ORCID Profile
0000-0003-4755-6471
Current Organisations
European Space Research and Technology Centre
,
University of Oxford
,
University of Sydney
,
Royal Prince Alfred Hospital
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Publisher: EDP Sciences
Date: 30-04-2021
DOI: 10.1051/0004-6361/202140868
Abstract: Phosphine (PH 3 ) is proposed to be a possible biomarker in planetary atmospheres and has been claimed to have been observed in the atmosphere of Venus, sparking interest in the habitability of Venus’s atmosphere. Observations of another biomarker, methane (CH 4 ), have been reported several times in the atmosphere of Mars, hinting at the possibility of a past or present biosphere. The Atmospheric Chemistry Suite on the ExoMars Trace Gas Orbiter has a spectral range that includes several absorption lines of PH 3 with line strengths comparable to previously observed CH 4 lines. The signature of PH 3 was not observed in the 192 observations made over a full Martian year of observations, and here we report upper limits of 0.1–0.6 ppbv.
Publisher: Copernicus GmbH
Date: 23-09-2022
DOI: 10.5194/EPSC2022-136
Abstract: & & The scientific objectives of Mars Express (MEX) and ExoMars 2016 Trace Gas Orbiter (TGO) missions are very complementary, with increasing synergies among the science teams, in particular for the study of the atmosphere. In this contribution we summarize the coordination efforts to perform joint observations by the two European satellites around Mars until 2022, and the science opportunities for the expected mission extension until 2025.& & & & Since the start of the TGO science operations in April 2018 we have executed hundreds of coordinated observations of the Martian atmosphere, first reported in [1,2] and extended here to 2022. The science data obtained during these coordinated observations provide useful input for cross-calibration of the instruments, comparison of atmospheric vertical profiles, and potential for the study of the temperature, composition, meteorology and climate of Mars.& & & & & img src=& quot & quot alt=& quot & quot width=& quot & quot height=& quot & quot /& & & & & Figure 1: & Types of coordinated observations performed:& MEX-TGO Sun Occultations (within 15min and distance & km), MEX-TGO Nadir crossings& (simultaneous, within & deg seen from Mars center), MEX Nadir over TGO Sun Occultation point (simultaneous within distance & km), and MEX-TGO Radio Occ. points (tested in 2021 and run operationally in 2022 onwards)& & & & These observations are routinely coordinated in collaboration between the Science Operations Centers (SOCs) of both missions [1, 3] and the instrument teams, in particular the spectrometers NOMAD and ACS onboard TGO [4,5] and SPICAM, OMEGA and PFS onboard MEX [6,7,8].& & & & The various types of joint observations are represented in Figure 1. First the joint solar occultations by the spectrometers SPICAM (MEX) and ACS-NOMAD (TGO) are performed quasi-simultaneously (& minutes difference), allowing the comparison of vertical profiles of the atmosphere in the same region (& km distance) both at the ingress and egress points (i.e. dusk and/or dawn terminator). Then, all spectrometers observe regularly in nadir geometry and we have so far performed hundreds of simultaneous observations of the crossing points (within ~350km, or & deg as seen from Mars) and quasi-simultaneous observations of the same location within a few minutes difference, at various distances and illumination conditions. Then with MEX we are also observing nadir in the region of the TGO solar occultation, so vertical atmospheric profiles can be complemented with wider contextual imaging and/or temperature retrievals. Finally, in 2021 we have validated the spacecraft-to-spacecraft radio occultations [9], and started routine observations in 2022 to provide useful information of the ionosphere.& & & & The authors acknowledge the contributions of the European Space Agency, Roscomos, all National Agencies, research institutions and teams involved in the success of the Mars Express and ExoMars 2016 missions. ExoMars is a space mission of the European Space Agency (ESA) and Roscosmos (Russia).& & & & References:& & & & [1] Cardesin Moinelo, A. et al: First year of coordinated science observations by Mars Express and ExoMars 2016 Trace Gas Orbiter, ICARUS 353, 2021& & & & [2] Cardesin Moinelo, A. et al: Atmospheric observations performed simultaneously in 2020-2021 by ESA& #8217 s Mars Express and Trace Gas Orbiter, European Planetary Science Congress, Vol. 15, EPSC2021-128, 2021& & & & [3] Geiger, B et al: Long Term Planning for the ExoMars Trace Gas Orbiter Mission: Opportunity Analysis and Observation Scheduling, Proceedings of SpaceOps Conference, 2018& & & & [4] Vandaele, A. C. et al: NOMAD, an Integrated Suite of Three Spectrometers for the ExoMars Trace Gas Mission: Technical Description, Science Objectives and Expected Performance, Space Sci Rev 214: 80. 2018& & & & [5] Korablev, O. et al: The Atmospheric Chemistry Suite (ACS) of Three Spectrometers for the ExoMars 2016 Trace Gas Orbiter Space Sci Rev 214: 7. 2018& & & & [6] Montmessin et al, SPICAM on Mars Express: A 10 year in-depth survey of the Martian atmosphere. Icarus, Volume 297, p. 195-216. 2017& & & & [7] Bibring, J.-P., et al., OMEGA: Observatoire pour la Min& #233 ralogie, l& #8217 Eau, les Glaces et l& #8217 Activit& #233 , ESA SP-1240, pp. 3& #8211 . 2004& & & & [8] Formisano V. et al: The Planetary Fourier Spectrometer (PFS) onboard the European Mars Express mission, Planetary and Space Science, Volume 53, Issue 10, p. 963-974. 2005& & & & [9] Svedhem H. et al: First results from the MEX & #8211 TGO Mutual Radio Occultation Experiment, European Planetary Science Congress, Vol. 15, Vol. 15, EPSC2021-719, 2021& &
Publisher: The Endocrine Society
Date: 16-06-2020
Abstract: Germline mutations in the succinate dehydrogenase genes (SDHA/B/C/D, SDHAF2—collectively, “SDHx”) have been implicated in paraganglioma (PGL), renal cell carcinoma (RCC), gastrointestinal stromal tumor (GIST), and pituitary adenoma (PA). Negative SDHB tumor staining is indicative of SDH-deficient tumors, usually reflecting an underlying germline SDHx mutation. However, approximately 20% of in iduals with SDH-deficient tumors lack an identifiable germline SDHx mutation. We performed whole-exome sequencing (WES) of germline and tumor DNA followed by Sanger sequencing validation, transcriptome analysis, metabolomic studies, and haplotype analysis in 2 Italian-Australian families with SDH-deficient PGLs and various neoplasms, including RCC, GIST, and PA. Germline WES revealed a novel SDHC intronic variant, which had been missed during previous routine testing, in 4 affected siblings of the index family. Transcriptome analysis demonstrated aberrant SDHC splicing, with the retained intronic segment introducing a premature stop codon. WES of available tumors in this family showed chromosome 1 deletion with loss of wild-type SDHC in a PGL and a somatic gain-of-function KIT mutation in a GIST. The SDHC intronic variant identified was subsequently detected in the second family, with haplotype analysis indicating a founder effect. This is the deepest intronic variant to be reported among the SDHx genes. Intronic variants beyond the limits of standard gene sequencing analysis should be considered in patients with SDH-deficient tumors but negative genetic test results.
Publisher: MDPI AG
Date: 11-03-2020
Abstract: MAPK-activated protein kinase 2 (MK2) has erse roles in cancer. In response to chemotherapy, MK2 inhibition is synthetically lethal to p53-deficiency. While TP53 deletion is rare in glioblastomas, these tumors often carry TP53 mutations. Here, we show that MK2 inhibition strongly attenuated glioblastoma cell proliferation through p53wt stabilization and senescence. The senescence-inducing efficacy of MK2 inhibition was particularly strong when cells were co-treated with the standard-of-care temozolomide. However, MK2 inhibition also increased the stability of p53 mutants and enhanced the proliferation of p53-mutant stem cells. These observations reveal that in response to DNA damaging chemotherapy, targeting MK2 in p53-mutated cells produces a phenotype that is distinct from the p53-deficient phenotype. Thus, MK2 represents a novel drug target in 70% glioblastomas harboring intact TP53 gene. However, targeting MK2 in tumors with TP53 mutations may accelerate disease progression. These findings are highly relevant since TP53 mutations occur in over 50% of all cancers.
Publisher: Springer Science and Business Media LLC
Date: 31-08-2017
DOI: 10.1038/S41598-017-09150-Z
Abstract: CXCR3 and its ligands are heavily associated with inflammation and have been implicated in numerous inflammatory diseases. CXCR3 plays an important role in recruiting pro-inflammatory cells, specifically neutrophils, in a model of sterile colitis whereby CXCR3 −/− mice showed an attenuated course of colitis with markedly reduced host-tissue damage in the inflamed caecum. The role of CXCR3 during infectious colitis, however, is unclear and therefore in this study, we investigated the role of CXCR3 in the regulation of the immune response during acute and chronic gastrointestinal infection, using a murine model of Salmonella enterica serovar Enteritidis . During acute infection with Salmonella , we observed significantly increased Salmonella loading in the caecum and dissemination to the spleen and liver in CXCR3 −/− mice, but not in Wt counterparts. During chronic infection, increased pathological features of inflammation were noted in the spleen and liver, with significantly increased levels of apoptosis in the liver of CXCR3 −/− mice, when compared to Wt counterparts. In addition, compromised intestinal IgA levels, CD4 + helper T cells and neutrophil recruitment were observed in CXCR3 −/− challenged with Salmonella , when compared to Wt counterparts. Our data suggests that CXCR3 is a key molecule in host intestinal immunity against Salmonellosis via regulating neutrophils chemotaxis.
Publisher: Copernicus GmbH
Date: 21-07-2021
DOI: 10.5194/EPSC2021-414
Abstract: & & EnVision is a proposed orbiter mission aiming at determining the nature and current state of Venus' geological evolution and its relationship with the atmosphere, to understand how and why Venus and Earth evolved so differently. It is is one of two M5 mission concepts in Phase A study with a final down-selection expected in June 2021. EnVision& #8217 s overall science goals are& br /& & br /& - to& & strong& characterise& /strong& & the sequence of events that generated the regional and global surface features of Venus, and characterize the geodynamics framework that controls the release of internal heat over Venus history & & br /& & br /& -& to& strong& & search& /strong& & for ongoing geological processes and determine& strong& & & /strong& whether the planet is active in the present era & br /& & br /& -& to& & strong& characterise& /strong& & regional and local geological units, to better assess whether Venus once had condensed liquid water on its surface and was thus perhaps hospitable for life in its early history.& br /& & br /& EnVision will deliver new insights into geological history through complementary imagery, polarimetry, radiometry and spectroscopy of the surface coupled with subsurface sounding and gravity mapping it will search for thermal, morphological, and gaseous signs of volcanic and other geological activity and it will trace the fate of key volatile species from their sources and sinks at the surface through the clouds up to the mesosphere.& br /& & br /& EnVision& #8217 s science payload consists of VenSAR, a dual polarization S-band radar also operating as microwave radiometer, three spectrometers VenSpec-M, VenSpec-U and VenSpec-H designed to observe the surface and atmosphere of Venus, and the Subsurface Radar Sounder (SRS), a High Frequency (HF) sounding radar to probe the subsurface. These are complemented by a radio science investigation which achieves gravity mapping and radio occultation of the atmosphere, for a comprehensive investigation of the Venusian surface, interior and atmosphere and their interactions.& &
Publisher: Springer Science and Business Media LLC
Date: 15-06-2023
DOI: 10.1007/S00234-023-03175-0
Abstract: The increasing importance of molecular markers for classification and prognostication of diffuse gliomas has prompted the use of imaging features to predict genotype (“radiogenomics”). CDKN2A/B homozygous deletion has only recently been added to the diagnostic paradigm for IDH[isocitrate dehydrogenase]-mutant astrocytomas thus, associated radiogenomic literature is sparse. There is also little data on whether different IDH mutations are associated with different imaging appearances. Furthermore, given that molecular status is now generally obtained routinely, the additional prognostic value of radiogenomic features is less clear. This study correlated MRI features with CDKN2A/B status, IDH mutation type and survival in histological grade 2-3 IDH-mutant brain astrocytomas. Fifty-eight grade 2–3 IDH-mutant astrocytomas were identified, 50 with CDKN2A/B results. IDH mutations were stratified into IDH1-R132H and non-canonical mutations. Background and survival data were obtained. Two neuroradiologists independently assessed the following MRI features: T2-FLAIR mismatch ( %, 25–50%, %), well-defined tumour margins, contrast-enhancement (absent, wispy, solid) and central necrosis. 8/50 tumours with CDKN2A/B results demonstrated homozygous deletion slightly shorter survival was not significant ( p =0.571). IDH1-R132H mutations were present in 50/58 (86%). No MRI features correlated with CDKN2A/B status or IDH mutation type. T2-FLAIR mismatch did not predict survival ( p =0.977), but well-defined margins predicted longer survival (HR 0.36, p =0.008), while solid enhancement predicted shorter survival (HR 3.86, p =0.004). Both correlations remained significant on multivariate analysis. MRI features did not predict CDKN2A/B homozygous deletion, but provided additional positive and negative prognostic information which correlated more strongly with prognosis than CDKN2A/B status in our cohort.
Publisher: Springer Science and Business Media LLC
Date: 02-2023
DOI: 10.1007/S11214-023-00956-0
Abstract: Venus is the planet in the Solar System most similar to Earth in terms of size and (probably) bulk composition. Until the mid-20th century, scientists thought that Venus was a verdant world—inspiring science-fictional stories of heroes battling megafauna in sprawling jungles. At the start of the Space Age, people learned that Venus actually has a hellish surface, baked by the greenhouse effect under a thick, CO 2 -rich atmosphere. In popular culture, Venus was demoted from a jungly playground to (at best) a metaphor for the redemptive potential of extreme adversity. However, whether Venus was much different in the past than it is today remains unknown. In this review, we show how now-popular models for the evolution of Venus mirror how the scientific understanding of modern Venus has changed over time. Billions of years ago, Venus could have had a clement surface with water oceans. Venus perhaps then underwent at least one dramatic transition in atmospheric, surface, and interior conditions before present day. This review kicks off a topical collection about all aspects of Venus’s evolution and how understanding Venus can teach us about other planets, including exoplanets. Here we provide the general background and motivation required to delve into the other manuscripts in this collection. Finally, we discuss how our ignorance about the evolution of Venus motivated the prioritization of new spacecraft missions that will rediscover Earth’s nearest planetary neighbor—beginning a new age of Venus exploration.
Publisher: Springer Science and Business Media LLC
Date: 30-10-2017
DOI: 10.1038/S41598-017-14301-3
Abstract: Multiple Sclerosis (MS) is a chronic inflammatory demyelinating disease of the central nervous system (CNS). There is currently no single definitive test for MS. Circulating exosomes represent promising candidate biomarkers for a host of human diseases. Exosomes contain RNA, DNA, and proteins, can cross the blood-brain barrier, and are secreted from almost all cell types including cells of the CNS. We hypothesized that serum exosomal miRNAs could present a useful blood-based assay for MS disease detection and monitoring. Exosome-associated microRNAs in serum s les from MS patients ( n = 25) and matched healthy controls ( n = 11) were profiled using small RNA next generation sequencing. We identified differentially expressed exosomal miRNAs in both relapsing-remitting MS (RRMS) (miR-15b-5p, miR-451a, miR-30b-5p, miR-342-3p) and progressive MS patient sera (miR-127-3p, miR-370-3p, miR-409-3p, miR-432-5p) in relation to controls. Critically, we identified a group of nine miRNAs (miR-15b-5p, miR-23a-3p, miR-223-3p, miR-374a-5p, miR-30b-5p, miR-433-3p, miR-485-3p, miR-342-3p, miR-432-5p) that distinguished relapsing-remitting from progressive disease. Eight out of nine miRNAs were validated in an independent group ( n = 11) of progressive MS cases. This is the first demonstration that microRNAs associated with circulating exosomes are informative biomarkers not only for the diagnosis of MS, but in predicting disease subtype with a high degree of accuracy.
Publisher: Authorea, Inc.
