cun0C/6tvzr6RpjosiMjqGRhgqwyCKAPHvgprulQWN/p0l5DBd3F6ZIIJG2l1KgDb2J46CvZK5ST4e+G21m11aDTo7W8tplmVrb5FYg55UfL+mfeuroAKKKKACiiigAoPSig9KAPJPhRq+pRxy6XHoU0lg99Oz6iJQEQ+hXHPQd+9et15/8If8AkUrz/sJT/wBK9AoAKKKKACmggjIOQe4ri/iCniVtCv20m6sLexSzke4aVXM5wCWCEfKMjj1rT8Bf8iFof/XnH/KgDo6KKKACiiigAooooAKK47xR8R9C8MMbd5TeahnC2lt8zZ9GPRf5+1cubHx/4/GL9x4b0WTrCmfOkX0Pf89o9jQB0HiX4naLoMxsrTfquqE7VtbT5sN6Mwzj6DJ9q5+Hwl4o8fXCXnjG5fT9MB3R6XbnBPpu9Pqcnr0rtfDXgnQ/CcIGm2g+0EYe5l+aVvx7D2GBXSUAZ+laRp+iWKWWnWkdtAnRIxjJ9SepPua0KKKACiiigAooooAKKKQnAJPagCK4uIbWB57iWOGJBlpJGCqo9yelc94n8I2HjFNPW8uJ/s1vL53lwuNkwI7/AOI9T61w1w+o/FrX2tYvOs/CdlLiV/utcuO319uw5POK9ZtbWGytYbW3QJDCgjjUfwqBgCgB0MMVtCkMMapEihURRgKB0AFZ2rak1rcWdjby26Xl7IUjM5yFAUsTtBBbpjGR161keMvGmleG9Jula+QX5UxxQQkPKHI4JXt65NZ9j4R0jWfEy65c2l/PDDbJHCmps7gudxY7ZMngEe2ScUAM8PaHruqXWs32ta1ugu5mt1t7NVCNFGzLjLKSAeRwc4J5z075VCqFAwAMAVHDDFbwrDDGkcaDaqIoAUegA6VNQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFch8UP+Sba1/1zT/0YtdfXIfFD/km2tf9c0/9GLQBuaB/yLml/wDXpF/6AKKNA/5FzS/+vSL/ANAFFAGnXl3iTxn4sm8ZXXh3whpsE72UatPJNjkkA9WYAD5gPUnNeo14rrp8Ual8XNUj8JLFY3drbRpcTsRiZSFILBgQTyAOOgoA3dG1D4qya1Zpq2k2cenmZRcOjRZVM8kYkJ/SvTa8y0bT/irHrVm+ratZyaeJlNwiLFlkzyBiMH9a9NoAKKy9f1m28PaHd6td5MNsm4qvVjnAA9ySB+Nef2/xN1q0bTdQ13w6ljoepOFgukn3MgPILD0xz0HGSKAPVKKyfEWt2/hzQLzV7pWaK2QHavViSAB+JIFcDD8Ttcsv7Nv9d8NpaaLqTqsFxHOGZQ3IJHfjnoMjpQB6pQeleb3fj3xJP4j1XTNB8Mx6jFp0oieX7RsOSO4PuD+Vdj4fvdU1DSEuNY07+z7wswa3Dh9oB4OR6igDlvhD/wAilef9hKf+legV5/8ACH/kUrz/ALCU/wDSvQKACiiigDE8Yf8AIl65/wBeE3/oBqv4C/5ELQ/+vOP+Vb8kaTRtHIiujDDKwyCPQikiijt4ViiRUjUYVFGAB6AUAS0UVDPPFbQtNcSpFEgyzyMFVR7k0ATUV53rnxX0q3nFhoEMuuai52pHaglAf97HP/Ac/UVmjwl458afP4p1caVYPydPsupHo2Dj8y30oA3/ABF8UPD2gubaKZtSvydotrP5/m9C3QfTk+1c8bP4h+OyWu5h4a0l/wDllHnz3X36N+ZUe1dr4e8E6B4WjH9m6egnxg3Evzyn/gR6fQYFdHQBynhf4faD4VUSWlt5153urjDyfh2X8K6uiigAooooAKKKKACiiigAooqC5urezt3uLqeOCFBl5JXCqo9yeBQAl1dW9jaS3V1MkMESlnkc4Cgdya5Lwj41ufF+r6gbTTTHoluAsN65IaV89MfTn24z1q14u8Jp40tbCB9VlgsEk82aKEBhcrxjnPHseetdDYafaaXYw2VjAkFtCu1I0GABQBYVVUYUADOeBWJrviBNFtbp47K4vZ7e3M7RwLnavONx7ZIPTJ4JxVzUr6a0NtFbQJNcXEvlxrJJsUYUsSTgnop6A1x3h7SfEes6hrF9rupiG2uJGtRZ2m0qUjZlILFc45IyME5PTjABN4XsNV1nS9Mutc0u0tBFcy3qxnLSlmLbcqR8v3s5yTwOBXeU1VCqFUYAGAKdQAUUUUAFFFFABRUEVzBP5ghnjk8ttr7HB2n0OOhqM6hZeQs/2y38ljtWTzV2lvQHOM0AWJG2Rs+M7QTiuN0zxV4n1bTYL+z8KWrW8674y2rBSR7jyuK6mS7t5RcQRzxPMiNujVwWX6jtWN8P/wDkQtG/69x/M0AM/tjxh/0KVn/4Nx/8ao/tjxh/0KVn/wCDcf8AxquoooA5f+2PGH/QpWf/AINx/wDGqP7Y8Yf9ClZ/+Dcf/Gq6iigDl/7Y8Yf9ClZ/+Dcf/GqP7Y8Yf9ClZ/8Ag3H/AMarqKKAOX/tjxh/0KVn/wCDcf8Axqj+2PGH/QpWf/g3H/xquoooA5f+2PGH/QpWf/g3H/xqj+2PGH/QpWf/AINx/wDGq6iigDl/7Y8Yf9ClZ/8Ag3H/AMao/tjxh/0KVn/4Nx/8arqKKAOX/tjxh/0KVn/4Nx/8ao/tjxh/0KVn/wCDcf8AxquoooA5f+2PGH/QpWf/AINx/wDGqP7Y8Yf9ClZ/+Dcf/Gq6iigDl/7Y8Yf9ClZ/+Dcf/GqP7Y8Yf9ClZ/8Ag3H/AMarqKKAOX/tjxh/0KVn/wCDcf8Axqj+2PGH/QpWf/g3H/xquoooA5f+2PGH/QpWf/g3H/xqj+2PGH/QpWf/AINx/wDGq6iigDl/7Y8Yf9ClZ/8Ag3H/AMao/tjxh/0KVn/4Nx/8arqKKAOX/tjxh/0KVn/4Nx/8apkmt+Loo2dvCdphQWP/ABNx0H/bKurqC8/48rj/AK5t/KgCnoOqHWtBsNUMPk/a4Fl8vdu2ZGcZwM/lWH8UP+Sba1/1zT/0YtXPAf8AyIOhf9eUf/oNU/ih/wAk21r/AK5p/wCjFoA3NA/5FzS/+vSL/wBAFFGgf8i5pf8A16Rf+gCigDTryTxF4e1nW/iLe3Gg+LLGzvUhVDbJMyzJGFXIYKORuOefUV63Xj3inR/G1t8SJ9e8M6NEV8pY/PDoBcAouQ6s/YjHAHQUAaejeEPH9nrNnc6h4sS5s4pVaaASud6g8jla9OrzLRdW+KUutWcWq6HZxae0yi4kTZlUzyRiQ/yr02gDgfjGkj/De+KZwssRfHpvH9cVzPxJlif4OeHAhB3m18sDv+5PSvWdR0+11XT7iwvIhLbToUkQ9wf5VxGnfCbR7HULWafUdTvrezffbWdzMGijOc9APX6Z75oAn+IWoW9h8NL5bmCK8cxRwNEzcByQMnHIwefqK8z1nR9Y8O+FPC+uanqyatp8ckTx6bLkJHuXcoDA/NgDHt7ivV4vh1oaXGuyym5uF1pi1zHK67VO4tlMKCME8ZJ6Csqx+EOk293bPc6jqd9aWjbrezuZgYkP0A6ewxnvQBhWfg0ax/b2s6X44mTz5nutlhIUWJzlgJcNzgHHbvXU/CvX7/xF4LW51JzLcQzvB5rDmQAAgn1PzYz7VX1P4UaTfahd3VtqWp6dHekm6t7WYLHLnrwR3yeDkc9K67RtGsvD+kw6bp8Xl20IIUE5JJ5JJ7kmgDyfwFc+NotFu18P6fpM9l9umO+6dg+/IyOGHHSvXtMe/k023bU44Y74oDMkBJQN7E9q4j4TzxW/g68kmlSJBqU+Wdgo7dzXSXfjfwvZKftGv6eCOqpcK7fkpJoA6CivPLz40eD7UkQz3d4R/wA8LcjP/fe2qQ+KWtamNvh/wTqVyD0mnyqj64BH/j1AHqFc7r3jPw/4cB/tPU4Y5QP9Qh3yH/gI5H48Vxp0P4meKhjVtXt9Bsn+9BZ8yY+qnP8A4/8AhW7oPws8MaIVlazOoXWcme9Pmc+oX7o/LPvQBgt8Q/E3iZjF4M8NymEnH269GEHuBkLn8T9KfD8LtT16VLvxr4huL9wdwtLZtsSn64x+Sj616eqqihVAVQMAAYAp9AGTo/h3R/D0HlaTp0FqCMMyL8zfVjyfxNa1FFABRRRQAUUUUAFFFFABRRRQAUUVg