Date: 30-09-2023
Publisher: American Geophysical Union (AGU)
Date: 10-2022
DOI: 10.1029/2022JE007213
Abstract: The mid‐infrared channel of the Atmospheric Chemistry Suite (ACS MIR) onboard the ExoMars Trace Gas Orbiter is capable of observing the infrared absorption of ozone (O 3 ) in the atmosphere of Mars. During solar occulations, the 003←000 band (3,000‐3,060 cm −1 ) is observed with spectral s ling of ∼0.045 cm −1 . Around the equinoxes in both hemispheres and over the southern winters, we regularly observe around 200–500 ppbv of O 3 below 30 km. The warm southern summers, near perihelion, produce enough atmospheric moisture that O 3 is not detectable at all, and observations are rare even at high northern latitudes. During the northern summers, water vapor is restricted to below 10 km, and an O 3 layer (100–300 ppbv) is visible between 20 and 30 km. At this same time, the aphelion cloud belt forms, condensing water vapor and allowing O 3 to build up between 30 and 40 km. A comparison to vertical profiles of water vapor and temperature in each season reveals that water vapor abundance is controlled by atmospheric temperature, and H 2 O and O 3 are anti‐correlated as expected. When the atmosphere cools, over time or over altitude, water vapor condenses (observed as a reduction in its mixing ratio) and the production of odd hydrogen species is reduced, which allows O 3 to build up. Conversely, warmer temperatures lead to water vapor enhancements and ozone loss. The LMD Mars Global Climate Model is able to reproduce vertical structure and seasonal changes of temperature, H 2 O, and O 3 that we observe. However, the observed O 3 abundance is larger by factors between 2 and 6, indicating important differences in the rate of odd‐hydrogen photochemistry.
Publisher: Informa UK Limited
Date: 04-04-2014
Publisher: Wiley
Date: 21-11-2022
Publisher: Copernicus GmbH
Date: 23-09-2022
Abstract: & & & & & span data-contrast=& quot auto& quot & The scanning spectrophotometers (IOAV-2) onboard Venera 13 and 14 probes recorded the internal radiation field from an altitude of 62 km down to the surface, covering a wavelength range of 0.48 to 1.14 & #956 m. The radiation was recorded from six directions with a field of view of 20& #176 . The original data from the magnetic tapes were lost. However, a secondary dataset was created using the graphic material published earlier that contains the radiation only from two directions (one close to the zenith and one close to the nadir). While analysing the secondary dataset, [1] reported a rapid change in radiances indicative of a near-surface cloud layer. The presence of such a cloud layer could be indicative of aeolian or condensing species furthermore, it would affect the viability of surface imaging from a balloon and other missions. Motivated by upcoming Venus missions, we re-analyze this dataset to learn more about a possible near-surface cloud layer.& /span& & span data-ccp-props=& quot {& quot & quot :true,& quot & quot :true,& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :240}& quot & & & /span& & & & / & & & & & & span data-contrast=& quot auto& quot & The secondary dataset is available in two formats: (a) High spectral resolution with low vertical resolution (e.g. 68 wavelengths x 11 altitudes for Venera 13) and (b) Low spectral resolution with high vertical resolution (e.g. 28 wavelengths x 52 altitudes for Venera 13). In this work, we use the second format to capture more information about the vertical structure of the atmosphere. We modify the NEMESIS radiative transfer and retrieval tool [2] for simultaneous fitting of upward and downward internal radiation at all altitudes. For ex le, the downward and upward spectra captured by Venera 13 [3] at twelve predefined altitudes, are shown in Figure 1 and Figure 2 respectively.& /span& & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & & /span& & & & / & & & & & & span data-contrast=& quot auto& quot & Before assessing the presence and properties of a near-surface cloud layer, it is necessary to first match the downwelling radiance from the main cloud deck in the atmosphere of Venus. Hence, NEMESIS is first used to retrieve particle properties in the main cloud deck. Using retrieved cloud abundances we set up the model atmosphere which is used to retrieve the properties of a near-surface cloud layer. Subsequently, the simulations are run for different particle sizes, abundances, and compositions to find the best match with the measured spectra. The results are used to comment on the existence of the near-surface cloud layer and on the properties of its constituent particles. Uncertainties associated with the particularities of the Venera probe measurements and their effects on assessing the presence of near-surface cloud layer and subsequent retrievals are briefly discussed in the end.& /span& & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & & /span& & & & & & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & img src=& quot & quot alt=& quot & quot width=& quot & quot height=& quot & quot /& & /span& & & & & & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & img src=& quot & quot alt=& quot & quot width=& quot & quot height=& quot & quot /& & /span& & & & & & & & & & & & & strong& & span data-contrast=& quot auto& quot & References:& /span& & /strong& & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & & /span& & & & / & & & & & & span data-contrast=& quot auto& quot & [1] Grieger, B., Ignatiev, N. I., Hoekzema, N. M., and Keller, H. U., & /span& & em& & span data-contrast=& quot auto& quot & in European Space Agency, (Special Publication) ESA SP& /span& & /em& & span data-contrast=& quot auto& quot & , number 544, 63& #8211 (ESA Publications Division, Noordwijk, Netherlands, 2004).& /span& & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & & /span& & & & / & & & & & & span data-contrast=& quot auto& quot & [2] Irwin, P. G., Teanby, N. A., de Kok, R., Fletcher, L. N., Howett, C. J., Tsang, C. C., Wilson, C. F., Calcutt, S. B., Nixon, C. A., and Parrish, P. D., & /span& & em& & span data-contrast=& quot auto& quot & Journal of Quantitative Spectroscopy and Radiative Transfer 109(6),& /span& & /em& & span data-contrast=& quot auto& quot & 1136& #8211 (2008).& & /span& & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & & /span& & & & / & & & & & & span data-contrast=& quot auto& quot & [3] Moroz, V. I., Moshkin, B. E., Ekonomov, A. P., Golovin, Y. M., Gnedykh, V. I., and Grigorev, A. V., & /span& & em& & span data-contrast=& quot auto& quot & Soviet Astronomy Letters& /span& & /em& & span data-contrast=& quot auto& quot & (1982).& /span& & span data-ccp-props=& quot {& quot & quot :0,& quot & quot :6,& quot & quot :6,& quot & quot :200,& quot & quot :276}& quot & & & /span& & & & / & & / &
Publisher: Wiley
Date: 20-07-2022
Publisher: Copernicus GmbH
Date: 23-09-2022
DOI: 10.5194/EPSC2022-939
Abstract: & & & strong& Abstract& /strong& & & & & The European Space Agency& #8217 s (ESA) Mars Express (MEX) mission to Mars has been returning valuable scientific data for ~18 years.& & This data is available to the public for free via the Planetary Science Archive (PSA), which houses the raw, calibrated, and higher-level data returned by the ESA& #8217 s planetary missions, including data provided by the various MEX instrument teams.& & The High Resolution Stereo Camera (HRSC) has provided several types of datasets throughout the mission, and its images have proven popular not only among scientists but also the public for the spectacular images of the red planet.& A new version (version 4.0) of the radiometrically calibrated HRSC data has been made available which covers the entirety of the mission& #8217 s operation up to now.& & & & & & This new version utilizes an updated calibration, which is especially important for later images as it improves the adjustments for the aging of the instrument [1].& In addition to the new calibration, the data is now split into mission phases.& Previous versions of the radiometrically calibrated data incorporated all observations into a single dataset, which led to increasing lag in some access methods as the dataset continued to grow in size and number of files.& All this data and more can be accessed at the PSA at: archives.esac.esa.int sa/& & & & & & & & & & strong& Introduction& /strong& & & & & MEX was inserted into Mars orbit in December 2003, though several instrument test observations also exist from the cruise phase of the mission, prior to arrival at Mars.& Thus, this long-lived Mars mission covers 18+ years of data with its 7 instruments.& Later in the mission& #8217 s lifetime, the camera used for the Beagle 2 lander separation was reactivated and used for public outreach.& Over time, the camera began to be used for scientific observations as well, making& MEX an unusual mission in that it now has more scientific instruments in operation than it was launched with.& & & & & & & & & & strong& The PSA user interface& /strong& & & & & The ESA& #8217 s PSA uses the Planetary Data System (PDS) format developed by NASA to store the data from its various planetary missions.& In the case of MEX, the data is stored in the PDS3 format, which primarily uses ASCII files to store and describe the data. & Newer missions, from ExoMars onward use the PDS4 data standard, which uses XML files.& There are three primary ways in which to find the data.& One is the FTP area, which houses all the public data in the PSA.& Here, there are no advanced search capabilities, but it does provide access to all the supporting files and documentation for the various datasets.& When first searching for new data, users would benefit from using the Table View search interface [2].& Here the user can search using various parameters, such as mission name, target, instrument name, processing level, observation times, etc.& The Table View is also linked to the Image View, where users can view the browse images provided by the PI teams.& The Table View interface also has a section for & #8220 Free Search& #8221 , allowing one to use Contextual Query Language (CQL) to search over additional parameters.& Finally, there is also a Map View for viewing the footprints of data from those instruments where such calculations can be of some utility.& These various search methods rely in part on the metadata provided by the instrument teams in the labels associated with each of the data products, though the Map View also benefits from a homogenized approach to calculating geometrical parameters for all data across various missions.& & & & & & & & & & strong& Conclusion& /strong& & & & & The redelivery of the HRSC data provides an improved dataset with newer calibration factors applied.& This data can be freely accessed at the ESA& #8217 s PSA, at archives.esac.esa.int sa/.& There are multiple ways of browsing the HRSC and other instrument teams& #8217 data, including from other planetary missions, which will be explained in this poster.& The development of the PSA& #8217 s user interface is an ongoing project, and we welcome feedback from the community for suggestions on new ways to search this wealth of data.& Feedback and suggestions can be sent to psahelp@cosmos.esa.int.& & & & & & & & & & strong& Acknowledgements& /strong& & & & & The MEX Archive Scientist and the entire PSA team would like to extend their thanks to the HRSC team for their effort in updating previous deliveries and continuing to deliver new data from Mars to the public via ESA& #8217 s PSA.& Our thanks go also to the European taxpayers, whose contributions to the European Space Agency enable the gathering and dissemination of this scientific knowledge, and preserving it for future generations of scientists to work on.& & & & & & & & & & strong& References& /strong& & & & & [1] Gwinner, K. et al.: The High Resolution Stereo Camera (HRSC) of Mars Express and its approach to science analysis and mapping for Mars and its satellites, Planetary and Space Science, Vol. 126, pp. 93-138, 2016.& & & & [2] Besse, S., Vallat, C., Barthelemy, M., Coia, D., Costa, M., De Marchi, G., Fraga, D., Grotheer, E., Heather, D., Lim, T., Martinez, S., Arviset, C., Barbarisi, I., Docosal, R., Macfarlane, A., Rios, C., Saiz, J., and Vallejo, F.:& ESA& #8217 s Planetary Science Archive: Preserve and present reliable scientific data sets, Planetary and Space Science, Vol. 150, pp. 131-140, 2018.& &
Publisher: Springer Science and Business Media LLC
Date: 30-06-2023
Publisher: Copernicus GmbH
Date: 08-10-2020
DOI: 10.5194/EPSC2020-802
Abstract: & & The Trace Gas Orbiter, TGO, concluded its first Martian year in orbit in March 2020. It has been a highly successful Martian year, starting with the rise, plateau and decay of the major Global Dust Storm in the summer of 2018. This has enabled interesting results to be derived on the dynamic behaviour as a consequence of the dust storm. One of the significant observations is a strong upward transport of water vapour that has been found during this time. Characterisations of the minor species and trace gasses are continuing and large numbers of profiles are being produced on a daily basis. A dedicated search of methane has shown that there is no methane above an altitude of a few km, with an upper limit established at about 20 pptv (2& #8729 & sup& -11& /sup& ).& & & & The solar occultation technique applied by the spectrometers has definitely proven its strength, both for its high sensitivity and for its capability of making high-resolution altitude profiles of several parameters in the atmosphere. Climatological studies, benefitting from the 400km, 74 degrees inclination non-solar synchronous orbit, have been initiated and will become more important now that a full year has passed, even if the full potential will be visible only after a few Martian years of operation. The FREND instrument has characterised the hydrogen in the shallow sub-surface on a global scale, at a spatial resolution much better than previous missions have been able to do. It has found areas at surprisingly low latitudes with significant amounts of sub-surface hydrogen, most likely in the form of water ice. The CaSSIS camera has made a high number of images over a large variety of targets, including the landing sites of the 2020 NASA and 2022 ESA rovers, Oxia Planum and the Jezero Crater. Stereo imaging has enabled topographic information and precise 3-D landscape synthesis.& & & & This presentation will summarise the highlights of the first Martian year and discuss planned activities for the near and medium term future.& & & & The ExoMars programme is a joint activity by the European Space Agency (ESA) and ROSCOSMOS, Russia. It consists of the ExoMars 2016 mission, launched 14 March 2016, with the Trace Gas Orbiter, TGO, and the Entry Descent and Landing Demonstrator, EDM, named Schiaparelli, and the ExoMars 2020 mission, to be launched in July/August 2020, carrying a Rover and a surface science platform to the surface of Mars.& &
Publisher: Copernicus GmbH
Date: 23-09-2022
Abstract: & & Mars Express has the distinction of being one of the oldest operational spacecraft at Mars, with over 18 years since its injection into Martian orbit in December 2003. Designed for a nominal mission of one Martian year to survey the red planet, it is currently applying for its 9& sup& th& /sup& mission extension. A recent technical review has concluded that Mars Express was technically fit to continue providing excellent science return for the 2023-25 and 2026-28 extension intervals.& & & & & & & & & The spacecraft subsystems, scientific payload and ground segment are in overall good health, allowing continued smooth mission and science operations. The 3 lifetime-limiting elements of the spacecraft are the gyros, the batteries, and the fuel remaining onboard. The situation of the gyros has been improved by the successful implementation of a gyroless operations mode in May 2018 by the Mars Express teams at ESOC and ESAC. This difficult modification saved the mission and now allows an IMU duty cycle currently reduced to a monthly figure of about 3 to 4 % of the original usage. Mars Express can expect its gyro lifetime to be extended well beyond the 2025 timeframe.& & & & & & & & & Studies performed in 2019 and 2020 have shown the spacecraft batteries to be much less degraded than had previously been assumed. The findings of these studies were substantiated in subsequent eclipse seasons. A new battery power model now used operationally allows for more flexibility in science planning particularly during eclipse seasons. The longest, most challenging eclipses of the mission were passed successfully in 2021. With shorter eclipse durations in the coming years the outlook is very favourable for continuing to operate the batteries well beyond 2030.& & & & & & & & & The fuel situation remains satisfactory based on regularly actualised estimates and on a very low fuel consumption (assuming no safe modes the last one was in 2011). The estimated ~3kg of usable hydrazine (with high confidence based on the Venus Express experience) left onboard can take the spacecraft mission operations to beyond 2030 with the current load of science operations.& & & & Planning and execution of science operations have been improved by upgrades to the mission operations run from the MOC at ESOC and to the Science Ground Segment operations done at ESAC near Madrid. More flexible, rationalised and in some cases even reduced constraints are now in place which enhance the capability of the spacecraft and its payload in performing scientific observations and data taking.& & & & & & & & & Finally, new science opportunities are presenting themselves in the coming years, illustrated recently by the routine implementation of mutual radio occultations between Mars Express and the ExoMars Trace Gas Orbiter. This will greatly expand the number of atmospheric observations in the future. Automated dual-band radio science occultation observations have now been implemented at egress. The MARSIS subsurface radar is implementing two new promising modes of operation, one to investigate the subsurface at a better s ling rate and one to characterise Phobos, the largest Martian moon and future target for Japan& #8217 s MMX mission. Another proposed mission capability will be to perform active sounding of the local plasma environment using combined operation of the ASPERA particle detector and the MARSIS radar. MELACOM relay operations have increasingly taken place with regular Mars Surface Laboratory overflights and were also recently upgraded to implement CNSA& #8217 s Zhurong rover overflights and prepare for supporting the ExoMars rover mission as well as other NASA landed assets. These are only a limited set of ex les of how Mars Express keeps delivering new and exciting science return.& & & & & & & & & Interplanetary missions can operate over many years and learning how to use the technology in ways that were maybe not part of the original operational concept is an incredibly important ability. The above demonstrates that the Mars Express teams have been able throughout the mission& #8217 s many years of life to render Mars Express a better spacecraft now than at any time before, with in-flight upgrades that kept the mission flying. Those teams were able to make such changes thanks to: robust in-house control and support of the ESAC-run MAPPS planning software allowing for continuous improvement Flight Control Team with enough skill and resources to modify and fully test the flight code instrument teams with enough funding and support to allow for software updates/testing late in the mission. This might help younger and upcoming missions assemble the resources now so that they can attempt life-extending changes later.& & & & & & & & & Combining a special set of payload instruments onboard Mars Express, very resilient spacecraft and payload health and a favourable orbit configuration, this makes for a still unique mission at Mars, very much complementary to newer orbiting elements with different capabilities. ESA is getting the most out of Mars Express and will continue to do so in the coming years, contributing to and enhancing the international cooperation at Mars.& &
Publisher: Copernicus GmbH
Date: 15-05-2023
DOI: 10.5194/EGUSPHERE-EGU23-2810
Abstract: Aeolian and fluvial processes on Earth show significant interactions. Within terrestrial desert environments, analysis of ~200 locations has revealed that where ephemeral or episodic rivers flow across a dune field the predominant processes alternate between aeolian and fluvial, and that when rivers and dunes are active, they interact with one another. Avulsions can be major, with channels in the northern Kalahari having cumulative ersions of 10s of km. Considering Mars likely had an arid environment during the period of peak fluvial activity, the presence of fossilised Martian dunes, and observations by the Curiosity rover of fluvially altered aeolian deposits, it is apparent that Mars likely experienced simultaneous fluvial and aeolian processes, and periods of fluvial inactivity where aeolian processes persisted. At present, Martian aeolian and fluvial processes have only been studied independently, and their interaction has not been explored.Here we report the initial study by the Working group on Aeolian-Fluvial Terrain Interactions (WAFTI), based at the European Space Agency, which examines the effects of these processes in synergy under ancient Martian conditions, using a combination of modelling and geomorphological analysis. We hypothesise that these interactions could have implications for a number of Martian phenomena, for ex le: the prevalence of meandering inverted channel systems, the distribution of organic material, the discordance of Martian valley networks, and the sediment size and distribution of Martian rivers. In this study, we simulate the interactions between migrating dunes and different reaches of an active river channel, under ancient Martian conditions to determine the effects on the channel& #8217 s morphology and geometry.Our Martian Aeolian-Fluvial Interactions (MAFI) model is a landscape evolution model based on a coupled implementation of the Caesar-Lisflood fluvial model, and Discrete ECogeomorphic Aeolian Landscape model (DECAL) dunes model. It routes water over a Digital Elevation Model (DEM) and calculates erosion and deposition from fluvial and slope processes changing elevations accordingly. Aeolian material is discretized into slabs on the DEM, and slabs are moved across the space according to a set of simple rules.At EGU we will present the results of our simulations of aeolian and fluvial interactions on an inclined plane with a central channel and a continuously flowing Martian river. Typically on Mars, channels are housed within valleys with V or U-shaped cross-sections. Additionally, the topography of Mars is heavily altered by impact craters, many of which are sediment sinks. Finally, the profiles and immaturity of Martian valleys indicate that they were likely ephemeral/episodic, so flow was unlikely to be continuous. We, therefore, plan to expand our study to simulate the following: (1) simulate continuous flow for a DEM with a V-shaped valley and central channel (2) & #8220 & #8221 U-shaped valley and central channel (3) & #8220 & #8221 for a DEM with a crater present adjacent to the part of the valley (4) simulate episodic fluid flow with periods of no fluvial activity, but continued aeolian activity. Understanding these two major surface processes in synergy will aid in the reconstruction of Mars& #8217 ancient paleoenvironments in a way that has not previously been explored.