+J/FOmeE9LN7qM2M5EUK8vK3oo/r0FAGzLJ5UTybWfYpbaoyTjsPevJ49I8QfFHUhd67HPpfhyCTMNicrJMR3P+P4Dua6LwPqHizXrq51nWFjstKnTFnY7BvHPD5xnp69c9AMV3dAEFtbRWdrFbW8YjhhQJGg6KoGAKzfEmt2/h7Qbq/nnhhKIRF5p4Z8cDHf6CpNY1/TNBtnuNSvIoFVC4RmG9wP7q9T/9euF02xsfiDa6dqN5pF68X22W4ea7fCNGCwRQobn+AYAx8p9eQCzb+G4PE3jKLV5tfn1WysYF8nyyqoJW3ZAaPA4GDgc8jJr0C2toLO3S3t4liiQYVFHAqRVCqFUAKBgAdqdQAUUUUAFFFFABTWBZCAcEjAPpTqKAPN9O8Na3badfWa2CwPPp66eZFmQB3AkJnOOSCWUc/NyeOKguPCmrTQzTro8apKZkXTzLHiIvbpEJOu3hlJ4OcH14r0+igDhPDXh7UdH1K7kmhaOBoJBNJJLHKZ5C2QyEKGAxnIb1HXGasfDW0vYfCNhNcak1xbywKYYDCqiEZPG4ct+Nddcf8e0v+4f5Vz/w/wD+RC0b/r3H8zQB0tFFFABRRRQAUUUUAFFFMd1jRndgqqMkk4AFAGfq+t6foNn9q1K6WCIsFXIJZ2PZVHLH2Arln8QajdtdS3unajZ6fb/vPOCExPHjHGzMjHLA8cYB6YqK01j/AITLVIGgRLZrScXFpKsIklNuWZSxZhiPdszjBJGK7yGFIIUhjBCIoUZOeKAOUspQlhFqek3tvc2UmWM0CNsIVCuDGDgfMBluoPBGOnT2tylzHvTcCOGVlKlTjOMEA96xNak1HTtU0+e3ia40mVzbXtrHCGK7z8sowMkA8MPQ5qOyddG8TSaa9zOw1F3ngSc7gAqICEfOeP7p7dOnIB1FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQXn/AB5XH/XNv5VPUF5/x5XH/XNv5UAYfgP/AJEHQv8Aryj/APQap/FD/km2tf8AXNP/AEYtXPAf/Ig6F/15R/8AoNU/ih/yTbWv+uaf+jFoA3NA/wCRc0v/AK9Iv/QBRRoH/IuaX/16Rf8AoAooA068g8QWWofED4j6h4ck1Wax0nTIUZo4+srEKScZ5+91OcAdOa9T1HU7LSLNrzULiO2tkIDSSHABJwK8l8XDw/quvDxD4d8b2el6sUEcp84hZQOBkjkcADoQcD0oAamiXvwu8Y6DFY6vPd6Zq1x9mltZeMElRnA4ONwOQAeMd69orxbwnp+n3fi2x1LxD44tNZ1GJgtpbxylgHPTk4784AHOK9poAKKKKACiiigApD0NLQelAHh3gP4baH4n0y51PU5b15FvZYhEkoVMAjnpnPPrXoFr8LfBtngx6JFIw7zSPJn8GJH6VQ+EP/IpXn/YSn/pXoFAFGz0fTNNUCx060tQP+eEKp/IVeoooAKKKKACiiigAooooAKKKKACiiigAooooAKKgurqCyt5Lm5mjhgjG55JGCqo9STXMeGvHdh4r1m9stNtrl7a2TP21kxG5zjA7j1GfQ0AV/FvxEsvDkyabZwtqetSkKlnAclSf7xGcfTr/Ot6XSbLXbfTrrWNKha5gCyrFKA/kuQMjPQ4P8qoeHfA2i+Gbu4vLSKSa9ndma5uWDyAE5IBwMD9T3Jrp6ACqGoagLBYR5EtxLM/lxRRY3OcEn7xAAABOSe1Q67qsejaVJdPLDG25Y4zO+1dzMAM+wzn6A1yS6Lr2ueOWu7rxGF0/TFURJp6eWDIynOQxYZAPOSeCOBmgBulv4i8Uahr7XWl21hp84+wKZ8tJtQuGOASCfmPoM46457+GFLeBIYlCxooVVAwABUNjZxWFqtvFvKgliztuZmJyWJ7kkk1boAKKKKACiiigAooooAKKKazBVLHoBk0AOorjrDxnJPp97eXVksSQ6eNRhWOQsXibfgNkDDfJ7jmq0vjS/gWW2Om251CEyPIouG8vy0hWU4bbncQ4GMdcmgDtbj/AI9pf9w/yrl/hxaQWvgTTDCm3zo/NfknLE8nnp0o0jxdFruq3llbxJ9lWyE8Uu/LOSSrDHYAjH4VB8NdYsL7wjYWVvcrJcWkCrPGAcoSTj+VAHaUUUUAFFFFABRRRQAVja7d6csC6bqGXOoBoI7cPsabj5gDkY4PXI/PFbNed3mmSeJfiNML2xlexsYYjaSs+2JiJA0hx/Ecrtx/s89aAOg8H6dJZ6JbyzxW8M8kKqYrZQERASVGf4iA3WukpAABgDApaACvOL7UbxLbV/7Rj+1apoEj3ETqPLZ4JAdsqlccqu4EdDtwa9HrE8SXlnpmkT3d3E3lShbaWaNATGjnbuOf4QWzQBqwTR3FtFPE4eORA6sO4IyDU1c74TvTcW+o2rwxwS2N7JbtFENqBRgoVHYFSD9Sa6KgAooooAKKKKACiiigAooooAKKKKACoLz/AI8rj/rm38qnqC8/48rj/rm38qAMPwH/AMiDoX/XlH/6DVP4of8AJNta/wCuaf8AoxaueA/+RB0L/ryj/wDQap/FD/km2tf9c0/9GLQBuaB/yLml/wDXpF/6AKKNA/5FzS/+vSL/ANAFFABrWj6fruly2Gqw+dZsQzoZGT7pyDlSD29a8b1uz+H6Xp0nwv4YfXNVbgCG6nMKH1LB+QPbj3Feq+NfD9x4n8L3Ok210ttJMyHzGzjAYEg49cV5xp3wh8VaQjppvi0WaucuLcyJuPvg80AXPBPwibS9Sg1vWplS6ikEsNlasSkRHI3Mck49B+Zr12vMdG8C+M7DWrO6vfGk91axTK8sDSykSKDyvJxzXp1ABRRRQAUUUUAFB6UUHpQB5J8KLXX2iluIdQtk0Rb6cS2rRZkZvUNjjnHftXrdef8Awh/5FK8/7CU/9K9AoAKKKKACiq13fWtjGJLq5gt0JwGmkCA/iakiljniWSGRZI2GVdGBB+hFAEtFFFABRRRQAUUUUAFFFZ2r61pug2LXmp3kVrAP4pG5Y+gHUn2FAGjXJ+K/H2jeE1WK5Zri+fGyzgw0hz3PoPr17ZqHwp47Txfqd3FY6Vdx6dCmUv5OFkbONuMcHv1PuBUmgfD3RdB1KbU1WW81CWRn+03bB2TJ/h44+vX3oAd4g8LWnjnTdNe/kvrWBMTvahthbIB2uOxHT25rf03S7LSbGOy0+3jt7eMYWOMYH19z71dooAKxtY8Q6foVvNLdPMTFCZmSGFpCFHc7QQoOMAnApNV1hbW8sdNtrm0S/vXKxids7VCkltgILdMdRyetczoemeJtWuNZutT1az+x3khtlS3t8nykZ1O0kjbnLcnd1oAoWGnWnxAtNN1DUNHvyrXcly8lzIRGYvmCKAG5H3BgDsT359Jt7eC1hEVvDHDGOiRqFA/AVIiBECqMKBgCnUAFFFFABRRRQAUUUUAFFFFABRXLf8JzpcN/fWd2t1FLa3Bh/dWs0wcYB3ZRCB16Z7V04IZQR0IzQBhReENEt96paPtfqjTyFduGGzBbGz52+Xpz0pj+DdDNoLVraZk3lyxupfMbK7SC+7cQVAXBOMACuiooAyF0LS7O5mvrWwgguWtzCXjXblOTjA469+tUfh//AMiFo3/XuP5muguP+PaX/cP8q5b4cyyzeBdMMlu8OyPYpZgfMUH7wweAffnigDrqKKKACiiigAooooAw/FmstoXhy8v4vLNyqhYEf+OQkBVA7nJpPDGnXNjo8R1B5JL+Tc87O+cFmLYAHAHPQVkX1jD4q8T20UlzH9k0uRpHhgkBkMyOuwScfKvBIHU4znir2s+J2t77+yNGtf7R1jALRBsR26n+KV/4R7dTQB01Fcj/AMItqmrEN4j16eaI8mx08G2h+hYHew+pFRzeFr3QsXfhS5mRk5fTrqdpIJx3ALElG9CDj1oA7Kqmo2MGp6bc2Fwu6C4jaJx7EYqnoWu22v2DTwxyQyxuYri2lGJIZB1Vh/nNa9AHE6dFceG9f0fTb2aO5jubSSIXnl7HeZdnDHJyCo4+h/Dtq828fXGpaHrUOqWckskN5bG2MB+ZS6MH2gHoXQOOMHIFeg29yl1Ak0RyjDP09QfQigCxRRRQAUUUUAFFFFABRRRQAUUUUAFQXn/Hlcf9c2/lU9QXn/Hlcf8AXNv5UAYfgP8A5EHQv+vKP/0GqfxQ/wCSba1/1zT/ANGLVzwH/wAiDoX/AF5R/wDoNU/ih/yTbWv+uaf+jFoA3NA/5FzS/wDr0i/9AFFGgf8AIuaX/wBekX/oAooA06KKKACiiigAorn/ABnr58M+Fb7VlRXlhUCJG6F2IVc+2Tn8K84n8Q+N/C2l6N4n1fVob/TtQdPPshAqmNXXcMEAHO0H8euaAPZ6K57xjrsvh/whf6vaRrNLDGDGDyMswUE+wzn8K80PijxjoNnoGvXmu2uqW2rSKGsEhQFQ3OFIAOR0PocA5oA9soPSvI01vxl4z1XXZfD+rw6dYaVIYoYzCrm4YZ6kg9cfTkcV2Hw98US+LvCUWoXCqt0jtBPsGAXXByB2yCD+NAGX8If+RSvP+wlP/SvQK8/+EP8AyKV5/wBhKf8ApXoFABRRRQBxkfg6O+8UatrHiSG0vom2x2EUv7xIIgOcqwwCTz3rL+Hot4/FHieDRWz4ejljEGw5jWXb84Q+n09vasLxD4s0TWfFeo6X4i1yWw0awk8kWUEcmbxx94yMin5QeMfjXeeEfEXhXVIG0/wxNGYrVQTFHbvEEB7/ADKM0AdRRRRQAUUVjaz4p0Lw8mdW1O3tj1CM25z9EGWP5UAbNITgZrk/E+o+Jp9LsZPB1tbXP2wbmupmAESEAqwDEZzn0P0qv4P8Kaxo17PqeueILjUb64j2NEGPkpzngHv6cDqeKAMW8+JOq65fPpvgjRZL2RG2yXtyu2JPw4/Uj6GuuvvC1j4ktNNbxHZQ3N3agOQjMIxIQN2Bnlcjoa3I4Y4lKxoqAkkhRjk9TUtAEMEENtAkEESRRINqJGoVVHoAOlTUx3WNC7sFVRkknAArFn16K5FtFpFzbSy3E3leY5LLH8jPkqCCcheORnPWgDbZ1QZZgo9ScVw3iPxDrdxo3/Eh0uG5S9nezgmF3hzjcC+MAAfK2Du96ppaa14ok1f+1tEsLiBw1lZTrMCse1mVpADkjJ7jn5QPeuq0TwrpGgwW8djbFPIUhN0jNtJ+8QCSAT3IoAyrLwZpVzrTareeHLK2ZIFhihO1xnncxUfKeoAJ547V10cUcMSxxIqRoNqqowAPQCpKKACiiigAooooAKKKKACiiigAooooA8w11rqDxNe2ui6nqAnulLi2guIIttzwMssgDGPAHK7u/tXpkYYRrv8AvYGfrXm3jV9eur97S7jjfQvOQEWUUcsvlZG8uHywbGcbF/GvR1GLdVj4+TC5+nFAEtFeZaXaa3aabqMMNlqEV1c2C27OwPzXmJC0uSeh+Ubh6j0qpPpGotZSeVpeoDTC8v2e0CsHSU26Kj7c5A8wOc9ic+9AHqdx/wAe0v8AuH+Vc/8AD/8A5ELRv+vcfzNYvh+wv4PENxPNZ3cKGxdLlps4ebcDu3biJM8kYxtHFW/hqmpr4QsGu57V7RoF+zpFEyuoyc72LEH8AKAO0ooooAKKKKACsXxLqb6XoV1cQwzT3AiJihhBLuePToORk9q1ndY0Z3YKiglmJwAPWvO9f8QzPrFsllaXt3dvNNZ29o58iKT5UJdhjcyDjOeDQBT0Ga+sbB7PTLT7N4j1+eS9mWUFvsMJOA8meSQOgPUk13+haHaaBYfZ7bc7uxknnkOZJ5D1dj3Jqv4c0AaLbSyzzfatUum828umHMj+g9FHQDsK3aACiiigDjfECf8ACN69beJ4PltZitrqijoUJwkp91PBPofauxBBGQcg1XvLOC/sp7O5jEkE6GORD3UjBrn/AAZdTx2l1oV9IXvdIk8gu3WSEjMT/ivH1BoA6C7himt2WaMugG7AHII7jHOfTFc14C1aTVNBJuGlc+fM0M0qbTPFvJD/AFGQD6EV11efaPpGp+GfHF4wkEmg3IZoYvM5ty7qeFPQF2Yce2aAPQaKKKACiiigAooooAKKKrXtw9pYzzx28lxJHGzrDH96QgfdHuaAIrvVdP09o1vb61tTKcR+fMqbz7ZPPUfnV6sDSdOurnTIpfEkVtc37O0gQwqVtg3IjU45xgc9zUDvdeGZ9T1HUdSe40Q/vgJEZ5bZiwBAwOY+c/7OPSgDpqgvP+PK4/65t/KlgniuoI54ZEkikUMjochgehBpLz/jyuP+ubfyoAw/Af8AyIOhf9eUf/oNU/ih/wAk21r/AK5p/wCjFq54D/5EHQv+vKP/ANBqn8UP+Sba1/1zT/0YtAG5oH/IuaX/ANekX/oAoo0D/kXNL/69Iv8A0AUUAadFFFABRRRQBw3xcs5bz4c6iIVLNC0cpA/uhhk/gMn8K4jxxrmn618L/Dem6fdRXF/O9un2eNwzqVjKkEdR8xA/GvbJEWVCjqGVhhlYZBHoawrDwT4a0rUf7QstFtYboHKuq52n/ZB4X8MUAcp428V248Da3YaLdie/sFS2uwIm/dKWCN94YPQjj6151qmmeH9B8N+Hda8NaoZfEDSRs0aSiRixXLZT+HDYGPfvXvsOgaRbT3s0OnW6SX2ftTBAfOzknd69T+dULDwN4Y0u/F/ZaLbRXKncrhSdh9VBOB+FAHnfw11iy8MJ4qstbuYbO7guWlaOWQKXwCDtz97p29RW58EbSW28ByTSKVW5vJJI891CqufzU11mreDPDuuXYvNR0i3uLkAfvGBBOOmcEZ/GtiCCK1t0gt4kihjXakaKFVQOgAHSgDxvwF4U1PWNGu7q08U6lpkX26ZPIt/u5BHPUcnP6V6/pdpLYaZb2s93LdyxIFa4l+9IfU1xfwh/5FK8/wCwlP8A0r0CgAooooAKK5/xN4w0jwjbRT6rM6+cSIo40LM5HXHbuOpFZvhHxrdeLb2fZ4fvLLTVj3Q3k54kOQMYxjoc8E9KAOtlljgjaSWRUReSznAH41znizxpZeErO3mmtbm6lumKW8Vuud5xnk9uvufaubl+Ft1rmoPc+KfE17qMXmFo7aL92ijPHqB+AH1r0O0tILGygtLdNkMEaxxrnO1QMAZPtQByXhXWfFXiK4u31fQl0nTHhItyXIn3H6+2edo7dah0f4TeGtMnNzcxTapdFtxkvn3jP+7wD+Oa7yigBiKsaBEUKqjAAGABT6YzqpUMwBY4AJ61gX3iQRW9ybezuHKiVIJmQGKWVA2UGDu6qw6AHBwelAG9LLHDG0krqiLyWY4A/Gsm/wBcWzlkWO1muY4IRPcSRFcRxnOCMn5j8rHA7D6A46SXOsXCpBeWesQWjxT7jhUdmVwUJXIyvyuOMjjPY1es/DEBtAt2pjdy/mQ20zLGULswjOMblG4joOp7HFAFBzeapcSWUt3ebrmSeGe3MA8qKDDBHVtv+4c7jncR242IdGaeaeXWRZ3ZljSLylg/d7UJIJDE5OWJ9v1ra6DApaAIYYYreFYYY0jjQbVRFACj0AHSpqKKACiiigAooooAKKKKACiiigAooooAKKKKAOJ8SeA4Na1KS8totLie4hMM7XFgJHBznzEYEfPjjJz0FdnGuyNUznaAM0+igAooooAiuP8Aj2l/3D/Kuf8Ah/8A8iFo3/XuP5muguP+PaX/AHD/ACrl/hxbLb+BNMYSTOZY/MPmSFtuT0XPQcdBQB1tFFFABRRWLrmsxafGbWGWE6lPE7W8LzBM7VJ3EnoB60AZ/i7VhBYS2Mcl0stzutgbaAs29kJUBiNo45JJ4Hp1ql4J8ORwkeJbnVH1TU76EK0+7MSLn7seRnHAGT1x2qpp9vaeKYNUsre5u43lKLdXcTvLCOFWSKN3I+YhSCQOAcc4ru7e3htLaK3t41jhiQIiKMBVAwAKAJ6KKKACiiigArj/ABIf7D8Q6b4lT5bdiLDUPTynPyOf91+/o1dhVPUtPt9V025sLpN0FxG0bj2Ix+dAFyuJ+Jdrey+GI7+xnMUmn3Md1Iyxhm8tTliO/HDcEZC1oeDNQuLjSJNOvn3ajpcps7gnq+37j/RlwfzropEWVCjqGVhhlYZBHoaAKmkajDq2mQ30EkckUudrxtlWwSMj8qv1xOiX8OjeLb3w19hNpCIxc27oxMcu+Q5IXGE5YLxxkfSu2oAKKKKACiiq89zFbhd7qHckRpuAMjYztXPU8UAQapqtno+nyXuoXC29vGPmdv0AHUk+g5rOtdF8/wAQvr11dPP+7CWMJQotvGwG7g9XY9Se3FM022vNZjjvfEWm2sTxz+dZWxG97cYwC5zgv1PA4ro6ACmMqupVgGUjBBGQRT6KAOcZLzw9cWNlpOixzaL9xhbybZLd2ckttbgpz2ORz2rXmmiuNNmlhkSSNom2ujAg8HoRVyuZttJtfDcepeXeiGxvn3QWkhCrFMwO4Rkn+I87exBx1oAf4D/5EHQv+vKP/wBBqn8UP+Sba1/1zT/0YtXPAf8AyIOhf9eUf/oNU/ih/wAk21r/AK5p/wCjFoA3NA/5FzS/+vSL/wBAFFGgf8i5pf8A16Rf+gCigDTooooAKKKKACiiigAooooAKQ9DS0HpQB4X4J+JOl+GNGudMksr+8vXvppVS2jBGCRjknPb0r0jxBrfiSPSNOuvDWhC7nu1DSRXTBDACoIDLuHPODzxisn4Qoo8KXrBQGOpTgnHJ6V6FQBx3hRvHM1/NN4nTToLRov3cFvy6vkdwTxjPc9qxJ/hZfapcSSaz4y1a7hdyREnyBRnpyzD8hXplFAGdDo9ilnZ2ssCXK2aKsL3CiRlwMZyR1461o0UUAFFZdxrFvHHG9sTetLL5Mcds6sS4BJGSQBgAk5PasLUfEUrM8kV01iY4S0FvLEpa4nDsrRHrnBVRhDk7s5xQB0d7qNvYwTSO+9ogCYkwXOThQB6kkAVy2o+NYk1630KQXekzuvmz3M6RlIo8HGHyygkgDJyOT3qx/wjc1zcKl3bW6RLcS3D3UchE0gfdhOBkEFhzk/cXHtv2OnJYeawlmmmmYNJLM2WbAwOgAAA7AD9aAOZNhfa1bvdPbWt4biE28F1Kdhh2yPtmUYP3gVb5ccqO2CN+DQ7eC7Scz3DKkjTJAzDy0kbO5wMZycscEkDJwBWvRQAgAAwAB9KWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmkhVLE4AGTTqQgEYPegDl7Dxnb3dle3c1rLbxW9mL5MsGMsB3YYY6H5Dx7iq0njkRRujaTN9tjLmW2Eq/LGkayFt3Q/Ky8evHvVu38FadDFLCJ7xoZIxAY2lGPJAYCLgfdG8n1zjnimv4H0+WAo93fmZmYvc+YvmOrII2QnbjaVUDgZ4znPNADrDxQuqXsti1jPbiS2e4geRlJeMHbuKjlc5yM9RUHw6v7O48F6ZBBdwSzwwASxpIGaM5P3gOR+NWtN8L2mhTXtza3V232gMXjldWXpx/DngDAGeBVf4eWltD4J0uaK3ijlltwZHVAGfk9T3oA6yiiuY8X6/d6RBaWWl263Gr6jIYbRHICKQMszE9gO3egDL8WeMr62vm0Lw1BFc6rs3SzTOFhtuMgMTxvIBIBP59Ko+GfBF5eJBqPiW/uri5Mn2ho1fYsjnBG4jkhcAAcD29d7wt4dhsLMTON7zbZ5G85n82bndIwOOTnpyBjiuroAYiJGu1FVVznAGKfRRQAUUUUAFFFFABRRRQBx+s/8AFP8Ai2y11crZ3+2wvvQNn9zIfxypPoRXYVn61pUGt6Pdabcf6q5jKEjqp7MPcHB/Cszwjqs9/pr2moYGq6e/2W8X1YdHHswww+poAXxNoaajDDqFvatJqliwktmjl8pzgglNxBGDjoQRTfDHim18Q2ERDlLsDEkMhXerAkEEA9QVPYeuMV0lc1rvhy5u5EutIvvsN0rh5I9v7q4wc/PtwwP+0Dn60AdLRXC2/ijxDZJPa3fh/wA6eFcQn7UkbT4GSSGJIGAx3cjjHWrcV9qepS2MtzqsGjKhDXFmke5pGzuC+ZIowCuMgLnrzQBrapraWMM6WdudR1CLYPsVs4MgLcKW/uL/ALR7VFa6HFcahb65qcCtqqQhAnmmSKA/xeWD0J7nGauaXo2m6Okg0+1ji85zJK4JZpGJ5LMck/iavsyopZiFUDJJOABQA+is19ZtEyIy0xyo/dLkcttHzfd68dex9Kzhc6jqj/ulljhyp2g+Wowx3Kz/AHicAYKcZ9R1ANee/toJBFJKBIwyEUFmPXoBz2P5H0NWUdZI1dGDIwBVgcgisi10CKFQZpGaQBRuhZoskAjccNksdxySeapNb3OghZIvJ+yhsOctGoQRn7yhWGSVHzdeQMdiAdPXP+M9JOt+Fb21jbZcKnnW7jgpKnzKc9uRj8a1rO6S8h8xUkRhgOkiFWUkA4IPsRT7z/jyuP8Arm38qAMPwH/yIOhf9eUf/oNU/ih/yTbWv+uaf+jFq54D/wCRB0L/AK8o/wD0GqfxQ/5JtrX/AFzT/wBGLQBuaB/yLml/9ekX/oAoo0D/AJFzS/8Ar0i/9AFFAGnRRRQAUUUUAFFFFABRRRQAUHpRVTULxNP066vZFZkt4mlZV6kKM8UAeYfCfwzZzRy6+812LqG+njWNZsREdMle55NetV5z4attQ8IWo0GaW0W6ubzzxcHLxIsgc4I+U7sxlRyAdw+lXptX1C6ilkNxcRyJEy2ZsoC0VzMsjqc5DcHanBI4ZuTjIAO4qjNqljDbee10rRl/LBizIWb+6AuST7DmuYn0bUr2SaAwz291M84mvjMGjaJ1cIgUNk4ygxgY2k59bkWgXb3X24LZ6bcR+X5McAMseVV1JYYTOVkIAGCMDnsACe58R4EsthbpdW0EAubiQzbCEJYYUbTlhsbIJXGMZ9M2V7/U5Z7EXt0s1w9xDNA0OIoYSriNwcA/3Dncc7iO3y7EHhuy2L9rX7RPuZ5ZMlBIWcuQyg4K5PCtnHv1rcoA5mDQJZ7l7m7hgspAkaxCxlJKsm758lR2crjB465zgbdlZw2FstvCG2AliXYszMTkkk9SSSat0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEVx/x7S/7h/lXL/Di5Fx4F0xRFNH5Ufl/vE27sHqvqPeuouP+PaX/cP8q4XQ9fTw/wDDLR5xbS3U7W+IoYxwTk8s3RFHdjwKAOw1G9WytWffH57KRBHI2PMfHCjGSecdATXDeDvDt5dzyavrNwbu6uSsz/aLR1NucndDHuPC8AHjnFW7bw7Jr+qrreoRubghQsi3TeXb7XB/0fbgkMByTjPUcHFdxDEkMKxouFXoM5/XvQA9VCqFUAKBgAdBTqKKACiiigAooooAKKKKACiiigArkPEttPouqR+KrCJpBEnlalboOZoOocDuycn3GRXX0UAVrK9ttRs4ruzmSe3lXckiHIYVZrkrnwnPYXUl94Xvf7OuJG3y2kgL2k575T+An+8uPoaW28Y/YrhLLxPZNo9w52pOz77WY/7MvQH2bBoA6ae3guo/LnhjlTrtkUMPyNUJNDtZFYRtPEWBUlZSeCu08NkdMDp2qxNqunW1t9pn1C1igPIleZVX8ycVRsPFnh/VLv7LY6zZXFx2jSYEt9B3/CgCCTw0jFykkILBslrYZBOOeCORtGPTJ/Bf+EcBcFpLcAMSDHagEZYMMEkjjGBxwM9a6GmNIinDMoPoTQBQj0ezQ7njNw5JYmY7hknceOg5OeBWgqhVCqAABgAdqAQRkEEHuKyNV8UaHobqmp6pbW0jDIjd8uR/ujn9KANmmkAggjIPUGuVXxld3QM+m+F9Yu7Mc+eypCXHqiOwZh+Aqez8deH7qdbaa8awum4+z38bW7g+nzgAn6E0ASXehvBJJdacqJJkuY0/dux2bQN46jhTtPGR1xxUkWqedb3ME4YOFkVJCnliXaBn5SdynLYweuMjrW4CCMjkVgeJtKN7pd5LbeXDefZ3QSmEPkEDOR1OMdufSgBngP8A5EHQv+vKP/0GqfxQ/wCSba1/1zT/ANGLWj4QiS28KabbxTrcQwQiKOdOFlVeA49iBn/HrWd8UP8Akm2tf9c0/wDRi0Abmgf8i5pf/XpF/wCgCijQP+Rc0v8A69Iv/QBRQBp0UUUAFFFFABTBIjOyK6ll6gHkVyXxM1i50TwHqN1aSNHcsFijdTgruYAkHscZrzPW/DUPgnwh4e8W6TPcR6sZIXuHMpIl3oXII9MjHuDzQB75RWFr/h+w8YaEllfNMttIUm/dMFbI5HJB9a8d1X4daHc+OLXwvoD3RkjXztRuJZA4hj