Publisher: Wiley
Date: 13-08-2023
DOI: 10.1111/BPA.13201
Publisher: Copernicus GmbH
Date: 23-09-2022
DOI: 10.5194/EPSC2022-662
Abstract: & & The history of in-situ Venus exploration has been limited to a few opportunities with different probes that were capable to operate, for short periods of time, under the extreme atmospheric conditions of the planet. Among these missions, the VeGa balloons deployed in the Venus atmosphere in the mid-eighties of previous century revealed the advantages of using this concept for investigating the atmosphere of Venus. In this regard, the recent studies for the 2023-2030 Planetary Decadal Survey [1-3] have pointed the potential of using balloon platforms for planetary science exploration, considering that the different technologies required for these missions are currently mature enough to develop long-lived and possibly even altitude-varying probes or more specifically, aerobots.& br& In this work, we present an early concept of a lightweight radiometer for future balloon missions to Venus. Its primary scientific objectives are: i) to measure solar and ii)thermal infrared fluxes and their deposition in the cloud layer, iii) to characterize the variability of the cloud structure and its constituents, and iv) to detect and characterize atmospheric lightning events. Those investigations will allow us to understand the role of each objective in determining the atmospheric structure and the driving circulation of the planet.& br& Due to the limitations on resources for this kind of platforms, the key characteristics of the proposed instrument are its high scientific performance and the scarce resources needs: low accommodation volume, size, and mass low power and data volume consumption. The radiometer combines different spectral bandpass channels (from UVA to IR) with particular orientations and field of view (FoV) selected to meet the scientific objectives. The instrument also incorporates a visible camera to provide context images for cloud investigations.& br& The Spanish National Institute of Aerospace Technology (INTA) has established a long-term strategy in the last decade with the program InMARS [4] that is devoted to developing high-performance, low-power, miniature sensors designed for in-situ planetary missions [5-10]. Within this program, we have developed an intensive selection, qualification, and screening activity in our particular technological roadmap called CERES (Compact Electronic Resources for the Exploration of Space), which allowed INTA to acquire critical technologies, components (including mixed ASICs [11-12]), materials and procedures for such instrumentation developments.& & & & & br& [1] K.H. Baines et al, 2020. White Pape. [2] Martha S. Gilmore et al, 2020. Venus Flagship Mission Decadal Study Final Report [3] Joseph O& #8217 Rourke, ADVENTS misi& #243 n concept study. [4] I.Arruego et al. IPPW 2018. Boulder. Colorado. USA. [5] H. Guerrero et al. EGU 2010. Geophysical Research Abstracts Vol. 12, EGU2010-13330, 2010. [6] I. Arruego et al. DREAMS-SIS. ASR 2017. 60 (1): 103-120. [7] V. Ap& #233 stigue et al. Sensors.2022. [8] D. Rodionov et al. Sixth International Workshop on the Mars Atmosphere: Modelling and Observations. 2017. Granada. Spain. [9] D. Scaccabarozzi et al. IEEE MetroAeroSpace proccedings. 2019. Torino.Italy. [10] A. Russu et al. Proc. SPIE 11129. [11] S. Sordo-Ib& #225 & #241 ez et al. IEEE Transactions on Nuclear Science, vol. 63, pp. 2379-2389, 2016. [12] S. Sordo-Ib& #225 & #241 ez et al. IEEE Transactions on Magnetics, vol. 51, pp. 1-4, 2015& &
Publisher: Cold Spring Harbor Laboratory
Date: 22-02-2018
DOI: 10.1101/268193
Abstract: Optimal treatment of brain metastases is often hindered by limitations in diagnostic capabilities. To meet these challenges, we generated genome-scale DNA methylomes of the three most frequent types of brain metastases: melanoma, breast, and lung cancers (n=96). Using supervised machine learning and integration of multiple DNA methylomes from normal, primary, and metastatic tumor specimens (n=1,860), we unraveled epigenetic signatures specific to each type of metastatic brain tumor and constructed a three-step DNA methylation-based classifier (BrainMETH) that categorizes brain metastases according to the tissue of origin and therapeutically-relevant subtypes. BrainMETH predictions were supported by routine histopathologic evaluation. We further characterized and validated the most predictive genomic regions in a large cohort of brain tumors (n=165) using quantitative methylation-specific PCR. Our study highlights the importance of brain tumor-defining epigenetic alterations, which can be utilized to further develop DNA methylation profiling as a critical tool in the histomolecular stratification of patients with brain metastases.
Publisher: Springer Science and Business Media LLC
Date: 12-01-2023
DOI: 10.1038/S41598-022-27169-9
Abstract: Potentially toxic elements such as lead and aluminium have been proposed to play a role in the pathogenesis of multiple sclerosis (MS), since their neurotoxic mechanisms mimic many of the pathogenetic processes in MS. We therefore examined the distribution of several potentially toxic elements in the autopsied brains of people with and without MS, using two methods of elemental bio-imaging. Toxicants detected in the locus ceruleus were used as indicators of past exposures. Autometallography of paraffin sections from multiple brain regions of 21 MS patients and 109 controls detected inorganic mercury, silver, or bismuth in many locus ceruleus neurons of both groups, and in widespread blood vessels, oligodendrocytes, astrocytes, and neurons of four MS patients and one control. Laser ablation-inductively coupled plasma-mass spectrometry imaging of pons paraffin sections from all MS patients and 12 controls showed that combinations of iron, silver, lead, aluminium, mercury, nickel, and bismuth were present more often in the locus ceruleus of MS patients and were located predominantly in white matter tracts. Based on these results, we propose that metal toxicants in locus ceruleus neurons weaken the blood–brain barrier, enabling multiple interacting toxicants to pass through blood vessels and enter astrocytes and oligodendroglia, leading to demyelination.
Publisher: Springer Science and Business Media LLC
Date: 10-2023
Publisher: Copernicus GmbH
Date: 23-09-2022
Abstract: & & & strong& Mars Express& /strong& & & & & With almost two decades of Mars observation behind it, Mars Express remains a dependable and highly productive mission.& & & & Recent science highlights include (1) continued mapping of subsurface reflectors beneath the south polar layered ice deposits, and associated work to explain the cause of these reflections (2) a global map of minerals on Mars with 200 m x resolution, obtained from analysis of infrared spectra (3) release of 50 m resolution Digital Elevation Models based on HRSC stereo topography for quadrangles covering an ever-increasing proportion of the global surface (4) detailed characterization of the landing sites of the ESA, NASA and Chinese rovers (5) a global climatology of ozone and water from both nadir and occultation observations and its relation to atmospheric dust (6) transient atmospheric phenomena, such as a recurrent orographic cloud feature at Arsia Mons (7) detailed investigation of the ionospheric structure, its variability, and coupling to the lower atmosphere (8) continued monitoring of both the upstream solar wind conditions and of downstream escaping ions (9) detailed study of Phobos during flybys at altitudes as low as 50 km.& & & & Spacecraft and instrument teams continue to implement new and improved observation modes. One ex le is new MARSIS instrument software which now allows raw data to be returned from much longer subsurface sounding passes, improving the search for basal reflectors beneath polar ice caps another ex le is mutual radio occultation observations between Mars Express and ExoMars Trace Gas Orbiter, potentially providing vertical profiles of ionospheric electron content with good spatial and temporal coverage.& & & & & & & & & & strong& ExoMars Trace Gas Orbiter& /strong& & & & & & TGO has now completed two full Martian years of observations.& & & & Highlights include (1) continuing non-detection of methane, with upper limits as low as 20 ppt by volume. Reconciling this continued non-detection by TGO with the background levels of several hundred ppt in Gale crater by MSL remains an enigma, stimulating further research. (2) detection of HCl, the first reported halogen-containing species in the atmosphere of Mars. (3) further detail of the transport of water to high altitudes, a critical step in the escape of water from Mars. (4) mapping of atomic hydrogen in the top 1-2 m of regolith, indicative of water ice and hydrated minerals, suggesting surprisingly high abundances of subsurface water ice in low latitude regions including one in central Valles Marineris and (5) continued acquisition of 5 m colour imagery and digital elevation models over a wide range of terrain and target types, including landing site characterization.& & & & & & & & & & strong& Future plans:& /strong& Mission extension cases for both missions have been submitted for the years 2023-2025 and 2026-2028. The extension of the observations would allow several new and optimized observation types in particular, it will allow many collaborative observation opportunities with other missions and with ground- and space-based observatories. Of particular note are joint observations with James Webb Space Telescope, for which dedicated observations of Mars are due to be conducted in 2022-2023. Science goals include mapping of the water D/H ratio, search for trace gases including methane, and mapping of thermospheric structure using 4.3 & #956 m CO2 emission the full-disk views provided by JWST are highly complementary to the vertical profiling and long temporal coverage provided by MEx and TGO.& & & & & strong& & & /strong& & &
Publisher: Copernicus GmbH
Date: 08-10-2020
DOI: 10.5194/EPSC2020-312
Abstract: & & In this presentation we will describe recent work to model upward and downward fluxes of solar and thermal radiation in the atmosphere of Venus using the NEMESIS radiative transfer and retrieval tool (Irwin et al., JQSRT, 109, 1136, 2008). Using a plane-parallel matrix operator multiple-scattering model we simulate the internal 3D radiation field within Venus& #8217 atmosphere and compare our simulations with the observations of the Pioneer Venus& and Venera 13 and 14 entry probes. Such simulations allow us to assess the availability of sunlight and the visibility of the sun azimuth direction in the cloud layer for potential balloon missions, and also enables us to predict at what altitude the surface will become visible for probes descending on dayside. A reanalysis of the Venera 13 and 14 radiance spectra observations will be used to reassess earlier estimates of cloud structure and water vapour abundance. Such modelling also allows us to simulate the visible appearance of Venus& #8217 atmosphere during the descent of a probe mission as will be shown.& &
Publisher: American Geophysical Union (AGU)
Date: 17-10-2023
DOI: 10.1029/2023GL103619
Publisher: Springer Science and Business Media LLC
Date: 16-07-2021
Publisher: Copernicus GmbH
Date: 08-10-2020
DOI: 10.5194/EPSC2020-599
Abstract: & & If Venus were a newly discovered exoplanet, it would be one of the most Earth-like yet identified. Its similarity in size, bulk density and cloud top temperatures give no clue to the hellish temperatures at its surface. Venus hosts an array of geological features as complex as Earth, but without its organisation, and sustains a chemically reactive atmosphere, but without life. Proposed in response to ESA& #8217 s M5 call, with enabling support from NASA, EnVision is currently in Phase A study for the next medium-class mission opportunity proceeding towards a final mission selection in summer 2021 for a launch in 2032. Here we discuss the science questions motivating the mission in more detail. Building on discoveries from Magellan, Venus Express and Akatsuki, EnVision will focus on three overarching questions:& & & ul& & li& Is Venus geodynamically active?& /li& & li& How did Venus arrive at its current state?& /li& & li& How does the Venus climate work and how do the interior, surface and atmosphere interact?& /li& & /ul& & & & strong& & #8211 Is Venus geodynamically active?& /strong& & & & & Venus should be geologically active today and its globally young surface implies extensive volcanic resurfacing, but whether this happened in episodic global events or in a continuous process of small-scale resurfacing is uncertain. Constraining the rate of volcanic and tectonic activity can reveal whether Venus occupies one of these end members, or lies somewhere on the spectrum between.& & & & & img src=& quot data:image ng base64, 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 i1FAwYLKii+IaF85lJhUUNmYsLQk7Y9vztxc7V2dapkfrs00R+gQELHLKr0aNu4cj3CRS7nMJp1nYL9iYL8S0SF6CZFfDJfw0AJWoVXPKTELZRwkj5DNI2QVo783SSkuHdOtY/sMDK+e4dZQHSpyxMWPeWSlLoFNSZVx0SIqgk2DkjDnWEXnWEXfuk1sYRGIesW3Nsb/+Ns7CT9HgP+Ch/tCSPxNwCrqb49VRY0TvZUq5jc1UVV3g6e7xtGWtAy1BCd7YqPt4YEm/1BLsD1prS9TpYOyiIfTWeesKzfGvVKvnlrm4KaCqpakvbnSWmpj25XEgIntMfCCNlHYJg2aBD4jM+aRJXyKgIntVJOdarJFTnaoqRYlmpYHAAD1EQn4//y3v/75x5PRrnDQgseeAWM90YeH83dujG8utiyOV3Uk9f0Nzpm+8oaIbHUiOdUX7EhZV8ZqHx/MHKxl+tuC1RFlukzbEDd2NQRryo2ldqlLW2xWkdVCvJgJ45AuowvO4dAXyagrdCz086TicxjEPBYVzqEhJYxCORujEREMMopFRbbr6HoJSc5Fq4V4m4ZlVlE0IoxahBEx8rQSnIJXoOSjbFqGy8ixaRlmFcWqpjr0XBETLqXD6civOtJlrdVBcjbwanlGPsYowOm5aFoekLNglQH9ylTX8e7C4fXxnsaQmAbI2UAjQpsUNAmrUMyEs0nZXEqegPAbLv5bafF5rQhhVxT5jeyT3elr812rUy1XZ9qbK51iErDISTJmHh4KREyoSUa3qzlmBUPNJ3DoMFpRtpB22aIi2zRUi4qkFROEtPxi/HkcBNCxwKggODUMh5pu15AsSrxLT7KqsQETO+IUeS0sNQ/Jp0NENASDlIOGf08tyiJivsPng+JCoGB/XWbj/vHTnacnSw4dmU8GRAigo0DYzq6N6B4frfgM1BIjrrHS0JowNpRrhprCk12VAw2hoaZwZ72roVLfmLA2J+0dNZ76mLG73tcQN+oFV1waYqldUO6WxTxyr55pVZM8JmaZSx6wiQIGfplVXBlQtyRd9TFr2Cms8ClLbTybkmqREZS886SLAADQU+cCT06W3j/dvnmtv6pMbJF+LSSC9dnmo+uj63MNqzN1Uz2Rmb7yxeHK8c7g7Y2+VyeLd7aG21Om5rh+cah6bba5t6kkXab1G6mNSWeyTBf1qCIuRalb5jKy5Vwoh3iZRoZRivIpaAgVAyWj8gmFuQTUeQouh0mCFlPgIipMykDJOEglH6OX4KxqqlpEUPCxGjHJruOaVRSjgmjV0KQcmFqEVQsxZhXFbxeWlfx6C6uG6jELuZRcMRUK/xLYlIxSh1xBQzjkxXoeyiIhOBRUEeGinAU1iHAhuyhkE7kNFCHhKw4GqDhoBQ/NJWdzyTliJoxDzhYxYCIGjEf4jov/RiuCB+ycZEB9cHXo5vrgvRsztzbGzKKC4ivAIifxiNkcSrZJzjArGBJGoZgG1wmJUj6OhD3PIX2nEhSYlUSzkqrgoVhFF+mYb6jor5m4cxY1JeAQeg0cixJnVuDcRrLfSvcbWSGz0K6mi6kwDiFPSEWxaIUE9GUhB0UtyuKSsxx6btyv8GqpHWnb//5f/zIzXC9mfEEpAHQU4KKBRQJ/+2hnur+6IihuqNC3JAxtSctQc6SrylPpkTXHLHVxbXPK1JpyNiftg23R5krbQEs4HdEmA8qoW+DRMSxSnF1BLNHSvRZ2wM4rL1F7DFy/gZ8o0VSV6lIhbYVPGfPIQlaeV0e3KWlWOVFEA59HpZcOWqssV+daHh4upMvVfU0+jwEb8/J6Gr2TXdHtuda718duLHXPDVSOtAYbIsrpTOL9o62HN2eXR2tn+ip2ljMzg+nJTKq/KeQxMp06it/CTpZpG1KOilK9QYpnYgGHjiomw2hF+RRsNglzmYC6QMJk0Yj5EjqCS8zjEHJFNISUg1TwsRoRxqQk6fhogxBrFOOdGoZVQbGraH4zX8Up0PDQZhnRpWWVOqQJnybh0wQsArOMyKHkssnZKi5GxkBgLwHCFRC0SU0yqk1VbJJRbSqqToBRcQuYSMDFfyUi/0YtQpEQgIwEXGIeEXOOiDnHZcCZ5DwGKUfGwpjlDKOCqhET1VykXoAxivClLv7qbOf8WGOkRIzLBryir50GZk3cadOyVDy8mIvWKlhaBUvExrGpCDEXX4w/x8B8IyiGaxU0hZBAxp5Hw86wKPnUoiyVAOsxCVxG/ud12TQkl4FmVVCc2mKrgiylw7mkfBENxaYXUjBwSBaQ8nFqIU7CQii5WQ0VtlhJ8URf7D/97d3iaH0yqLRI4LESUX3M9ORkaXOxc7DJ3xjVNMV0zXF9c8zSENaX23kJp7A6oqsrN6QjunRE11Pv767z1seMfiOtqcJRFdIFHXy7lmLXUjwmZsDOCzkFEbvcrWYFLZxUUJPwKoJWbsDECTuEekGBSYy2aYh2DZ6e8ytAFh4AETe9tcpyfbW3KiyvT2iTpdKwm9lcZUmHZLWlisFm342lnoc3p2+tD5j5wCIAI22lL45X9lZ6Jzqj20uZrlpvV6336kzHzHB9S7UnaOf5zKxYUJUM66JeZYmZJ2DjWZRCCi6HgsshY7OLkBcouFwWFaHk4vgU6GeAVAKcVkzUS3AmJUnDR5tlJLOMZFfRPl+DNqGcBdcLcUYxQSfAGEQ4h5oesAq8Bo5FTvoMn5qL5eAuC8l5AmKOQ81yajgmGdWl4/lNPCUHIWXkc/Dfypn5Elo2n5bHI0HY+Gw2PptWlMWhQXlMDIeG5BcXchkInYBkVbL0MrK4GCGmXFawYEVXgFYEUXAvCknfiSkXyRCgFGAbkiVKDlbBxvBZGAEbK+URxFwcmwovguewcZe5xFwuA8Yg5hNQFwioC/iC77GI70jYbBL2exUPrxETTFKqQ01X8aEyVjaPeFHNQxlEJBkTySbA2AQIGQ1F51/CI8+LOHgJHSnnon1GXmWpJhkShV30ZEA50hlfHm+Ke2Xddf7ehuDSZP1QZ2SoORBzshMeXsTO8KnJdSFtU7mp0iNtiFviXpnPQKsMKJorbZmmkFNdpOPlBK28gIlb6hJFffKQU+AxMb0WdsDO/QyQW0sNO4SxElmsRB6y8a1yvEGAtMpwNg3JLEflnfkVoJjjPFgaa+qo8Qy3x5JBZW1U35CwdFd5VoYbaoMaQ/F5nxbVFDVN9caPNsZWJ+ozdcHB5sC16eark401AfHKZNv+xshIR2yoLTqeSU4P13Q3hmJ+hVGGiQWUDUl71Ce1GQRqCYVLhxWTc2mELDL2PAuXxSPlK7k4BQcrZsI45BwuJVfBwxjkBJOCZFVQ1DyUmodSshEiSraMCdMJsEpOwecpouZw8N/LmVCzjKQXYkWULCkHJeOiZVy0hF0oYEC5lFxxMUIvI9tUxSYp1a6iWhUUCS2XhfmKjT3LKAQk+NfF2HwyLpeCv8KiImhF+WRsDo+B5tJRbBoy4FaJeVgxrVDNJ8p5aCkHKSSdE5HP84q+4RVd5lFzBQyIkJ7PJ0MYpGw2DSLhEQQsDJOC4jCwTAoSW5iPhX+DhX9ThPyehMwlYHLxqGw04lIB5HvUlXMUfI6SS9KLKAo+Rs7DqHkoETVXzoLrBGgxFcrCXuZTCjkEKB6Rg7xyjlCYW0yBi+mFci66zCmL+ZX1MU3MxwubyBUebn1E1VVtb0kY+ht984PJloQu5RfGnMyEhx8ykq0CRMTKbQjrK93S6oiuqkzrM9IrA8qGuKk2qjdLCsRk4DNQPTpK2CEqtQnCHmmpS2SQYtxGRtDKDTuFpTZ+0MKNlcgrfCq/kWaWFBgESBntokNHUfGzib/5FSC/FoDTg4X+5rKZgZp0RNvfUtbT4PfI0QuDtbVBtUeBtQlhMTt/tK18b6n/eHNiY6K1r96zOl4/0VU+2V3eVuUus3MG26IHGyPttZ6mlK2vJVqfsJZ5xEYZpswjSkX0AbfGouNJeTgeA15MyaMRsnmkfD4FKqLBhVQ4n5bPJmeLGDC9hGzT0p0GtklKVLARGj7GpqSZZWQNHyNlQLmECzIGVMkuUHIK5CyYho82SQkGEU5eDJNxUAo+VismfXYBSNlIg4ziNPBcWq5FTneo6XYVTcVFcou+5+C/ZePOMjFXOAQotSifTUUIWBhaUT4RdZFFgfOZGDGXECu1mjRsGQstYSAlLISUUyBj5CtYSJOEbJKSxUwYh5zFI+ZxCTkcGqSYDGVRYFQMBAk7h0XmEzEwFCwblfstDpJdBL9CQkIIaAgBCccWXkHCslDwHMTls0wiUiekGaQ0vZAoZ8EULLiYlmeSEvRCIpeQyyqC8MgIehGChMonIq8QkPlcYp6Sj/XoOW4Doylp6Kp31ZUqojZ61EavLVW0p6yLw+nt+baRttBwa6i31tVRZa0rU8Vc7HRQ05qw1/hVcZ+8ttwY98rKS8SVAWVblcujo4jJwK0le3Rkh4ocsvEjXpnHxHIZGUEH362hevWMUhu/0q9O+JR2FVnDy3Wqi9RcmJ6P8Ns4ZjlKgP0VIIcYgJXJznt7i53pQHdd6OjqRH2Z0SUjtiVc6+PtyRK1CAW09OxkiSpmF8/01a6Oto20lS4MVb88XsnUe5qSRpcOLsKD9irX3rXhjjpPX0s0EVDFgiqVAOY2MhJBV 