4+UAAfNyPzHvQB7/UciJLE0cihkYEMrDII9DXzpd/8IjL4t8Rv4hXU5RDd+TALIZ2ImULOTxjhfyr2rwRb6LbeFbZfD07zaa2542dstknkHgYIPagDA+Fka33hS+a8AuGe+liYzfPuRcBVOew7DtXoKIsaKiKFRRgKowAK83+FWq6dZ+F7uK6v7WCT+0ZzslmVTjjnBNejRSx3EKyxOrxsMq6nII9QaAJaKKaSACSQAOuaAOHt/FfiTXHurnw7o1nNp1vM0Ky3dwUe5K8HYAMAZ7mt7wt4hi8TaHHqCQvbvvaKWBzkxyKcMue9U9Qh1C+0WE+CtS0q1hbeRIsQkjY5/hK8DnOTg1nfC6aP/hGZ9P8As7Q3lhdywXm6Tf5k2cs+cd8/pQB3NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNbdsO3G7HGfWnUUAeZaXJrdtpuoxpDq32yewWMmWOU4vsSFmUtwF4X5h8v3aqXEOp/YpPJh1v8AszfL9nQLcecJvs6bCR98L5u/k/LnnpXrFFAHHaVFqllfa3JeG7nLWdu6+aTs8zY+9UwMYBx0yfrXHfDfwreXLSXGo3H2iwt3KRtDcu0dyMD5McKY1PbGC3sK9dn4tpf9w/yrnvh8QfAWjYxj7OOn1NAHTUUUUAFFFFABRRVZLy2kvZbNJ42uYlV5Ig3zKrZwSPfBoAs0UUUAFFFFABRRVa7vbayEbXM0cKySLEhdsbnY4VR7k0AWaKKKACobi3huoHguIY5onGGjkUMrD3B61NRQBz8Pgrwxb3PnxeH9NWTqD9nU4+gxgVc1HQNI1a0Ftf6bbzwqPlVox8n+6RyPwrUooA5UfD3QANu3UNvTb/aVxjHp9+lT4e+El4OhWrnu0oLsfqWJJroLK9ttQtUurSeOeB87ZIzlTg4PP1BqzQByp+HnhlWLQWEloT1+yXUsIP1CsBWnpHhvR9BDf2bp0UDv9+TG6R/q5yx/E1r0UAFVr2xtNRtmt721iuYW6xzIGU/gas0UAcivguXTgR4e16/0tOq2zYuLdfoj5IHsGFQTeItT0XNl4ot7dIp1McGp2hbyWcjhZFPMZP1IPrXWC8tjqDWInjN2sYlMW75ghJAbHpkEVFrFpb3+j3drdwpNBJCwdHGQRigDK8B/8iDoX/XlH/6DVP4of8k21r/rmn/oxaueA/8AkQdC/wCvKP8A9Bqn8UP+Sba1/wBc0/8ARi0Abmgf8i5pf/XpF/6AKKNA/wCRc0v/AK9Iv/QBRQBp0UUUAFFFFAHKfEXRLjxB4H1Cxs033WFliQdWKsDge5AI/GvMtW1a88b+GNB8IWWkahFqEEkS3jyw7UiCIUJz2HOecdMV7xRQBymheJpr3VNX02TR7i0t9LJSOdySJwpIyo2jsuep61z/AMI7G6a21rXdSglhv9RvW3CVCrBQN3Ge2WP5V6XRQB5JN44udDm1rS9c8Ksl1MWW3On2v7u7BBALEnnOeoz1PGa6D4UaFfaB4ISHUI3innne48lxho1IAAI7H5c4967ug9KAPIPh14J8Oa/oF3e6ppcdxcfb5k3s7g7QRgcEeterWFha6ZYw2VlCsNvCu2ONeiiuI+EP/IpXn/YSn/pXoFABSEZGD0paKAOEtfCPiHQ1ms/D2v28GmySM8cV1aeY9tuOSEORkZ9a3vC/huHwzpbWsc8lxNLK09xcS/emkbqx9PpW7RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGTrGtaZpMSLqN15AnDBflZjgD5jwDgDIyTwK4zRtARGOjaR451VVtQQsKRJtABwdrFMNgnBwTg9a6TxToupazHBBZ3FvHbfMLqOUMDMpx8m5eQp7gYzUOieF7jTNXW5luIGtoBcC3SNSG/fSB23Z44IwMUAR/8IfrP/Q76x/3xF/8AE0f8IfrP/Q76x/3xF/8AE119FAHD2vgLULIzm38Y6vGZ5TNJhYzuc9TytWf+EP1n/od9Y/74i/8Aia6+igDkP+EQ1n/od9Y/74i/+JrmE0/T4J31mPx/qYkuybd7hYVO8RHBz8nCrn73TnrXpWoWf9oafcWZmlhE8ZjMkRAZQRjIyCM1xR8B30VpNDDqkchmN3ExmiACwzlSdoQAbhtz6cnoMUAaI8IayeR431cj/ci/+Jpf+EP1n/od9Y/74i/+Jrq4oxFEkYJIVQoz7VJQBw0ngPUJr23vJPGOrm4twwifbH8obg/w98CrX/CH6z/0O+sf98Rf/E119FAHIf8ACH6z/wBDvrH/AHxF/wDE1gatodvNcGx1Lx3qbSWbi6IeJNsTIN4JYJjcB82M5xzivTq4PVfAU+o6tqM8V+sEN5vdmG8vkxBAhGdpTIDevGPegBdO0O+1W3NxZeO9ZkQMUbMMaMrDqCrICD9RVz/hD9Z/6HfWP++Iv/ia1tA0y506O8kvJYnubu5M8nk52L8qqAM89FH51s0AcTd+BtTvrSW1ufGWryQTKUkQpENwPUcLUkfgzV4o1jTxrrAVQFA2RcAf8BrsqKAOQ/4Q/Wf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"path": null
}
|
Figure 3 Thermal denaturation profile of d-GCTCTTGGGGGCCCCAGTACA (HPG21) at 10 μM (1), 30 μM (2) and 40 μM (3) strand concentrations in 20 mM sodium cacodylate buffer (pH 7.4), 0.1 mM EDTA, containing 100 mM NaCl at 260 nm, [Inset shows the derivative plot of curve].
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CC BY-NC
|
no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3511-3522
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PMC1524902
|
16855288
| 4 |
gkl456f4
|
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"path": null
}
|
Figure 4 ( a ) CD spectra of d-TGGGGCCCCCA (HPC11) and d-TGGGGGCCCCA (HPG11) and d-TGTACTGGGGCCCCCAAGAGC (HPC21) + d-GCTCTTGGGGGCCCCAG TACA (HPG21) in 20 mM sodium cacodylate buffer (pH 7.4) containing 100 mM NaCl and 0.1 mM EDTA at strand concentrations (5 μM each). ( b ) CD spectra of d-GCTCTTGGGGGCCCCAGTACA (HPG21) in 20 mM sodium cacodylate buffer (pH 7.4) containing 100 mM NaCl and 0.1 mM EDTA at indicated strand concentrations.
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CC BY-NC
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no
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2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3511-3522
|
PMC1524902
|
16855288
| 5 |
gkl456f5
|
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"path": null
}
|
Figure 5 Various structural possibilities adopted by HP sequences with their complements ( a ) Sequences HPC11 + HPG11; ( b ) Sequences HPC21 + HPG21.