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 w+OLBerpczSoAYvJZOQ2qZiEdCjr2DCBeAnp+1lCz/8WdhZ/fbL15tPDy7sTr+1Ov78+9eTD36nj28c2xxwdjpzeGTm8MPT+aevtg6bMO3d8deHBj8Ont8YO1rltrXfd2Rk62hk5vjL88Wt5b6emosrYkDHE3Z3uu+d710fnB2NWZ9NJoxf5ax92dkf3VrvHOSMLDc8qvBDRkj57pUFGcaqpXz/RbOAEb12Wg68VIs4qil+Ck7AIhLZ9JzmNR4EwSlEGC8imFQipKwUJr+Hg1D6Xmo40iqFmCaCzXrI7XDbcGmuPazmpHe9LaV+ 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 I++FrAF2Mn60qXh70fboY+9fPq399N//bq+k3x9rPV1PrU/Vnm6pXBwNHa51Lo1XLIzUbU01rE41Lw9XaNsnySM3mdPPOXOvhsnJvob2xlCdLJ3MotmhbEBviII0nqlpz+5TFZP97Zv9083Q2+0b3HgAA4AgIDMbv8d1bEFtDYoAn1PGFs+1zFztdG9PvuWyaC0SfG4btqC9NiwuH2enr6wAA/suEKiU2oiw3NYIIiwiGO7/4r9h6CEBpTvzW4mAaP4zk78QNDUwXRDiaAU8HMNrXYPkTqClJmRhoBwDUFMYBV+v7OD97PMIG7q6HhhpT0E5YmBHECPi5PIwgusexkKEEhyCkJdbH2FYPGN0GqbHo+VF5U0VibDg8HOcc5GNidx/cBsDN/IblfWCjC/xcvoc7ASLiXgIbqW7LG1CWFUvYUWQ3Cso20ONHOOQmi+SRJ4qpL0mRJoVlJ0cQfE0DIPd5VHiZJGZhsGVnsvVgVrE33TGukI115MaTTLtqE17tDywNVw0rsgbbsyd7yv7yZu3/+4/XbaXJbLxteRptY1Q+0J6nbcsd7Mib0pStTrTj3UG9LI5LdY4IMJWlhfW1Zp+s9706GP94PttUIgxwBGGoH50fA1V94vVO/6eLib++W3p/NPDlbPTdofblTs/b/cEPxyNv9wevt3pfHfZf7Kjfngy+PtS+Px3++WryaLXj/enw72/m/uXT6u9v5l4faj8cDf711eyXs9HT5faLHfW706Gfryd/fTXzj08rH89Hj9Y6p/uKdhdaj9e7dhdb1ybr1sbqFwerpnqKZvvLloarv9apd+Za+1vSFwaqpwcqVI0ZoiifkgyGmIuJxFnli8M75dISKSsI/t3XMjLC28HV0eLh43tkEgGN8jMwfO7u+Geh2egxCKOgSDgYlYTEB3g66oH6MmmvojYriR1B9PGw0f06WgoA8IUYd7dUFEoE3HA8Ge1u+N/0G5KEsL72itKcpLKcJJlEEE2F86PQlk+AsrkA7fUNJ8yvrlQEAOiokwI/VzMKxiMY7YLxsQnGQPAIG6SnMcHf3sf5JzzSMi46MJaFCcE5ItyfQIyAmyVAOoOGUsHcaFNHbVZlXnyhODo2FONp+tD2Lrjx35ZWdwvg6wIykgnNpYmK6jR1o7S/WaZtK1A35LWWplRK42QpDFWdVNWQE4mDYByAmINXVktq8xP6GlIu1nquNvomlPlVmeQcvvdwm3h1qHx5pGqgLX1YkTs/UPPb65V/+bhfIYmOwlp2lgvHFYX9DRntRfyhjvzzTe3cQE0kwbAmj50ZF8Cl2mXEolM5Hkdrqr+8Xfnl1XxTSRzsBShMxp9v9B6vdr0/G/3Hp+XPl+M/Xwz9/nL89V7v5Wb3z5dTv1xOvd0f+nw68fKg72Cl/fVh/6+vpn9/M/fXdwv/62/7/+MvO//HH/v/8fv272/m3p0OfToZ/v3l9KeT4eOl1uN15df+xm+vZv71y9rJuqK1nKtqTNqale8utG7ONG3MNG7PtCyP1Mz0la6O1h2vda5P1R8sKbemm/NTgool1OGufG1bXnN1Ejfcgxaoj/EEeWmhg53l4ngSxBAY3gCuFsYBcJiVkSEAN3QNDGC+PvQQKtzD9eEP/3TH9YUwQ7HZkoSIUFwI3l0USyvLT+psKS3KjqfjvEgoV+vHAONlCQBgUuFFOQlFOQkyaXyWiBkXhRPHE0uyeaXZ8Wwaor40Kzs5ZmZU0VyT3ddV4ecGhFx8aV5cVVGyIBIJACiRRAM7g29Dg+D8yCB6kHcwxiGU6BFK9AwhQGl4J0+H7/w99bkMVHQIzMPuGyT0XmocUcT1Lclm7SyrFfXZOclhIWg3NhmRL+IFwRzQLuYhOEduODI7hdpSk1qYFdLblbc41NjbnFNbwK+QxjQWCxXV4rYycVOxKE9I76qV5gpDgr2eON8HYSiLmb7G5tI0bVPaYn/FvKZsurtIloQqFgX2NyVtjFYtD1eNdGaPqwqnNOUv90Y+HM+WiplCumdfg3igKbOjOI7qBIYV+evj8uXRxoiAB21VSYIwFy7VbrCjoDqfcbSuenc2cbqlUcszk5iem1PNv75cuNrrfXc68sf7hd/ezL45UL897PnLy+l/eb/0+Xzizf7Au8ORlzv9p5ud69N1OwvytycDr4+0a1M1XxEt/+P3nX//eeOP94u/vZ754/Xs398ufDoZOl5sfXnQ+y+fV9+dDH66GPv5enJ5rKKlLObj+fj5lvrrcMXSSOXaeP3iYOVUj2y2r3RptGpjumFzqul0TdXVmBobaiWK9GmrTCzNYdMCDfLFYQtjzWvT3f0dxdkpdE64l63uM5itPcTOXP/Bc2cX50fPDHT1X5i9MHewtzB6dA8A8PwWsLW4B3UxqSzLDsbDjX8A2alsRVMRNyKQgLTLl/DLckViAbO9vlhelS+IIWWncUrzk3PSuKmCkNb6vGIpu6JA0CkviGNgGUQ4m4ZOTwxrbyxIiiVWlyT1d1cWZsbIq6XyqgwvI5CTRAUe1g+YwfCk2JBUQRiXgYtnk8UJoaFBnkmxwewwv1gWJpTozmPA/Vxus6keDSXJxWlUeUns5rSitzk3imDlbw0c9QDa/SkBZhLkYyoVhRdlcTlh0MoC3vZaz95m/+mqZnmouleeLBVAi8TwgY7UhdHSCY2ssTg+lubnchd46AJPfYB3/bG/LW9cXa5uFE/2lA0pCsok4ZnxuNxkcmNJ3KCioLlcWFvAHe0un9XWf7la/svbTTbZjok3Xx1vUzXl1BbG2dwA2vaCrdnOxeF6oidQ1idl8P34NPNfX86/PRpdGqr57dVif4tkoC03T0jorEl8czj689XU3z6s/PF65m9v5n65nHh/NPBub/D3q/lfzqff7Ay/2hg9mlZtTJbvzdfN9xZ+OBp5fzZ2sdX38/Xsr6/mf38z+/ubuV9fzfz2eubd6dgv1/PvTsYvd4bfHA98uZx4dzp0vtV9uqm+3Om93Om93O293O7bmmmZUBcuDVdtTDQvDNYsDtVO9ZRuzDUtjledbKnWZur72zNqC6NiyIZxdKeUSERpBrOnPX9ptH28pz6a4hVF8oihetlYPbc2f2hmdMvU4IaD4wtbmxff3AHgBnjy+IGVhZm1sf59AH4AAOVukp3ESuGSnM0BOcClJFeYyKNlJIb5Ov+QyAuOZ+NbqqR7KyNVBUkcOjIhEp8QFRRFgfd1VLU3ZFXL4kuyeUk8QiQJZnMPBCOsOHT/RwBEU1ELY11ZiYxgvx8XJzoK0yiK2iSAh9n6OOgGoRxT4kKTYkPCSD7hRE9ygBPKS5+Gc6woTGBSvUzvA10dkByDVdRLi9IohSLSSGfxwmB9djzR5gaw/QkQ4eZWdwDkOfCHPoUYgmc6oDAjYnNFvbakOlzqnu2tGO/O2Zpt2J2Xn250zg6U9DZnykuFZZLYMH87P8vvSd6mUTjHztp0tVyqbkyf7ClTVCXlCPGytJDWykS1PFNeKihIoWiaM+sK+Usjze9P536+XuGHuidHIoY7S7Zmu9qqUgAA6ibpm6Opjek2MQcxoMgqFAdn8RG7c+1nG5q5/oqFgSpFVYK6MYOJeWiiA8a7Za/2B36+mvpfv+5erCt/u5784/XsX6/nPh2Nfjoa//vr5V8vFnYn2zqrmBcbncdLbT+fT77aH9pb6Hh9NPTyYODD2cini7FfXk7/7cPSh7ORT5dT708nP53P//Jy6npf8/506HRDOaTMXBmveXcycrSqXBurWxysLEwOFLEcRpQFe/PKlZH6YUXe1EDR0mTN6nTd6mTD3FBFnYydmxg00J47pJDN9tetz6hmBlqLMmJQTrdJCNMgmAHE3sDS5AnE9pm50b0nz/7cs7778fbzZw8BAMbPnjvbWJg9v0VCudeVpUuTWJRAFxLGKTs1pr1BhoA+Mr4DYlkBIQRXop9lRZ5wRN0gr5QK2cHNVdkiLqVAzBvoLu9pl1XJhGy6d4lUgHS6T8NAlA2FAAB+RFBJtgBqDGIjvFlEo6byhPcXCwBq/QBm/9zfzQTjaeHj/BgBNaBiXYkoh2C0jb+XfmYiPQTn6GYJdG8ABOQbMZ9UW8BVVKe0lCeOq8q0XSX8cIS3BXDSBa5GwMUAeNgBR2Ng8gOgBVrmpIbnihlbM8q/vF17dTi0u9g6ps6d6pM1FseMq4oPlns/na0NdVRwSH60QAgnFFaawy7LY/c1ZU90l9fmcsvSmYpa0ZCyUNuemy8i5wjxtfkxokjf3QXVPz7vX2wPU+E3sc6AgbHtqpFW53EBAI3FgncnMxvTbSUZof1tua0VwvwkbFFqsLoxtbGQXZZBkxdzq3K5RekMvBNoksWMdhasjNb88X7pclezMV51uNjy6XT4t+vJz8djb3e07/YGfz6dmO8rnO8rVJZFDjSnDrVmTHTmTqvye2oTDhea/3g99z9/Xfv728XLja5Pp+N/vFn825vl96fDb08G352MnG/17C627S937My3zGpLxrsLRpQ5Ran4pAir6mzGaFfh+oR8b165PFmzMlW7PF57sKo83uhenWxUVCWHIgCDaNFcndJcmZaVEBqCsUNBntg8AlAL4OFm+0LvsYOjiY21sZ7u3SePvtO5DSwsTV1cIAB8+/zuY38fGMrbPZKClVflJrAp3pB7blYgKsS/KDuegnWXJEXhERaekG8dngDrOwDnq9vfWV4oYWcmhZXlxjHJ0FQ+viyXxwmDz462r831yKvSpUnMstwE8xtgtKcxhUex+ha4PAEAgHAM+MuHHQB3MoA7GnjZPnE1u2NvCjwcHuDg1niEDQ3nSAqwT4sjR1K9g9Fmfq7fORsAT3NQKY1cGm4c6y4dVhYtTbRp2gskQqKXGUBCgO1dYHIHeNgCqDX46T8L5FzU9e7o26OJsa6iukKWqimlvSpxY7L9bH10f2GgUprACYbzGWgKyhzhCnDwG3V53IHW/NpcrqIipamEL03ASfgYBlafHWwe7AUKRLT9pZ4vV8vlWUya3495SZSkCP9ILITscxsAIOEHXO+N7S91S/ioBhlvcbhhQiVrlMUMK3I7axLlRZyxroI6WZymOTcl0ptDNEvnIKtzIvpa0qb7ZGOKzJWh0vM15ctt9Zu93s8n2o9Hfb9cDG+MVc31Fm1P1u/PtS5py682Nddbmt3pps9nI//nP47/r389+Mf7uZPl9vdHA3+8nvv95dwvL6fenw798nL2er9/qle2Md345Wrqy9XUxkTD8kjNaFfeSGfOTF/5bF/FbH/FwkD17krbymT91lzLyYbmeL3nem90Z05ZmsH4HgCrG8DqG+D1AljogLgwTATB3c3sWwszQyPdh56ejuZmBgCAuz/c1vkGGJuY+vkhHj/XBQA8+e6Rqd4TP6hLeZEkNzUO5ngPAID1tRTFhpTmJ3W1lvMjsWEkT7j9HTzM3M8ZSBLp0uRwIRuXmRjKCUOQUIaBXt/aPQP1Zalf3uz8229XealsdxPgaQ4m+1u6m4szheFpsX9iX18fzwAP64d+LkZ4Hwust5mfuz7U/r673T2Ut2lMmB8aZsQJQ0gSQzlhMHKAZQzNE+XyA8IalGdGTvZUTffWDKpKJrQ1A11FFXmcvNSQRDaSANd3NgUuZsDNElg/B3cA8HcFmo6C0d4qAvyGkyHobJLMDNfXFMXJMqJKsnihGHen54CKseeF+WB9vn/xPSgQhQx2FDWWCJvLk2Pp7vo6gOj9HYfilBzpySGZappzXu6PvzuZjUDfr87lbM91TfbJsxLDw3H2dwBI5wacbQ7tzHczsS+qclg7850fz2YOllS7853jqpLavBhldXJNfuzyaMuwslgQ5qmrA+xvgMQI95XR+uvd/g/nY+9Ph17uqN8daT6eat4edL3Z73x7Mrw20bA92/z7m+XfXi398X797++W/ 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 aUAHtqoAMlwCEIaUFC24YEQAgwUx/bb70sAdz2sY/VfV/Xn/y99INRVuxQeFosIT0uOJkdyI9AZCZQiyTR6XGk4swYSTwlM4HKpfv52n/n726M9bbwc9bzc9Yjol2D/Ox8nH5AuT6JJtqXZjA7ypLqC2O7m7MFTH8k9DtbA+BmqCOIwJdm8xPZWBbOukIaXZwWMtZd0FWb2FrO724Q//Z6XRyPDUbeQ3rcyEwOT48P54Zh6AQnDzvACfFrrkzrqkunwu9HB1msTbX99e3q54up366mf38599vV5Oezkc+X41d7PYcr7XtLLUerHS/3+z6cDb85Grja1bw7HXp7PHi123O5oz7f6j7b7Lre0xyutH84Gz7f6r7e63lzNLQ6UXuxrXl7Mny03HW20XO01rk507g913y2pf5618GaYryvYECR09+aE0f3RFsDpNUNlN2ddC6xoyK9rTIlM44YFeQQQ3GNC4dREXoFydjRLpmqOW2kq2husFJZk9LbLP3qVtlSliRNpAfDDWLD/YVRWGkCs06WSic6ezoBGs4B7fUU52sgTWJG01E2z4GV2V0TgzvPH94KRMFk+eJQEsbSSCcI4cpmEMuKJAmxIU42P0L0ABHhaK0L2hpktUUpZbkJjRVpOSmMsb4GXgQykggRRPjMjjRfHy/4QoCv3bfGOsDZCKRwKckx5BQ+ScQLjiBC+Cw/FsnRzw6wgyyGFKUA5W1KCnAMQjn4e5nifE0pAfYheKdQgnMQ0oJF9YwgucNdfnI2A77Od7HeFngfGwoWgvYxImNsI2ne8Ux/STwlRxSWxA7MTwztkxfUFScWpDHjGMgoChTv/Qztfg/ucIeEsAz0MsfBLOk4KB0HjaR5p3BJGbzAmnyevCS+JCO8qTKJFwpDuN30gNy0fAg4YZjs5Ag8TB9hC0olTHlx7MZk66S6aK6/fFpTfrU1UiGNFHMw9EAbZpBjCo8mk/D5LIy/5xMBE9lQKipMoT8EICeR9HJ/7F8+bn04m/hwPPLlfOLni/FfLsY/XYy/Oui/3Om52FHvL7VszzWdb6nenQy9PtRe7/duzjQMKdLVcuG4Omd7runVQf/xeuv7s4F3J0OXO+rjNcXmTP31fv/2fPPBovJso+d4tXtjqmljsul0XX2+pd5fapsbLB/vKVY1ZIiikASXn8x0QKDTE0aAq5hD6K7L6W3JK89iJ4V7pzARdXn83sZcZV3KwlDTaHfxcGdJb7O0u17S35bfIIubGqzrlEs1rTIaxgJuD8R8clZ8RGWOUNVSGkNHsqgeGNgzy/uASfKK55CD/V2e/3M28NGtmyQCikElBqG8jR/fglrfY5GR8dFkEY8ehIDkpPCUzaVbyyPVMlFIgBMd70ANsGmpzWqry3YzA5xwv56O/P/7//53seBPyZjtI0AJsIVaA1EsjhsO44TD0B4gMSawqoCPsweKqjTgbnePiHagB0GDMY5BSIsghDkRaUnG2PlDn8dHB+aJWal8UijBmYS2Cid48hnYMDI0jARlUjxIGLsgH4MULq5UyhHHkXIT6EMdpZPaxva6LH4EAu1+hwDTi6JAoyjerGAo3s+MjvMQsPC8iMBoCowV7Im0BRXS6IH2/JHOkrrixKzkcGcrYPsCPAKA5O+aER/ODPbEuYHYELf6Qs7mdNvhUudsX9lYd9F8X11dYWwqG0VFm8cxEJEUv476grjIAKK/hTAKU5wZw6O5YuxBbX7M1d7ol8upL1czv13P/Hwx9eVs9PeX058uxi53e863VRc76oOVtrXJmo3put2F5lcH/QfLbePqnO76OG1b6vJY5cm68mpX8/qo93pf9eqg/+3xwMW2amW86mS9+3i963i1+9X+0JvDkb2FjuWRmvXxhqWRypHOzAFFzvJo05SmWhAGI0J10bb3Y6nIJAZaxAooTmeUZ7Ebi+O7a9IVFSmquoyRjpIhRVFbVVp3fcakprqzVqxuyulvzSvPjJRXibSd5RV5fFYwNIYGIyHMKnMTy7MTaotTS7IFhRJ2PDuASfIOx3vFhAdEUgNcIGb3vwO3fvxWT/+J/uPbEBsTIg6OQ3q6W/xo+iMgo90aK3LiokjccHxTda5CXhJNhdv8BAAA0SHe7FCf3FSmJJFORluy6Y7//vvp3po2FA/BeD0yvwHcLYG3PXAxBXEspCSRyqa7E3zue5sBAEBJWihwtfoeB7emYF2IKAcs3AwNM/Zzf46APnc0AzS8U4EkprwgPo6FwcNNKRgnbig6jR/CCw+IpvswKZ40tD0jCJoWSyxMZyWz/ApTQpRVkvqCBEkCNZ6F4oX6RBAcaX6mIhZWzKekcInBaBuzxwDtrssieWXEBrZWJI+ryifUFaVZnJIcvqfjtxbPAQxi7GxyJ5zgyabB2USHYNit8sxwdWOGRi4uk9BGu2SLA41TvVU5QnIw9FEGh0DBuAx21YXgIQSEGT/CLzsplEd1rs7j9bdIP53P/fpq/h8fN/7+bvnXq+lPJ8O/Xk3++mrmeq/3aK3jeF15ttl1sq7cXWxem6zdW2w5Wu04WuvYmZdvzTYerrRf7qgvttWXu92vj3qPN9pWJspO1pVbsw07C63H611bc/KLHc3LvcHt2dZ5bfnSUNVMb3FXTYK6LVfTkTfaVZadQEFagQweqS4/Aed8Ly7Me1BRtKBt6GuWdlQmykvimopja3O5qsZsURRWGh/cWZ1VKmFWZ/Mr8rnlufyGUpGmVZaTTGcFuwuYaArCIZrkk5PI5DMDK/IT62SpOUmsNA6FHYLOFEVlJnFcHM2+rhk3bwMDw2d2ZiaebvZkYoDlI/DiFrA3ASlx9LT4sIykyObKrExheJCvucUtYP0YYGF63HC/ZC4hTxwlFUXQg57UlcRPDjSW58enx1ObKsXpCTQ+C+3vptNQLlI0ZidEo7hh3k4PAQBAykeDAF8Lgr8d2tvMzfaeN+QuAvrcz/2pr8sjNMzIxRJEhsDyMqLjIjEktE1IoFs43iME6x4S6Ib3M0V76zOC3MVx1AIxUyaJzhIQqnM5HZXpeUJ6VYEgRxQejof4u9xG2wKMPYDZAoKPKdpbHwF9wgnxS2IHNpXEd9aIV8dahhVl0pSIZA7Z0Rw4mAIX88emzwGLAs8QhGQl0qODHOry2JJYlIjlEkN8pm3NaS5KUDVJs4WkGKJbZRaHRfGb0rb5ez7E+5nEs/xzUyKy4gjLo83qxvQvl7O/XM/+fD337nDo/eHwh+PBXy7G//Ju/sP56PVe7/lW91c37rfHgxfbqott1fVe78v93vOt7tPNrvOt7sPVjvXJ2v0V+flO5/F6685i/etD7dlm1+Gq8mhVubfYdr6lPllTrY3XT2mK5gfKR5Q5dXkR8WzfRC4yhY0qy2Sn83CCcFgMxTVfRJelhambJL1ySV+zdLQrX1Uvbizi1RfE1OTGx1K9w5DmoQhTmD4I9TMh+7+QJFA6G3M3ZtUquaw8h+/yDDg+AnCbHzhURJCfJZ8ZWJ4dr6zJK8sSMLDu8VFElMf/jnF5Yazn4mDhB3OPoQf4OOoDAJAeRlwmtiAzbkrb0labS0LaRBD+LDQ+1QHccESnvKBYGpsqQDdWJF4ejPu7AQ8rMDXYsr8+XJ4fnyeOaK3NqMjnV+TzMxLIXz+lOjsa4BA2OLh1gI+Fj7OuqxXwcX6I9jZCeuiivQ1ZNG+8n7kf9CnGx5gc6ODjoov0NCbAbeBOukg3QxzMMtjPQhIfoqrPbipKSucFZsbhi9LCagtiK/MFQnZgSIBtRjylTMLM4pP5DEQEwZESCMH7mVNQ5skcbEelqL81X9siy+KTPB2Ah9VtD8g9O8t7braPzHSBt92DeFZgbDiiQhqzNdM+21811JHTUSloqxA2yQQDHYW1BbHJDFR9QXwQwn5lSoN2+4mGthNGYXJTIprLkpdHW7rrUj9fzn46HftyPvnpdOzN3sDH48EPRwNvT4au93s3ZuoPVtrenw5f7/V+TZY/nI2cb6kOVtrONruu93ovtlX7S61rkzWbMw0n68qLbdXpRudX1MvmjPxotXN3ofV8u+d6d2BnrvVoRTXSWdBcElubF9ktT0uLQYai7oi5gdIEUnIkIltIzowL7KhJGVUValszVQ2pikp+c2msqiFF3ZjSXJqRl8jkMzBxzIDUWHIqjwSzBqnc4MUx5fnOVH15aqGEHRPqb/4jgFreC0JAAADmdwGHhlTWFsjSuESYORHhEACzhToZ/+cKdOv7b2/fuWVjbohCeIvjQhlEWKCnuaM+cNIHMXRMe23ewdpYflpMHBPr/U/wCx0HWZ/TKBrzirIjmqtFo72VEUR7P2fQVJmuai3KTAqVCCmMYMf4aFRJdoxESP16V0dlCvBzN0B6GOORtkH+9igvA5yfGZ3gGkp0S4unJsUGU3GOCOhzX5eHNLxTEMoe4WGE9TYPRtpTME4UjBMGqhfkZ54Q6iegwxOZvnWFfI08R1kj5oX5IZ2/LRCztIrSYWXxkELW31lUJGHzI/05EagIgmMKF99antRZm1aQFOZiBO4AAHV4CrF5aGf5EA2zdjW7Z/MUWH0PCFDQWCzYnGrdnlUsDFZpmtKaimLby5LHVOVVOZykCP/8xFAa1r2tLp/oa8IguKXyCIXp0UvDTUPK4gm17NX+8PGy4sPRyK9X05/Pxj+dDr8/GvhyNbkxU69qECwMlb4/HX510H+0pjhZV36tA308H3110H+8pjjd6Hy53/vmaOB8q/vdydD706HTjc6TDeX2XOPcQNnuQtvJevf1Xt/VTv/efPvJmmamr0LbKu1vyRxRFXbL0zrqEgc68vtbczTyzOHOInWLWKvMGejMmlIXzmiKhjoyhzpyRpS5yqr42rykbEFoFMW7pSpL3VIUQ/Mx0AE2t8C0tnl3aaC/q6Iok+/r8B0AwNX0Ji0A6mQMTL4HbDK8vTq3uTwrPNANAGCnC4y+BwCA+98BfcMnL4yfm794bqT7yMzEAOdlkRRDwXlbe9nc54VjuaGBmcLw8V75YFctPdAV7qzj5/wtzB4k8Qg/v91tqcmyNwQJ0X5zo62KpvzMxNBiKS8tjizk4DMTqUSEXqDXrVgG7D8Fbo2yOEBA2pEwjuQAJ4yPBcHfMimWmC4MoeGd+JGYEIIrg+TOZ6LxvqZI6FOMhykBbkNCQWiBrngf60BvC6yXIQlplcknNRQmdNWlt1WKWsqTtO0FaRwM3ALUFgsGuktVteL2smR1U3ZtnqA8J7YyP45FcqNhrErSWEkMf5zXY5sHwMkYeDnp2Vs9cnOxcjIEVg+AnSEAALCJ9hPqip1ZxdFK90B7Vq9cXJvHVtVmTGmqSjIYuSkR5Tm8CKK3NDnK3+mHEIwDm+YpTQzdW1SrGqWn65qzjd4pVf7hQvv7o+GPJ6O/Xoz/ejH+t4/Lb44GFoZKF0fKTzc6z7a6D1fat+eaDlc73hxpP5yNXO72XO32fDwf/XI58e5k8PPl1G+v5r9cTpxudu4tNq9N1iwOV+wvd1zu9l7t9h4td21MNR2tdK2N1S0O1mzNtF1u9x4sda2NNy4OVo905g8r8qZ6SoYVecp6oao5aXGscm6oor89fbxHNt4ja6tIKJHGsUPgdg9BeU7c3FCrgIlxNQRo51txkZg358t1JWIqBhKMtDG9DQK9LGmBUA/IEwBAeiy9oza7uzanvTyLgfsvYqb+8+/MjB4a69+1tdCzszJws7cICXRKF4SwQxA4mFlMCCIk0BntrpvCo9QUJ9aWJKUn0KJoXpQAW5vHYELb1FghNtIBAABBFPLLm50JbRPOy6woi5uTwkiJxanbCtMTSEmcAAD+VM6mRUKBn7sBBmZO8LfDwMwpWEh2KiMvPYoSCAnG2AWhrOKjA4ulvEial6/TPajlHRzMMtDLDAezhDvpYrzM6IGQaKp3npBely8QRfuTfZ+QfB6UZ0amRPkTPG6W5cY0V6fWZMdkcDCSOGxGLK5Iwm4sS5GlRxVJokvTo8neelALAHf4wcEc2Bv9aGv72ANqa/MImD8A7iYA6/mwsShufap1rKuguy65rYyvbc0sFodoGrInNZXZCaT64qSO2iw6ziMzkelmDJhEKDPIUSIMHldXqJskbw5HT9Y1sz2yi3X176/m/vZ26Y9XM7+cjb4+0n49iB2tduwttuwttnwNoM2Z+rfHg58vJy53e47XFFe7Pa8O+6/2el4fDl7v9Z9vdW1M121M165P1ayM1+4ttu8ttu8utK6O1a+N1x+tdG1Oy1dGGw6Wuk/XVUtDVUMdmf0tmX0tkhFl/mxf+by2qqcltV+ZPtqTKy+NqSuM6m/NUTWIG4riJAmhFjeB1Y8gITKwt62kpjAxQ0CVxNMEUZj8jOih7jpZBo+O8+SEBsAd9YL8HCg4KEQfcBl+tUVJm1Pq/fn+XFGEn+0PAADjH4CnqznEzsRI9xsb0/twT9tQCpqOdeVHYKRJDAbRM11AbyhNjyB4uJoAnK9+npjVWJGWJ2bR8RCYA3iuA2qKk2uK+BFEe9tnQKuoHlE3SBIixPEUD2vg4wB6OormRlvb6yUJ0aivMs5UljsI8LVAeZlSsa5MKpyGhYTgHCkB9gi3x1iYcXiQG5sOF0QFhAe5hhKcsd4WSDfDQC8btIcl3EkX6W7oY/+dmxlA2AB3XeD8FFjfAG56gIrQC0W9iCE7p8bhYsI8S5PJGZyA5Ei/vCRqdWFCfUlyVb4gRxSWGRuMd7vvbXMDZnvTxgg4mz2EOOpaWOhCHgOcpz4vDF5fJpzoqZzqrRjtzO9rTv2K5siIRQ8pi8f7q2NC3erKRW31kkgKIjORGQh9mhxDzE2JkEmYbZWivpbsq52B41X1fG/x8bLi89n4394u/e3N3G9XEz9fT747HbrYUV/sqPcWm5fHKg9X2q/2NK8O+j9fTrw/Hb7YVr/c73t/OvR1ePl0TX2wqNxfal+fatiYbtyaa96cqT9YadualX+dOj3fUr87Hr3Y6l2baNhbaD9Z7tgYq1voK5lS5Y91y6Y0pZM9JcOK/FFV3kh3bkeNoFwa2tGQ1tGQkRIbGMvwYlPhEXg3EYcYG4aszIuvKUxMFVCS+cGJXAKfhcoWRZVI40qzhckcGtrL1t3mCZOGDAn05EeipYmhA61Fw4rSpqJEWTqbG4YOIXgGBbj7edm7QZ67mt+H2jwJQrj4OT3mhqHYIQjzuyArkTGmaUqNpWE8jPxcvqMG2qUJKKLY4NmRdlqgnb0uKMhgj/fXCaICAACShPDK/CSyvyuD6MUgeqUJyO0NOQvj7cfboxvzmhC0DsIALA63AoSHoa+LHgZmTgpw/FqGDiU40/HOBLgZDeuI8zUJQloQ/S1Dg5yJCDsiwg4Hs8PC7PzdDf2hxnDIHWdjgLQBHrrA5hZw1QXepsD2JiD7PpXGkxLYKHqQbUkSKTcWw0C9CEMbcMI9ckThLZXiuuLExHAEzuWuizFwt7oDdzeBOr0wM33iCDFjBrkVipntdeKt2c6N6fbORtFAW8ZoV+6EqkDdmJTB910da+rvLEK5g47GnM7mvAQ2iR3iTw+EiPnUuuL4allce1XScKfsenfwcrtvsb9kY7z2crPnt+vZv7+Z+9d3i58vxz9djH88H317Mrg917Q4Ur6/1Hq8pvh8OfH6SHu8pjjf6n5zpD3fVn01VTlZUx+tdF/u9h6vd+3Mt+wttu8uyI/WOvYW249WlWtT9fvL7V8p9CujtZvT8vXR6r3ZlqPFjuXBillt5fqEfHGoZqxLpu2QaFoymsv4iqrkPoUsNy3UywLgvU2iKbDMBHqxhMsN9aMH2KdwCAUZ7CQeUSoKZ1E9BCxcaXZ8eW5yMofGICHtDb9lUBHxUaQ8MStDQJOJwqVxpIrMmLL0SD4LFUP3Z4dhAv2dHM2+MbwD4G6GqfFhJH+7SLKPvR4AAAR6mfAZ2DgmLlPIIPiZeNsD83sgGGUhy+SI46lMsntzdeb6nIZF8jHRAe6mICLIh4pxp6AhMSH+BRns+bGO2ZHmv3zc//e/vixMD+fTHP/X398BjIdpoJcZ0sXAz1Ev2N8yNMiVTnCm453peOcwohsJYxuCdyIgzPFwU5S7MQXtiPe1JyKd/J318V4WRD9zNzPg+gj4mgEu1TmZ5SfmBXCorhyqayLTL5YJz0gkN+YwWmWx1dkx6bwAnO9dnM/3Ig6uUMxMjQoIcn/sbgY8bO5B7Z+aGd16/OSWPdSRE+JVkMasyectjciPVjVTPSXDiixVQ9KQIrO5hF2aRdtf6m4oF6KhYGakpbU2g0sNxEPNGQS3LGF4WQ67o0HSUZk4P1j39mjs0/nk3mzz0VLH57Pxf3m/+vvl7B8vF75cT365mrje712frtN2pE725r867P/5evLlQd 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 e7/V+OB76cDz4eq/v3YH2w/HQ1ZbqcqPnektztqU+39a8Ohx4czx8vd9/vtVzuKrcnJVvzDR+tUpZn27YmmmZ05Yvj9SsTzauT8gXBqpV9SmaJvFoZ/7RctfcWDs7FP4nkQ6Ah7dvAwAePHx45+5da2sLU9M/TSgfPf4RAGBtasxjoyvLUiJC4XQSPAjjZqILbgDgBjGEuVvA3C3QvnaSlJjqskxuZJCFGfj2JsB5mabwKHliFiXANhhl0Fqb0VQmUjcXTA22DGtqqwqSyf52LBqSRUZ+/SBr4xsvngEAgIPlnQIJv6YkncvAyKRxfBYKAMCmw+IiMVSUVTIbtzmr2V8Z2lkZqCtL8TQHqbG0wozYhTFVeX58gPc3GUKCLJNRkc+pL0uaGZFvzmvzkmjzg23AVg9gYfY8Ji6JT5cmMZJjSHS8I4vqSUPb2/wE3EwAyu1uNN2TEwYjB9gH+Vv6O9+IIrkWZcRkJ4Vnp0QksLExYXBHY+BhB9ytQGZSmEZRNt5TM9xVPqgszRWFhRO9A1xNaAEQgo9+f2vuyqi8qSS+VMLM4uHUDdKV4eaDBc3uQteMtlzTmlpTGN5VnVEljUlj+xWn0eoLeTV50a21qR31GSOqaoKXXkNpBj8iEAHVJQc4ZonCs1LCIwieBem8uHBsflo00gJ4vwCTqsrLHe3L7b7frmd/ux77dDrw6XTg/eHA9XbfxYb6alP1eq/v0+nIl/PRjyfD7w8HXu707EzX703Lz9e6L3Z6r/b63p2OvDsdvdjR7C93nKx37S62bc40Ha117i22rU3W7cy1rY7VrU82Lg9XT/eWTWtK1Y1pg+3Z05qS3bm2IXVTMOJPhbLB85/M9J//9OCnhw9/MtDXtbWxMjfTNzPV0/3nDmdmpJ/Ax1eXiyIjkGmJTBwKYvUCPLsLnt0H+o8AzN3Cy/UF0ts6gR+SEBuC9DVB+JrgvMwoKEieOMrFDJAxJuV5sROa2sWx9o353u5WWRqfRgtwZ5L9/d1tAAAOZvp6DwAA4MG3IJ4XUilLaarKyZdwa0vFqlaZswmg4x3aG3KIPoZYj4ftNdLetpLRvoYEdmBsREBCNFEcRx/rkW8u9EhF9ObqlOGeiuGeirrSRHlVysxAK9kDDCsrAdbHnoR2j6KjUgVhhelcAQvnaQ88Hb71tf8eZvOtMAoTQ/UkYywigp1y0yLqy5ISWIE4T4OwQMcYGiyRQ4ogeIbjPYL8bCloJ6yXmTAGV1cqUrUWdbUUNlems6mwQDeTELQbi+QVAjed6ateGWvMicdmcJEZXGR/S/b6RMtYV5FWmTPZXzagkHQ2CFuKEisz2bIUSp6QUJ4VoaxJVjZlzY81y6vFHtYgNhKXKWKivI1xcEtSgE08GxtKcOxulcnS2fRAiK8hSGT4HCxo3hyOXm/1fjoZ+3w++OZA/fZA+/ZA+2pX++5w+NWu5s1+3+fTkd9fTv/xeu7ni7GDFeVkr2xuqPxwVfnmaOjtyfDH8/FXh4P7Sx0r47UnG91Hq8qd+Zbjta6jVeXWrHxnrm17tnV7tmW2v3SsWzanrRztKlgdq9+ZVWzPtPd1N/k6mnzN9owePzLV0zc2NjIxNtQzemRspqvzHQDfgls3wc1bAABg+uxFfZlIGIOtK0tL4FCQUCO754CM9oLa6Nnpf6erAwK9rFlk/68pMAnjEEJwZJDcZJkx6rZCOt4mwPtuLAPe25E q4eVFUP99QqGwqjqf5fdfLezjbGTx6ZG36L8LLNzeBnpnK4UcSk+HBVe1l1ccqIukGaxBTHkpor0r3MwA0AspPC5eXipamu0CBIQ2lGbHhAFAVeWSAa1lQPqas0isL+zuLullxFU46Q7VddkJgZhx 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& quot alt=& quot & quot /& & & & & & em& Magellan radar image mosaic of a 550& km wide region of Lada Terra (47& #176 S, 25& #176 E) showing a system of radar-bright and dark lava flows breaching a ridge belt and ponding in a large radar-bright deposit covering 100,000 km& #178 . Ammavaru, the source caldera, lies 300& km to the west (JPL/Caltech).