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CC BY-NC
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no
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2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3511-3522
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PMC1524903
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16840528
| 1 |
gkl444f1
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"path": null
}
|
Figure 1 Schematic overview of the MS-PET sequencing strategy. ( A ) The outline procedure showing the construction of diPETs, which were subjected to multiplex sequencing. ( B ) Structural details of a diPET. The numbers 5 and 3 represent bases within the 5′ and 3′ signatures, respectively, in each PET component. The orientations of cDNAs are indicated by the ‘AA’ remaining after poly(A) tail removal.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 13; 34(12):e84
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PMC1524903
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16840528
| 2 |
gkl444f2
|
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",
"path": null
}
|
Figure 2 Validation of MS-PET-identified transcripts by quantitative real-time RT–PCR. Columns represent Mean Ct values (normalized against that of Actin) ±SD of each of 11 amplicons ( n = 3). PET counts for each candidate transcript are shown in italics above each column. IFGBP (Interferon-gamma binding protein); SFXN4 (sideroflexin 4); TRUB2 (TruB pseudouridine synthase homolog 2); AARS (alanyl-tRNA synthetase); BRCA1 (breast cancer 1, early onset); PP5 (protein phosphatase 5, catalytic subunit); CBX3 (Chromobox protein homolog 3); SSR2 (signal sequence receptor); SET (SET translocation); CTSD (cathepsin D lysosomal aspartyl peptidase); TFF1 (Trefoil factor 1); Actin (reference), PET counts = 33.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 13; 34(12):e84
|
PMC1524903
|
16840528
| 3 |
gkl444f3
|
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"path": null
}
|
Figure 3 Examples of genes identified by MS-PET analysis. ( A ) Novel gene discovery. PET_ID# 48 955.1 (green arrowed line) identifies a novel gene transcript on chromosome 4, and is verified by PCR [inset; F, flanking (primary); N, nested (secondary)] and DNA sequencing of the amplicon (black arrowed lines A07FF and A07FR). ( B ) Validation of a predicted gene. PET_ID# 282 423.1 (green arrowed line) identifies a predicted gene on chromosome 4, and is verified by PCR [inset; F, flanking (primary); N, nested (secondary)] and DNA sequencing of the amplicon (black arrowed blocks G06FF and G06FR).
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 13; 34(12):e84
|
PMC1524904
|
16870723
| 1 |
gkl453f1
|
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",
"path": null
}
|
Figure 1 Detection of novel sRNAs by northern analysis. Total RNA was extracted from cultures of P.aeruginosa strain PAO1 grown in LB to exponential phase (first lane in each blot) or stationary phase (second lane in each blot). Blots were hybridized to radiolabeled DNA oligonucleotide probes and then exposed for varying times; thus the relative intensities of the signals do not correspond to the relative abundance of each sRNA. The approximate positions of size standards are shown on the left. Boxes are included to highlight the major species observed in each blot.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 27; 34(12):3484-3493
|
PMC1524904
|
16870723
| 2 |
gkl453f2
|
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"path": null
}
|
Figure 2 The accuracy (closed diamond) and sensitivity (closed square) of the predictive search increases and decreases, respectively, as the BLAST stringency is increased. The accuracy corresponds to the percentage of sRNAs predicted at the indicated BLAST stringencies that were confirmed. The sensitivity corresponds to the percentage of all 23 experimentally confirmed P.aeruginosa sRNAs that were predicted at the indicated BLAST stringencies.
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CC BY-NC
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no
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2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 27; 34(12):3484-3493
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PMC1524904
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16870723
| 3 |
gkl453f3
|
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"path": null
}
|
Figure 3 Venn diagram showing the number of novel sRNAs confirmed per the number of novel sRNAs predicted based on conservation between P.aeruginosa and the three BLAST partner species used for comparison.
|
CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 27; 34(12):3484-3493
|
PMC1524905
|
16855295
| 1 |
gkl372f1
|
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"path": null
}
|
Figure 1 The IUPAC (International union of pure and applied chemistry) code for representing degenerate nucleotide sequence patterns.
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CC BY-NC
|
no
|
2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 19; 34(12):3585-3598
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PMC1524905
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16855295
| 2 |
gkl372f2
|
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",
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}
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Figure 2 ( A ) The collection of eight known Rox1-binding sites taken from SCPD ( 47 ). Scores of the sites are according to the PWM described in (C). ( B ) Alignment matrix and IUPAC representation of the eight Rox1-binding sites. The cells represent the number of times a base i is observed at position j in the alignment of sites. The frequencies, f i,j , of base i at position j of the binding sites can be obtained by dividing the values in the cells of the alignment matrix by the total number of sites, e.g. f C,1 = f T,1 = 4/8 = 0.5. ( C ) PWM for scoring sequences. Each weight is given by log 2 (f i,j /P i ) (see text), where P i is the probability of observing the base i in the data; here we have taken P A = P T = 0.32, and P C = P G = 0.18 (corresponding to the S.cerevisiae genome). A pseudocount of 1 was added to the alignment before deriving the weights. This matrix was used to score the sites in A. As an example, the score of the site in red (sequence CCAATTGTTTTG, score 13.87) is given by the summation of the scores that are circled in red. Note that the scores of the two consensus sequences, CCCATTGTTCTC and TCCATTGTTCTC are different because P C ≠ P T . ( D ) Sequence logo representation ( 187 ) of the alignments, visually showing the IC and conservation at each of the alignment positions. The IC of this matrix is 11.3 bits or 7.83 nats ( Equation 1 ).
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3585-3598
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PMC1524905
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16855295
| 3 |
gkl372f3
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"path": null
}
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Figure 3 Predicted TF-binding sites in human–mouse conserved regions around the CKM (creatine kinase, muscle) gene. The genomic regions, along with 5 kb upstream and 2 kb downstream, of the CKM gene were extracted from the human and mouse genomes and aligned using the BLASTZ software ( 151 ). The BLASTZ alignments were then fed into the rVISTA program ( 153 ) through the website . Binding sites for several TFs that are known to regulate gene expression in the muscle tissue were then predicted on the human sequence using the PWM models available from the TRANSFAC database ( 12 ). The predicted sites can be dynamically viewed and clustered through the above website. For the purpose of this current figure, we required that at least two binding sites belonging to different TFs be present within a window of 100 nt. A cluster of sites was observed in the immediate 5′ upstream region of this gene (boxed). Percent conservation between the two sequences is shown; regions with ≥75% conservation are colored. The human gene structure is shown at the top in blue.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3585-3598
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PMC1524906
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16855291
| 1 |
gkl486f1
|
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"path": null
}
|