& /em& & & & & Understanding the tectonic regime driving resurfacing and heat loss is as important as knowing the rate of activity. The surface appears partitioned into areas of low strain bounded by narrow high strain margins. The abundance of steep slopes and landslides implies active uplift in these high strain areas, but existing data provide no constraint on the frequency of landslides or rates of tectonic movement. Are the low strain regions actively created and destroyed, like Earth& #8217 s oceanic plates, or simply mobilised locally? What is the significance of the global network of elevated rift systems and linear lowland wrinkle-ridged plains? Unique to Venus are coronae, quasi-circular volcano-tectonic features, typically 100& #8211 km across. Are they the surface expression of plumes, or magmatic intrusions, or subduction zones?& & & & The processes of weathering, mass wasting and aeolian transport are critical for understanding both the geological history and climatic evolution of Venus. Venus Express found anomalously high IR emissivities near suspected active volcanoes, interpreted as fresh, unweathered lava flows, but both their mineralogy and the weathering processes involved are unknown. Magellan detected several, probably impact-related, dune fields at the limit of its resolution, and found indirect evidence for globally distributed smale-scale ripples.& & & & & strong& & #8211 How Did Venus Arrive at its Current State? & /strong& & & & & The cratering record reveals that the Venus surface is, on average, under 1& Ga old. While some areas are likely active today, other regions, e.g. the tessera highlands, may be considerably older. Magellan data imply a variety of age relationships and long-term activity, with a non-random association between geological features and elevation, e.g. the uplands are consistently more deformed than the lowlands. Impact craters themselves show alteration to dark floors, perhaps from airfall deposits or magmatic resurfacing.& & & & & strong& & & img src=& quot data:image ng base64, 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 //45MXDo1+8uzoF2+eqgzx3ntyBIo91hn68fMX//XPHz55Yeu1o+NDDdbaiOBPX95/cHZ+vi9yce/AZKvzlReWHl/cVO5h/vnbpyd3DNREFGU+0YNzGx9eWPzVRzfO7h1uSCr+29999sErZy8cnOqpc033p4H8Hz5/8PO3LvTV23ctNHz38Y0Xr2zdsaHm6bXlm6dm3398kLzUb08Ymjre7m8u0c0Plx3Y2n92/7THwKiIkido2M2q/y/zF5BzfAi72aCRC8lzG/i07Khnjxgjd3ktUvL0DCW9rdI/O1I32VsetPIdWiZsG1yciE3oFQzAHq4dJe428L58/96Pnz/5 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 4vXj956/i6Kj9rtMl878zUfF8IK/n8jZN75qr//sdnJ/cMPL6+4+9/++b9y0tvPzly//K284fW/Ze/fBi2UfDDz+0fu3p0/fapqttn5nfN1Z/Z3YdNQlC/eWKqs1T50gtbl9dVffv+Cy9dXd6+dlW 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 gwIwRfL8clICcydFGbt7vDtZRJTrnpMAhMooBIAyfTqemuTkewD9Yw714+UFOSKOGQY2+TM3lJ/GEBHCaBWUEziAOC1CyT2C8r2qBiebA9iVSn/i+/eRuiZ2fGGXQiYs/mnsW51n/54V59geXkYl9PZXiSzf/O8sTmoZzpvnTI7FBT/N1zG0Y7MkLUHksb2g4v9NblmFfkGMjemeNlZ3d0pQX5r2qM2z5de3V5za3TM0+ubLl5Ym1DriEtNPDcUt+Dc2t3T1cc2FQ30ZlUm6f98sXymb2D6/qy3zk6cW15Cka9NFU52Jzwp29v/fazKw25Jpj5rWMlQw0xQNqdczOnlvpf39891pUSF+Rfl2++fWYWOj83UDTellabaVhe6M2LEs705d08vu7S 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 rML1ZRkERIyZn2AXTw/U2FR+FTkhNjVVyvEU0n1UQo6YRYWFhHioRL6FqeamUufZ/eMGIbG8c/D2yfmadEN9tiU7gjdYH/ 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 Bvgh5mRHRoFfhFk8M9JWlRfH8iFcPSOpViXXrORLWJEIEykAAP/0SURBVH6oQJX5yU67AvuJi9CLOV4xDlAYraYsA9zd1lCKi4gLCn6HX5BxffiBRHd9QWFKqIJN2BWBiSFiABj0Wphkrs5xxFh58KX1hVFl6UEQ/FAjI8zAmBqoLkqzAfmAfXNFwvrhuigzp6smddN4s0nsZZP7ZUSqYmycnTPNZglx+diaHz6+eOP0dFNp0MXDI7/45Nxkb+pXr45eOzY2uyrr44d7Pry/C8vLh4b6G6IAPFgAILYiQ7dhrOL1vf199YnFKdpD21bOjVSlRYi+ff/yeHd+YjD/wqE1Dq0nQnhzSdDscOHy7lUlaeo75zbCa3z8+OjShrYbp9b3NcS9fXYMX3333Nzy7t4vXh/95sMzP31+/++/eXPx8NRoZ 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 ebW5IhWuynZIUdU9d5OJ4ye1zCxD 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 56dbN5TX5dnunF2ID2bUFwUNtCVdOLxhbb6hoTh402Ae3MTFwxtO7el/543Vz1+cOLS9E8HFhUPj5w+MOzTU5r6CraPlk+2ZP7y61FkWtnWsaH22dlNPRmW65refXm0sDBppSYLyf/rO6eGW9F+9vn7/2rZvP7ktZXsR2w8sScR84BPoAoYh4BD8yNBA3IjAA7aADTSQzyHdgcADlByFfV2L1dB6jqMQD9NPvIgdICD35yEiJ8gnL8wjIaygnxTCF0D8ASogXy0TGdRyugsAIAdiadLBSQEGABXHIC5w9SC6IyHWgEkB/mH7AX6cAeCnTYpcxAGENHIhAI+8FcrI9MFXyNN0gLzrgQJ5QADowv+bdFLyVpKrsw36DFOAq7YYVR4UGS9IDxkAFaJ5AvI6gC+YRcTzA8Lp/gVE3bAMCLzFfF+llMUOINMfAbeIz4F8KDzdYwedJ934MjSczFaGVtEIR2vxO+O3pWnONXCQrPCN/SiJqsBKZNYwgT+sPtQeLKBwTelFv+RnUvFBAXD7YTal3SDRigOMCqZeFiDluE0Pt5TnxRZlRgD5ZjXDpg6Y39Dm0It1Qoaa72NTcWxK/z1bB6KDBAe2jyWFaVVcN5PUTyf0PLpzvDDZFGERqnluAj8KfkEv9w638tOjVQ8u7ajOMM72Zo3Vxx7a0lybZZ4bLsmOVTeXx0ZY2VV5zrbKNDWP0omoOId4cbLm8omZr19d+N//5ZPdC53hpoBQvd9Ub8HHT09U5ZgaC4P/+5/e++ydkx2VEZ+8feK//fFdiNi5g+P/9XcvYGu1PCovTrpvvml+MPfhufm5vuxtG8qfXNu+fbLkVx+d29iVBWf7X3/79PsPzz64uHhmz9BvP3sD+C9KUmZHi6Kt/nDv+fE66PbyZC3w9tnz85GWALveKzKQWV/ihPlf39LWXhUx1paaFSW6fmSqNEkFGF8+NJ0fp3SoqMWxylCdV2akYrqniDyiywhECICPlw7NfPzkTLjeL8kuqM4KTLLzkuycmyfm/vbj43fv7omx+ty/sKWjIvzxlZ1t5VGPr67jZ3QamCEGVpJT/vTmvsQQPgIBh9YzNoid4OAh2kds//6DQ331CYAlGPDzZ6fWZurP7x/rro3KjhcdWe9prwr/w7d3m0odR9d66wpsX7535sqxicps/ZfvnTqw0rqxP2d5qmK4JTk7RgJLcvPYprWNtUeWOz5+dGBtU9XO6YrdMzU1Wfrnt3YuT5R3VDh/+PAaft7RtszvPrq6e2vrhZOLWjGL4e5GwK9SSqHJQCYQClji1szPSgkLNtP4wVatEEJ0gQQa7fDttNqjPIGH640gZIAWelAA3YMA/Lve8CNT2cIs4BSQbhAHSgL/0H+EGIgmUDMwANMLGJCtS1qxB6eGL4DqohgKGzRKpVTECPDx8/WE7YeGQv+RaMqgUYQEygDgEd4Dq1Bys468p4Q9wBW+At5oBYYVB4ydDhNgDIzBYAN7cZEhMPb0iEZ6SCJIDQeiJWgYrckw5AA8AgdgHpoPHw5MApnw5AAq/bqOWsTUSXk8P3cQAVgARgDuHajGL4l6QEYwPlqVFEaJ9IO6HBDtTZBwFrQNTSJjgYQBSKhWp+AoRP4ijmeQSQbljwrWxjj0Sr4PIreOuqKkSLOYRSkFXhD/YC13sq8uIVSrFXoJfAmAY+yye1cONJamSpmUmuspCaAcOvbqfG+Elb9pqCbSKrEpGWJ/KjvOcunwwlRPaaAqIEjNclpEsPGBepZF6RMTzN+5uen0Wn9LgW1tojzO7Fmeoh1rz+ioindaGAkOQWa0akNniVniFRMshtfd0JtfmRf48smx//iP37z/6BQYwSChBlozf/PFvabSkJxI4d++f3j16NRUT/b6QvO7Dw7+9ee3bpxd/OH1LeQrsyx2FVWbZZpsTxuuj1kczGsrsu+Zqzu/3ndx/+CPLy9dPrDhT1/d+uytQx+9ub+/JvrtG3u+fH6huyY60uwdYfJrKHACri/uHG4sjkDUfXzXWH1JREGqKcTooxNT5w5P3Tyz0NeY+OjKtoaCoNunZ3tqogbqE/tq42Hvo80Bk5254XqfjAh5U1FEV1VCf31qTpwmNVw62VP05MY+u8orNUziULk35YVUpBogtl++OPPxk6ORJq/T60OHtvUc2dHXXRN/bOdIVow6LkgIImuvSLx0bCHGzgvWeSOFm/xC9d5RNv/yLPPLh4dH29IPLnecWOt/+WA/jENbWej7D/fvmK3ubYkty9R/99HlxiL7xr7c3fNNT2/u/OsPD+aGc26dnr56dAKBwNpcfVOxoyBRXRSv6CoP3zZW3lESsn++oSxJ8fbVlaPLbRD/m8enZvtyA+XUN+9dBP4vH9n89atLty9uKcsPkXF8/t7bz2GTqbsBS0AXAAaWYPVxF/4iTbDBrm4wMh4WNy5gjxsXLgAgoe0AtoAKjsWW9Jm55gJn+PrQz/xRM3la5po/A0Tg6lTzVyuIG0DNrADiz3H3AxgQQHhy0tEl5UOlIblIOBdOigMJcfh7CwWkq1Ak5ED/fbzJu8Y4CluwAJw5XRW9Bx/hqyHpQC+uhd4J9bYaFThFaLDBZlLC8CN0h/4DnBEhNo2SvFYIzINx6OvCUeAO1ICfAuAHMSkkTJ2KLxMFAPwGJZ/uirPqJBKuj07OFTE9tRK2QQ4KYBtVIpteDv2H7fcF3wlYaCQRf7IyIrko1E/3d2AnvkJTyRMW1wAh8Mgvcb5aygT+xVyvhKjA9trCiEB1qFkeYpIlOM2QfSGD0kn9gXyIv4JDgQ2y4gLlbCrCKrUoAyxKv866jKO7NyU6tYmhmljEAmLP3obc1srk7HjTxoFaFRexAFWYGnTn3Oo7t4/AusuYVHyoWi/xVgopjZC881+RaX0KwOSYRuoiI7RUa5G9NM1weu+GrHjNaHsOLG5ZuiNYFZAQKo+wcqcHS7vq47fNNP2ff/v6//zrd+PdxWEmll5Mvffo2J0LW/JjRUN10QeXmqGZGZHCzUNF/99/+fzXX92vyA364bM3NvUXoeZIvUdTfuBEU8J0a/LqVNWRra2Lgzmpdr83zy397vWNF7dXAf5Pnx5GM965ufcfv38KEkl0sEpSjVVZwTFW9sNLa9s2NoWbGBO9xWNdBXAum4bLHQbfIK3H2lzrgW3d+5Y6ChOV26aqYEPyYhUb2rMTg7lxNlZujBKu3qn3izAGFCUZifl3SmBwCpKM9y+tvXXrgElEtRSHI/if6c2vzwm8eHDD1++dg+avzzc9uLSttSx8tDV7vD1350xbbKDAaWA3FZMp0swKKjqYa1G6xQVz4IBCdF6FKdo755YuHpq6eXIGx6IZN05sKk3VNBQFQeqLMrShBvd7l1bOH5gYaU07s3dsqjfrm/fP3LswOz+Suz5fX5isBHXmxSuzY2TdFVG7N9dXpepT7czj27pAl9Xp2gMLjUdW2lY3Vu7eXJcXLdk2WfP7L+4iFDq0o/ebjy8P9xQw3Cl/yo10+HE5DBr8uB0h7AAhHUIDSLgpcfdLRWw2w8ukV9Fun8CIIm/FiPike5wOCgB7fIXDgRwYdeg8tnATsOvQUACdHk0ALsBZIP6oxHU61OaDLfQfWo14GKYXtz5ML2AJPACuOCnIArWhkT7e7ghStBo5m0VWy4Hyw5YjwOCRWQZc79gGeBH74HrUDwYJMmuxB+jFToJeDul1h7RC/41aiV4t8vWk4qNCA00afAWmcHVtkEF7aCEdztD9EWiGTim2GORwClB+hPqI8+H82b4UPdNmoEEmIRNyMWRcXxUMtmulDeyxaKViji8vgExShB8T2IbtB7PgFPjF8BsaNQqAH64EbIs2kziL44PIAsoPKkHAr5aweAyyumFooNoZrLUbZGphgEnBC9ZLgfy4UGOYRZGVEBrt0CDmj7DKQ43ijpocnchbwqAiA6UmuU9CmOKtu0ebKxMAQiWXUrDJYtuNJYl5SdaNg5VOM9skoQCVexd23buwHqLnkNW44221RQkOM0/Jo0KNAYVJur9+96C/OuLESmuWkwP17q2LvXh4U16yYfdCu03hVpsXnhKmTHQo8hMsBSnmtGhZTWHY7759/B///tNXr94I1jHCbdwT+ydh7wvixHVZuvQw1ls3du7YVPv+m4eB+a8/vFGeE/z5+5e+fXU1JYzvUFBODXVypePmoQ3bxsu+eOvo7RMbJtsSm/OC3ru1/sG9PZ8/PfTGqU2r09Vfvbj4b797//qJzQBDvJ3bUBSOC9m+qQVADdMzJvvKTu3bVJgemBguD9L4GqXUVG/Rto0NGzqzYmx+m 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 +/vz8teMzFZnmvVvaa3MC753fgkjEJqe2TlWszjV018Xt2NzyD9+/XZPj+PjxybQwwYs76/jFsmN4G/vSH1zemhklWV9od6i91ufaFobLtUwKZHRx34Ydk1XDDQmbe7L//NWd4Yb4vurotuKQluKwL5+fA9188OTYswf75qeblDwGsf2I+dksMtkGdBXghxun31oHZoAl3JGQI0ACIg9g03oFuGKLRFbdJRHy31/sA4Yh5ojPSfcBm7gJJFgAgJbWUiAKTgFIRjHc/aAPKC2OwuEyMQcJVUFdVTJ2eIgZ5hxIACMAKjgXjINEwEVTeVwmEovpx8N5fNx9wDJ+5BUggB9buABIPc1ZiF8Ae1wIw5c8zANoAXuFhM30IxMTAmBRThtYBqqbHBeBS8YhiGvQPGI0/MnYJDTS3wuRha+Yx7IaVCQacj2HQ0I98A5wEGo5Dx 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 