Figure 1 Simplified graphical representation of the SLiMDisc method. The steps completed by SLiMDisc are in green, those which occur outside the program are in red. The input dataset is given to the TEIRESIAS algorithm for pattern discovery and the BLAST algorithm to establish the evolutionary relationships of the parent proteins. The returned motifs are then filtered according to a number of user defined criteria. Finally, the motifs are ranked using information content (based on amino acid frequencies) and evolutionary relatedness.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3546-3554
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PMC1524906
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16855291
| 2 |
gkl486f2
|
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"path": null
}
|
Figure 2 Graphical representation of UHS and UP normalization techniques. Four proteins, labelled 1–4, are shown with annotated domains marked as coloured regions. Regions of homology as detected by BLAST are shown as grey boxes linking the sequences. Sequences 1 and 2 share a large homologous (orange) domain. Sequences 2 and 3 also share a homologous region but this is not annotated as a domain. Three other domains are specific to proteins 1 (green), 3 (blue) and 4 (purple). All motifs a–f have three occurrences in the dataset but have different support (shown in the table on the right) after filtering. a.→Motif a occurs in a shared region between 1 and 2, which is reduced by UHS to a single occurrence. The third occurrence in sequence 3 is not in an homologous region to 1 or 2 and is treated as a separate occurrence by UHS. However, proteins 2 and 3 share a homologous region and so UP will cluster sequences 1, 2 and 3, reducing the number of occurrences to 1. Filtering domains reduces the support to 1 in either case. b.→Motif b occurs in a shared region between 2 and 3, which is reduced by both UHS and UP to a single occurrence. This time, the third occurrence lies in the totally unrelated protein 4 and is counted with either filter. Filtering domains removed the occurrence in 4, reducing the support to 1. c.→Motif c lies purely within a repeated domain in protein 3. This is reduced to a single occurrence by both UHS and UP (the protein is homologous with itself). Although, whole-protein self-hits are ignored by UHS, the additional local BLAST hits between different domains (shown in grey) will still cause motif c to be filtered by UHS. Domain filtering removes it completely. d.→Motif d is the same as motif b, except that none of the occurrences lie in domains and so domain filtering makes no difference. e.→Motif e lies in non-homologous regions of protein 1 and 4. UHS therefore keeps all three occurrences. Whole-protein self-hits are ignored during the UHS filtering, and so both occurrences of motif e in protein 4 are counted. In contrast, UP clusters sequence 4 with itself and reduces the support to 2. No occurrences lie in domains and so domain filtering makes no difference. f.→Motif f is found in proteins 1, 3 and 4. None of these regions are homologous and so UHS gives a support of 3. UP, however, will group proteins 1 and 3; even though they do not directly share homology, they both share homology with common protein 2. UP therefore reduces the support to 2.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3546-3554
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PMC1524906
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16855291
| 3 |
gkl486f3
|
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"path": null
}
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Figure 3 Scattergram of the information content versus the score for the KDEL (see Table 2) retrieving motif. Each blue point on the scattergram is a motif which has been considered by SLiMDisc. The points in green are the top three motifs ranked by the method. The actual SLiM for this dataset is the motif described by the regular expression [KRHQSAP][DENQT]EL.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3546-3554
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PMC1524907
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16835309
| 1 |
gkl393f1
|
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5rxHrt1o2seHraFImh1G8NvOWBLAbSRt59a6WgAooooAKKKKAOE8Whbj4h+B7NhkGa6nLehjiBHHuf5V3dZVxqunRa/aaXKc388UksI2Zwi4DHd2rVoAKKKKACiiigAooooAKKKKACmkBhggEHqDTqKAKy2tuiFFgiVT1UIADUhhiMXlmNCn93Ax+VS0VKjFbId33KF/BcNZFLGQQyggrgAA+1YeNaa0ktTYJvkBV5htBIP04rq6K562FVSV+ZrpobU6/IrcqfqZ+kWJ0/T44GIL8sxHTJqd7W3kffJBE7f3mQE1ZoraNKEYKCWiMpTlKTk3qyN0V02MoZT2IyKI40iTbGiqvoowKkoq7K9ybkKwQoxKxIpPBIUDNMaBVt5I4AsJYEBkUDBx1qzRS5F2HdnLxf25aTOZbRLlz92XC5H4jB/Orug6bPZiaa6wJpjkqDnA/ya26K5aeDjCak5N22v5nRPEuUXFRSvvYry20E+DNBHIR0LID/OpUVUUKoCqOgAwBT6K6lFJ3SOe7tYijhjiB8uNUz12qBmgQxLIZFjQOerADJ/GpaKfKguyIQxq5dY1DnqwAyaFhjRi6xort1YAAmpaKOVBdkXkx+Z5nlpv/AL23n86loooSsIK4b4psIPDNldnP+i6pazcdeHxx781k6zrWlnxFJZWTtxwzD7nmdwv+etNJ3DDcj3ryK2aujNwlD8f+AessqlyqUna6vqv+Ceo0V5VcXSWsDTTSFUXqc12XhObT7vRkurKTzDJxKW+8rf3SO2P/AK9bYPHyxMrKFl3v/wAAxxOAdCn7S91tsdHXCfErUmg0eDTYifOvpMEDui9vxJX9a7uvI9RhvvGPju5XT5kiFgNqStnC7G6jA6liSK7K8mo8q3ZplNKMq/tamkYav9PxJdPtG8E+OLGB3Jtr2BI3JPG4gA/k4z9DXeeKdRn0nw5d31tt86IKV3DI5YDp+Nee+J/C3iOHTG1DUdVS9S15ChmLKCQCRkfT8q6HV9UGs/Cqa9ODI8SK/wDviRQf1GfxrKEnFSja3VHfiaUcROhWclO7UZNbb6b+RSg8ReLtT0BdTsre1jigRmkdh80pBOdq+gH6g1o6f4h1DxF4Gvbi2jhXUI8xuCMIRwSR/wABJ/Gp/DH/ACTFP+vaf/0J6yfh0C3hDVlUZJkcADv+7FOLldXe6JqxpclWSgl7OaS9LvfuUfhmdX3uLUQf2b53+kFvv528Y/StzwVrU+p61qsEsNtGsB+Uww7CfmI5PfpWZ8MNRs7eyubSW5iS4luB5cbNhm+XsO/Sj4dDd4h18Zxk4z/wNqmk7KFmb4+CnLEylG1lGzt57nplcFrHijWLrxO2h+HoofMi/wBbNIMjIGT14AHT60lt8Pbq3uoZv+Eiun8t1cqYzhsHOPv1mWF3D4c+JuqHUXEUV2HKStwoDMHBz6cEZ9a0nOWiatqcWFw2HTnKnJVGotpWa19HuUNTudVl8d6HFrEEUd1FPCN0R+WRTLkMP1H4V1HiLWprPxxo9ikFu8c/lbnkiy65kI4btXPa/q9pq/xC0VrOTzYoJ4IzIv3S3m5OD3HI5rR8Xf8AJTfD/wD2x/8ARrVleylZ9TvcFOVJTjb3JO3Y0fFHijULXWrfQ9FhSS9lALM4ztz0AHToMkntWPrvizxV4eEFvfQWgmfLCdF3LIvHGOxH9RRrc66B8UYNVvAy2kyD95jIA2bD09DzVD4i69Y6wbKKwk8+OEuXlUHbk4wAfXiipN2k+azQsHhablQgqSlCUbt+evXy7Ha+LfE58PQQx20QnvrlsRRnOB7nHXqABWHea54y8Pwx6jqlvaT2hIEkceAY89sjp9eRTPiCkllr+iay0bPawSKHwOhV92PxGfyqz4z8U6RdeFprezvIria6ChUQ5IG4Ekjt071c5ayu7W2ObC0I+zoqNNTU37zte2tvlZGnrms6gfDMWs6C0bpt8x0kj3Ep3PXqvf8AH0rn7j4iXNzpmmw6XCsmqznbKhQlVPTAHuefYVrWt6PB3w+tPty5uRGQkLdWdyWCn6Z5+lcHpa33he903xDc2am0uSxHHRT6ehxyPUVNSpJNa7rXyNcFhKE4zvBPlk+Tpzb6Pv3O78Zapf6P4Zsppktbi6MypL5kQZM7WJwD9MVN4g8VNoPhuxuIYke7uo18tCMKvygk4HYZHHvWb8SrmK88J2FzA4kiluVZGHQgo1UfHVvMmh+HdQRC8VugD47EqhH/AKCaqpOScrPojPC4alVjQ9qt5Sv021S+/QsX/iDxlomkG81C2tWWXbtYDmEkjhgOxGR9e/atceLXs/Atrrd4iyXEuVVF+UM+Wx9BgZrK8Y+LtK1PwlLbWUxmluNhZApzEAwOW445AH41matZyXPwq0iaJSwt5C0gA6KSwz+ePzqXNxb5XfQ0hhadWnTdemoNzs+mlv8APQ0JNc8aWemx65cQWj2TBXaADDBD0PqO3c9ea2da8VSxeCodc00JulZQBIN23JIYfgQRXKuPDX9gRz3HiHWJd6KslolypYHjI2leg/LitDX7S0s/hfClj9p+zvKkkYucbwGJPOOKFOVnr0HPD0ZVKfNCz57fC0muzvu/PsOm8Q+LbjQE1q3gtYbSOMM+4ZeTHDMB2XP44rZt/EcmqeALnVxDEJ44nDxsu5Ny+x6gjBo/5pR/3DP/AGSsLQP+SS6p9Jf5CqvJPfoZOnRqQuoJctRLTt5mtpevXR+Hc+rpHbx3EYcqsce1OGx0FZtj4h8X61oZvbC3tUEO/wAyVhzKRzhFPoMfU03Sv+SPXn+7J/6FW14C/wCRDi/7a/8AoRoi3JxV+g60aVGFWooJtVLK/axY8FeI5fEWlSTXMaJcQybH2DgjGQf511NeefCj/kGaj/12X/0GvQ61oycqabPLzOlCli5wgrJf5BRRRWpwnD/EkmO18OXA3Yg1+0kOPTLDk9hzXcVla5qGl6XpxvNYMSWkciZaWMuFcsApwAeckc9q1aACiiigAorzVP8AhKfEPjPxHZWPiqTTLXTpokjiWyilyHTJ5OD1Hv1rS/4RPxn/ANFDm/8ABVD/AI0AGqf8li0H/sGXH8xXcV5y/wAP/E76xHqreO5TexwmBJf7Nj4QnJGN2OoHOM1e/wCET8Z/9FDm/wDBVD/jQB3FFcP/AMIn4z/6KHN/4Kof8aP+ET8Z/wDRQ5v/AAVQ/wCNAHcUVw//AAifjP8A6KHN/wCCqH/Gj/hE/Gf/AEUOb/wVQ/40AdxRXD/8In4z/wCihzf+CqH/ABo/4RPxn/0UOb/wVQ/40AdxRXD/APCJ+M/+ihzf+CqH/Gj/AIRPxn/0UOb/AMFUP+NAHcUVw/8AwifjP/ooc3/gqh/xo/4RPxn/ANFDm/8ABVD/AI0AdxRXD/8ACJ+M/wDooc3/AIKof8aP+ET8Z/8ARQ5v/BVD/jQB3FFcP/wifjP/AKKHN/4Kof8AGj/hE/Gf/RQ5v/BVD/jQB3FFcP8A8In4z/6KHN/4Kof8aP8AhE/Gf/RQ5v8AwVQ/40AdxRXD/wDCJ+M/+ihzf+CqH/Gj/hE/Gf8A0UOb/wAFUP8AjQB3FFcP/wAIn4z/AOihzf8Agqh/xo/4RPxn/wBFDm/8FUP+NAHcUVw//CJ+M/8Aooc3/gqh/wAaP+ET8Z/9FDm/8FUP+NAHcUVw/wDwifjP/ooc3/gqh/xo/wCET8Z/9FDm/wDBVD/jQB3FFcP/AMIn4z/6KHN/4Kof8aP+ET8Z/wDRQ5v/AAVQ/wCNAHcUVw//AAifjP8A6KHN/wCCqH/Gj/hE/Gf/AEUOb/wVQ/40AdxRXD/8In4z/wCihzf+CqH/ABo/4RPxn/0UOb/wVQ/40AR+NfBS6qr6jpqBb5Rl4xwJh/8AFfzritM10IjW+oEpJGCNzDk47H3ruf8AhE/Gf/RQ5v8AwVQ/41j3Hwt1O+u3ur7xSLiZzl3Omohbj/ZcD8etcGLwUa603PdwGawjT9hitYrZ9V5ehiaXpN9411QhS0GnQn5pCOF9h6sf0r1zS9LtNGsI7KziEcKD8WPck9ya4yx8D+KdOtVtbLx29vAn3UTSocD8zk/jVr/hE/Gf/RQ5v/BVD/jW+Hw8aMbI5MwzCWKfLHSC2X6vzO4rO0/R9P0ppTZWkcBlxvKDlsdM/ma5j/hE/Gf/AEUOb/wVQ/40f8In4z/6KHN/4Kof8a3sjz1KSTinozsZ4YrqCSCZA8UilHU9CDwRVGLQtLi0+XT47KJbSVt0kQ+6x45/QflXOf8ACJ+M/wDooc3/AIKof8aP+ET8Z/8ARQ5v/BVD/jRZMI1JxVotrqdXb6daW1gLKGBEtgpXyx0wc5H6mm6dpdjpUTRWNskCO25gnc9M1y3/AAifjP8A6KHN/wCCqH/Gj/hE/Gf/AEUOb/wVQ/40WQ3Um01ffc3ofC+i29+L+HToY7nO4OuRg+oHQflVmy0fT9OnmntLWOGSb/WMo5bvzXMf8In4z/6KHN/4Kof8aP8AhE/Gf/RQ5v8AwVQ/40KKWyKlXqyVpSb+bO4rM1LQ9N1cL9vs45yn3SwwR+I5rmv+ET8Z/wDRQ5v/AAVQ/wCNH/CJ+M/+ihzf+CqH/GhpPRkQnKEuaLszoV8OaOsltIunQK1rjySFxswcjH481Nc6Rp95fQ3s9pHJcw48uRhyuDkY/GuY/wCET8Z/9FDm/wDBVD/jR/wifjP/AKKHN/4Kof8AGjlXYr21Ru7k/vG+NDrKTxeTpcGqaYQC8LQb2RgTnpyMjv8A5PPXlpdeKZ9P0+x8PS6ZY27lpGdNoG7GT0GTge5NdH/wifjP/ooc3/gqh/xo/wCET8Z/9FDm/wDBVD/jWUqPM3d7nfQzJ0YRUYLmjezu+vW2zfmdjcW8N3A0E8SSxOMMjqCD9QayrTwpodlci5t9NgSYHKsQW2n1GelYf/CJ+M/+ihzf+CqH/Gj/AIRPxn/0UOb/AMFUP+NauKerRwQq1IJxjJpPzOm1HRdO1Yx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}
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Figure 1 The TPM experiment. The DNA molecule is shown in black, with the two operators highlighted by the black boxes. The Lac repressor tetramer (LacI) is schematically drawn as a V-shaped molecule. The microsphere is shown in gray and the range of diffusion allowed to the sphere by the DNA tether is shown as a dashed line. The upper panel shows unlooped DNA, the lower panel shows the same molecule looped by the binding of a Lac repressor tetramer to the two operators. The drawing is not to scale.
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CC BY-NC
|
no
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2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 11; 34(12):3409-3420
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PMC1524907
|
16835309
| 2 |
gkl393f2
|
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",
"path": null
}
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Figure 2 Examples of TPM experimental recordings obtained with wild-type LacI. The left panels show time courses of the average radius of microsphere mobility, 〈 R ( t )〉 (calculated as described in the Materials and Methods section, choosing a Gaussian filter with cutoff frequency of 0.066 Hz) obtained with LacI at a concentration of 100 pM ( a ), 20 pM ( c ), and 4 pM ( e ). The right panels show the distributions of 〈 R ( t )〉 corresponding to each of the recordings shown on the left. The lines represent the best fit of the sum of two Gaussians (see Materials and Methods) to the histogram. The fitted parameters are shown in the insets.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 11; 34(12):3409-3420
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PMC1524907
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16835309
| 3 |
gkl393f3
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"path": null
}
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Figure 3 Examples of TPM experimental recordings obtained with LacI mutants Q60G and Q60 + 1. The left panels show time courses of the average radius of mobility, 〈 R ( t )〉 (calculated as in Figure 2 ), obtained with Q60G ( a ) and Q60 + 1 ( c ) at a concentration of 100 pM. Histograms (shown on the right) are fitted with two Gaussians as described in Figure 2 .
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 11; 34(12):3409-3420
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PMC1524907
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16835309
| 4 |
gkl393f4
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}
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Figure 4 Distributions of dwell-times of wild-type LacI. The histograms are distributions of the loop (left) and unloop (right) dwell-times measured on TPM recordings obtained with wild-type LacI at concentrations of 100 pM ( a : loop; b : unloop), 20 pM ( c : loop; d : unloop) and 4 pM ( e : loop; f : unloop). The dwell-times were measured after filtering the 〈 R ( t )〉 data, as described in text, with a Gaussian filter with a cutoff frequency of 0.033 Hz, characterized by a dead time of 5.4 s. Only events with durations longer than twice the dead time are plotted. The lines in the left panels represent fit to the data using a mono-exponential function N ( t ) = ( w N tot / τ ) exp [ − ( t − t 0 ) / τ ] , where N tot is the total number of events observed, w is the histogram bin width, and t 0 is the shortest plotted duration (10.8 s). The insets report the value of the fitted parameter τ and the reduced χ 2 . The lines in the right panels represent fit to the data using a double-exponential function N ( t ) = w N tot [ ( a / τ 1 ) exp ( − t / τ 1 ) + ( ( 1 − a ) / τ 2 ) exp ( − t / τ 2 ) ] / [ a exp ( − t 0 / τ 1 ) + ( 1 − a ) exp ( − t 0 / τ 2 ) ] .
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 11; 34(12):3409-3420
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PMC1524907
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16835309
| 5 |
gkl393f5
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"path": null
}
|
Figure 5 Distributions of dwell-times of the LacI mutants Q60G and Q60 + 1. The histograms are distributions of the loop (left) and unloop (right) dwell-times measured on TPM recordings obtained with Q60G ( a : loop; b : unloop) and Q60 + 1 ( c : loop; d : unloop) at a concentration of 100 pM. The histogram and the fit in the left panels were obtained as described in Figure 4 .
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 11; 34(12):3409-3420
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PMC1524907
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16835309
| 6 |
gkl393f6
|
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"path": null
}
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Figure 6 Scheme of the biochemical states corresponding to the loop and unloop states as measured with TPM. O and R represent the operator sequence and the Lac repressor tetramer, respectively. k a and k d are the association and dissociation rate constants of LacI for a single operator. J m and α are defined in the text. The segment between the two operators represents the intervening (305 bp long) DNA sequence.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 11; 34(12):3409-3420
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PMC1524907
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16835309
| 7 |
gkl393f7
|
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"path": null
}
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Figure 7 Choice of filter and measured looped and unlooped lifetimes. The measured average lifetimes are reported as a function of the filter dead time ( T d ). ( a ): the average loop (filled symbols) and unloop lifetimes (empty symbols) are shown for wt-LacI at 100 pM (squares), 20 pM (triangles) and 4 pM (circles). ( b ): the average loop (filled symbols) and unloop lifetimes (empty symbols) are shown for wild-type LacI (squares), Q60G (triangles) and Q60 + 1 (circles), all at a concentration of 100 pM.
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CC BY-NC
|
no
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2022-01-12 14:28:17
|
Nucleic Acids Res. 2006 Jul 11; 34(12):3409-3420
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PMC1524910
|
16855285
| 1 |
gkl390f1
|
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"path": null
}
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Figure 1 A start codon is required to sustain SOS. ( a ) A schematic representation of the CAD1 minigene. Start codons (ATG) and stop codons of reading frame 0 and +1 are drawn above and below the scheme, respectively. S designates a stop codon followed by a number that represents its distance in nucleotides from the authentic 5′ splice site. Open boxes, exons; lines, introns; narrow box, latent exon; a, b, c, j and k, PCR primers used to detect the respective splicing products. ( b ) Eliminating all four AUG codons from a wild-type CAD construct elicits latent splicing. Gel electrophoretic analysis of RT–PCR DNA fragments obtained from CAD mini genes. The presence of wild-type or mutated start and stop codons in each construct is marked by a + or −, respectively (see Supplementary Table 1S). Bands corresponding to precursor and latent CAD fragments amplified with primer pair c/b (upper panel) or corresponding to the precursor, authentic and latent mRNA amplified with primer pair a/b (lower panel) are indicated by schematic drawings on the left. ( c ) Splicing of IVS1 is not affected upon activation of latent splicing in CAD Mut9 and Mut46. The splicing pattern of IVS1 was analyzed by RT–PCR with primer pair j/k, targeted to sequences flanking IVS1.
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CC BY-NC
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no
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2022-01-12 14:28:17
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Nucleic Acids Res. 2006 Jul 19; 34(12):3421-3433
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