7aMdNWmZsQY1h0oJk0OLcPM9unHIrmcjMhezKNgEgJ88UNBKou3GSJvKLGUFa9gpTslAY1J+nDI9nPfo8sye+fK1mZqZgZyaHON0T0ZTsQPRKXSpMs8RqPay6xjRgRKTnLxWGBWojLDKjVI 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 kGJKgA9zrQjtsd2AAecJfD4uLWB07wFRLoAFu6kwwY+78TbR+QAE5gD/zisgMgFz+cCMh3ze0JGnDpc4APtoAudBsUgGBEJRXqVRJegBcsLkJ9rr97XHhQY1URZBNmGw0I8Pfy9nLDUWgtagZ9IIPDURXq8fIkc5P5eJPHivS3oCSWq5eBNMM13Jh+RwhEhUpgFjxdKxeBv+jGA804hBCZy5XgF8APAmrAFhcL2NMZ7EeDQY7gAoCfjEFieACoMPl0gtXHl3R/oZhHnvYD7WAEpYS8s4zCbF93CTcATCxi+8A3qCWcAE8KwTz8joRLJv+26eUKIROYNyjFsc5Aq0Yq5fhwfSmNmDzKxt/Vtfb+31fpl3HdhQwqOcpiUXOkHLd4p2G0p9akZOlEZIRvkJoBHZ4eqIgJFoaZWKWZIUXpIWZ5gJhFkdFBCj5ixabKLAXfXcai4uxyaPhkT2FDntMsouD2z+waKIhVTHfkTndmwmmf2ztuk1IRWu+O8uibJ+aqsq3tFeEdlVH5idqbp7cC7QaJe1qkHsF/sIaJQCDUyA7R+dKdCHC8EUaWTeG+PNVglJF30fYsjViUfuCp9aX+yZ58xMw5MZrKzOAwtds//erR1++de3Bh5cTq4HRvXk9tHNBVnWNLdnCnOjLunp6/sGc4M4x9Zkf3RGvSnoXmnZvr/ve/fPjWrW2tFYG/en321pmNOzZXDTQmwFSnR0i2TlQNNaf89Mn1/HhZebpmtDVxojP925cXEHVnxyj+8qun5w9O79va/fDqjoeXVz57fnKgIW77RMV0Z0ZHSchATfTiYF53eeh4SwrAP96euzbX8eLByU/evcr3oyoLQlqr4kbaMiPNvrAPIIjFoZK3bx6AqbHKPJwG5qXDC/UFkVD+Q9tGwvQMRATpkYpICyvaxrl3ced0X/HGvsLffX4nKYgFf9RcEvbe/cMGEXX/yu7P3r8eGSjcuzIG5BdnOPFX04qoytzwqGBBdoI5UM+RsCkJyx3eXi1iu5Z4DTApBUqhP6K/hAiLSkKWh0TUDNiDGlLjnECWn0v2CQ5pbwz8EBGm5978zzfncJfTtzjDzx3KhmgfO8EbKIBESyIYAfKLYwF1JNRAIweYwEfACbLsysMF4ERQPBICwPx7ewHwBH5QaUARGTpeEPPYAjYZqIcEMLBca920N1cpxFwAjEzd7efhH+DNAAexydSjOBe5BF9PyD69xX4+j8QaaAAKEF/gQTo40DaciJgClj9OhzJINO+AOFCevgoa/3RIgusF7BHtw+kA8LhY/BqgPNqq4CP2u34rb4QtdDc+Lfu0vYfy41pAAQox36iRaV2ricHdwMmjsIjtRw/awWUKmF7AuUpMkt2sDAvU2s1qq04G+sN+jZQs8qXgM7QSNu35Ee0DtEiI+fVyFpy/Qc6A5qdEW+H5Yf4Two37ts8oeN5KrodNxYoOlCk4VFNZQkVOKMBZmBq0eaQhSIvbxU0j8gePIEpsKE8zqxkmuZ9O7FGdGzLVW1SX4wzX+YeqqLxoSWdp1L65zhtHN093Zn/w8FiI2itc4zNUl/rkKhn04jR4JIWw0yJF+Yn6ghSrgk0W/4kNVkRaJVE2aZiRBwPcVR1Xkx2U5lREmTmpTkWSU2pRuuUk6Pdv3wB6EvhQx3ZPXjqyub8xpS4vLMkhTHWwV8bLvn15/qPHR1Zn6q8c3ZQZJdk2XVuTG5gVLe2viaFfN0yweh9fbtm+oXRtpu7Znd3/659effB43/ZN5c2lgRcPj0335gw0pqxubt3YW9JUFNlaGr1rvq2l1Blu9KzJtW4eyB9uST26OhSq93355omV6aatk/VbJ2sP7+y7cXJm39bWPQtNBi7VkGPJiRDUZBgKYqUwL6NtmeuL3R+/c+G//On184cn1UIq3ilKcZJZSRZHS3Zvrh+pT9g33/q7L97cvrHNIKSiLNx9SwNp4cr4YNHyZLNd7ZscKsPOYLWXRUae3p3aM/nw0tpvP7vbUx27oZ30enz45GR+iv7VkzMPru8rz3HijwXwh5n5yRHaEDCpgRFiYjoMHLuJHx4oQ7yGYBC2n+lJLIBBztPLOVatwKTiGlQ8MvU72wsSAuVH5KgS8UnMD/zTobhrgT2ie2ABZGh9wxbyDszTnVtMf3K7u1Tu713lxP26cALM4NhfSAQ1YCfNApB6wAmBANCOvK8nwgEysTf8v6eHm5+vN1QXOowE0+7liYCcxA44BRBCgmQXMHwoyukwwTP7+1DeICOGN5fHZDD8Wcz/rMo1DTkqoTUcSKa3MAg0+Bk+nrA2aAmgTs9ciNMB/0IBB3k6TMC3SLgENB5tQAbIp198pPkOH9EwECLNenTIg4SPdAjAds3MQz/Yh8K7InyCfGzxc4MLVK5FkMnjAHpNPgZsmCDISGbvAsEB3jK+n9K1ki/0H3TgGsNH+vbFHH8hyxvhG5QfoX6wQW7RCK1aEf7GJhXfphHIOJ4APJLTJs9LdcaFacEFO+bHBf6UTuSrF/tIGeSVsjiHtKchI84hRlg+2V9tkPrAL4AgFLAbKl5zdUaUQ0ae2Em9eupSDm4bSHFIQ1TeUQbvaKNPZ2nMlqGqybbs83vG1jY3h2q87TL33EjVnZNbZgeKqrLNaeH8huKQ4daMCBNb4kcZJT5Okygt0pQQorEqGIEKn/by2Pmhsvr8COAfYpgaqUCTYF9rCuMLUkN0Qnfc0yvTjWT9SStHw6Em2lLvnpnJjhbAq0dbfRdGS/qbkqIDA64dnylK1h7f3nN8e/e3L04lWbyv7x+e7crYOlry289vvn56GE5+vDMlK0bw1s21+gI73DjineneiuRQhZJFVh8dasmMt3PD9J7zI6URJr+5kcqMKGVuouHMgZmntw/GhQgKUg1tleEHljsOLrfnxkr2zTeNNiUO1ccVJyhjrQHlGZb9y/2/+erJ/av7f/ryUV9LZpiVEWbw0fGpvrrYc+tDz67vnO3L27qh7vn9Y7goxEE1BRGHdo6VpAbH2IQRJm6kmZMVrTWKKA2XSgoVXz2+eGbP5B+/enh2z9j5fRucBq9Te8bba+Lef3Tq0/euQfmzE6wRNlF0sDTURGZVRp0bh6s667LCbOKCdCf++hKWl0HKh70XBLiTXn0y1ptjUDLDglRkHWcfsjYs7h+jSsTz9/GibT+QA+fPZ7OAVdzuADCQjLgaNymQ7/L2RNNwZ0P8AQDsJ5j/T80H1P9vy0DrPB38I0+rKBJUFPjksZg4Hc01JEYnswl4Aa7AnkjIxRZMhDbAR+AUUFR4aUCFHlRHBtK5DD+ZwA/yC0D6eME4oB4kVAgkI+FbWttROfQcLoDmJlQCFkALeVxiE4B52iaAI2jZx0fEO0TtXQ8s6N4KwBvXCMzjqiH1gD1+AbAezQJ0BnvQMPw+UhEbjUQwr5aRJQ/BXBB/hPr0SwfkIYXryR8d8zN8yQpfiG5gB1SuRb7EHNKfB8BrZZwgoxz6D8zL+AEgbDReSr+qxPOnTR3iOpYXpZEwYfuJ82d7Qb0DtUKYfIC5siDRYRJbNdykCKuc6xNr15VmRgeq2TI2FagKmBmtH+8ursyL2LVloDDNYVD4werrpP6wACFGbqCGTA7h0DObS6MvHZmLNvPDdQynzjfGwiiO198/v6OlMOSLZ2eXxqrULCo9TJbhlO+YaOisiBrvSI80e8c7mK8eH4VrMInJHMEqLhVmFKaEG2KCFAglqnIci6PVcYGCEC1DxaMyYtTxYdIwCzst2pSXbLfIfW0q38rcECSHxk/Fojb25iDcSA3jNBYGA/xRFj+Hxq04RXfh4GSsza+9JPT9O3t+8/Hl+gz9cG1ESYLs8oHxf//ji52bau6cnzu21p0eyT+zdyQlTKhiU6E6dqxNphe4mWSeJpn7/IYa6GpBonZ2qLSpJLK/MR1uSCOgbp9f/fTF1aq80I7axF0LLSPtqVePT2/uz20rdpSnaBYGC7urYqwyKj1Snp9s+uL9G5dOLJ0+OPPy6bmsOG24KSDVKarIMMz05jw8tzjZno6PcAe5cQaAf7g9f+dcl03uDeQnOmQ9tRk1uc5QXcBYe4GcQeEXu3Zs4fnt/ZcOTk1359rV1MMrq4hBLh6bu3FuW6JTmRGLOI+8iJkcoQZ3p0Qo06LUOxe6K3LD02PMoUaxXspW8sntQfcH464A+BHzK0S+QraHmOuFQBJGEgE/glAS88P2A/aAKA1gonWuCfZx92MLww/xx52tVohxlwMGyNP4B/gBBmzpj4QFXKv0AmlIQBfAj0TLLzAGTSbS6sInMoDo/w1UOkonh5OOcTLknoAK5AK0A+RkGg+4em+hgIct3AHKgzIAY0QOvzgX4B0fQWRwFmgAEum84BJSw9XBqKPxNIxx8UA1CI7u2yMcx2O7XAkZ7ICW0AmNB9pp7gMN4UpxjfRVIwNHgAOBf+xHta79pKsPMbxcAK0GaBkI6YF2YB4UJnZN+wtqwBaaz/QjU4mSTkGGF+wAyoAF6BVE6HVEERTgWLmIQ6iET1Y0RdRDv8YLm6BX8MQcb/w5JWxvxPz0Kz3BRlmwUYLwz6zkhphkVjXfpOBpRAzgvyQrLiM+mOND8X2osrzIC0eXVpcGIu3imFCZhENJcVdZRRZlgF3LirVLIm287FhNS1nM2f0b053qrEidWUwlOUThep9jq327ZuvX5uqP7uxVMKkQjXe4IaCvNvnM3jGAv7kkZH1Ly7/96d07l1aSwkUGCXm+EOuQa4QeMcFKIDw+RFacHlSaGQKQI2XEaHMTLSEGVpRNDKbQib2E/lRechAOQRSgE1Hd1Yl75tujzQG5McqCeI1T550QxAnVeDYVhlRnGHsqI7985+Rnbx05tKW5ryqsMd/y1btn/+0PL9YXySo3mwaycxNkB7f3jHfmQZBFPhRikP6mfKeZHazzPrp7KD9FG2Nl1+aGNhRFNBXHVOU5We5UW3XqO/eP37u8Kz/FuDJdf2Bb98+f3ijL0NXmmuaGCoYaU/vrU8FrcPgocGx9/M7F1ZKM4F998rA6P9IscQs3MVrLIrdNVb13bx2UkWDnXjk2v2eh26Zw761PXZqoT3RIemrTQrT+A41ZAD8+RlnJ0glTvcWfvHXu2tHZD988OtmZHRvIeHxjbX2x4+sPb7x4cNyi8Aw1MiNtguggQWmmfaApY7g1qzrXUZpurcgKjrDyZUzKIPGFAeT5UyohA/eGWoKb0MekEdC2HzeJgOVanJJD4lYCfqDApcYEeNgCTRqFVCkV0eiFuOG2A7AlrrG9QIteI6c7+XE8mavD9cAPZQAAwgIuzQfegCLURsTT15PLYdD4B8kAUbDcdEwOOsBHfAUY01yAGmCVAQ/c9FyuH2J7HoIO4AxIdv3z9/VjBPixWQzUgGMJlZDxQrAVHqgO6AUFIKHloDCcHZcDJgK10VEMWkvG+biW36MH/OCM9EM7rVKGwjiEpAAftBmtBfhxIGD//wd+QJ3+EVADfhya+8wGNari+HnAn9Nv3YECmK6Rfyw/cCvpC6QhDfCLeGgeeTcZUQwsAzE4TIJzhAPYz3etDkDedHRNo4pz4URoiUouQJhAP+dHopfrRoCHQMA1gbcAFECIQBxAg7+lKs8o5wL5sPRpMY7a4nTSM8SmENW/df/0UFdxe32G3cyMCBaJ2VRanCkn0WaSekOTA5UeFVlBoXo/3KYV6SF6HhUo844wMhIdnHMHRs8fHDm+q+ejp0fgnwPlblYpNdlV8PLh0Z2bG4aak/71j8//9P399eW2htKwqCBWmIkRrGPY1Eyj1M+h5yNkdVp44WaBWe4VaRXFBIuz4yxFqY7cBBt2SpiuR1kJNo3YWy3y4nhBrgOWJxpaS2NSQiX99Wk4V19dSqCMSg0VNheFjrWlXto/9uWz453lIWubKuaH8//87f0fX1+bGyl8fnfX8/u74+wBp/eNIXiB3sYGSlLC9Vsm2prL49OiZQuT5RV5ligzMyNCFaZnRFt5+1ZG7DpGS0XSd5/ce+/Nkw2lkW0V0V21saf3DC+MFSP0uHVqprMqtqHAiSg9VE8ebbZWxTy7f6SzNvW3X7/dXZ9pkXoikp/qyf/w8ZGOitAj2zsS7OzMSMXPn9yLD+IXJptOrk/Ag9TmhcfY+CWpgfkJpr6GtDCDP6h2tD335YPjh5Z7l0bKUkJ426ZrH1zahsa/9+jYW3cOlmSQmRED1T7wLPjr5CfqMyKllw5vOrd/sjbPPtyabZSSORR1Ul8YwDCbGsg3a0SIHGH11VKm3aII1IuQwR3IY5NueA+AH6E4oAKsQh6Bfyi/VMgDALxdq27Q4S4d09K3PvIEQq4MtiTj6h6nB/DQeosM6gGWaBOBhLOAabAfe+gCxBS4FuHB4SgA7JGAHC7aNSEHl+ErEnJQI4Pp6+fng9ieFnzYe7qRaD0gSp7Vuyp3EQipH/uRByzptmmUErAVPTAR+AzwdUOogwgcCW4c142dKEwDGNeFC0f9NDcB/HweeZxBXzgNPxRDBjsBV9L16JrJC7jFDyriMwhN+HvCnAP2oIBfOvbBZdBzkC4SgM12vahLOI5Jlioi4P/PCX8QCGhdk3Pa9HLypMM15w9+E9SD88K8wE0gOkDwD/1HXEDP8KuRsiUcL4BfJ2MH6iUynldMqCElKjA2xCBmu6tEfixPqqWqoK+lQhBAIQmZVE9L 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 89O99R46vL1n75xZn66ZtNs44GFoeO7Jssz9e89Onn33MI7Dw5B15zdP7x2LOfq4Ylv37vwysVNNTmaX39+99SeyVQ7Gynvnt+anaSA8gdNWpSxfpvUpuXC7T+wY21eug+0ge5HfH4KZsAefA4lHx7DjwE+cQT8gFLK0oAofQ9PpT61FAAwLiEA0ghIAy0BegQ4wJmAECJhr4FofuCZ8j/NEFmFfQcYkR9e8iOQ9Xm4cWIJ8RdAyAmRDCeKSXNrV4403Ty5cWlfPjpfZbb+2w/vF2a4IArkgoSq4kyVJIETy8DzR1/XKxMDbiMd5DepgfYYKH8ACXF4zpT5AXjgFhEQODAM8KMsyu2oMCwXqfZfZ/5AIwBjIFvAG+nJNzYCNn7iRuQDPCMeH/XDLp24lBjetIO+vYeXDmbG7biRgp9OYZKH9zhSyoQapQQCTCYmX/jhRpgAGA7wP6AL/CMA1QA/EE5ykCRKRWQmMgKKpiaMmKTwgr+wg3gahPaVfNwOf0TEiYQhSHLpcKTLIvETohRCTn9bI/wSkL9GTN6lIdBPA8H8Sn60lh9VHLRUZFqzvOLCoBKyfLQtvyhF49fHbVzavH66ujAobCjQrhkr/cO3D+Cmnt4z1lfnbSuzFgfFGS4OYHx6zzJg2KGMain1G6VMa2WwPNuWG9AAHsmmRJ8u3iBgKjONt04tNBU5y9K0dhlzcNPQrtVd4NuLB1c7FEyWS/bo+qGSkFXDZ1LsyiS7oiTD7bfJy7N9cAALU20hp9Kj5yWZRRZ5jEURBcfEq4+d6i2e6i06tGXJ8Z1jThVzdv/S3hr/3//89fmJ8n3r23etql8/UfjKuZUfvLr3Z++f27GiCrB/fHHd65fXNWRJlnamXT+67MyusYnOjHQnN9kUC/4H2QD8146vhSx/8eoxGLidc81Dtf5nV7c35+vbSyx3T61tKSWLcIds/Ioc+//6u59M9FTrRUx1vuPIrqkrJ9ecObhsoiv74qHZunwz/AiI9vXT9e8/OoNb9sz3p5hZsH3b5jqrsvUwDRcOrti+quP8/hm49NtXtTy8tm3nfOfFIyvWTNSUpquX9pecW5w9u3/Z1+9eGm1LWTOef+HA0OOr649sHeiudkMs/OTF9X0b+isytWQS8UQ9tFWGV5psEwH/cPi9FrFZxdmzZWWq34peCpCSV30Q8OFRevLGHpCmwh7uAMAM/CMAtBTA6K/gdsr5OE/O/PUbfgLg8Oq3wDwoNJFN5sAIeWRWPBx9Po8NFREXGwlJz2HHxUQz9LU5GT+PI1/X0588svZeZCKwlEAWDiXT7xOiJOxIv0nUW5fZWxfYMF3dVm4vDMo/euO6VcNhR8KfJ58uQdkC/wI22ZcaXoBNL3UY5X6HLqyE+fyECBA+fHKYEsJ+4c0zQfsALeJAkVIiAPhhqqiwR53pESaATH8I8zalfaSnwgFIxo3IBwH5WA0qHJEnEgD50OFAI+yrUko27cXtSIbbofapIIqPIa9Xw8gn+4UJEuNUcp4gMcZqVLhsWqAdLgBsB2gf4Ic54CRE0kcK/KNWuBeBVC88YQEOBYoAtvE0xNwYEScaca2Mh+aHNwWPI49IxBawIqW8BJWIv3LpmFUnk/PiYT0BexB+shPPKQZuv1HOMYrjytLsA41ZuUmy2nxrc6lnuqfUr0/IT5LD0141WlqaLk13xY51pn33/vVvX1xbP1X59iv71k1WFKVAzzuqcwxDTRkjrTlJRrZbEwsfGBq+IKTvqsvITlLl+OA7xOV55Tlu8XRXUZqNu2GqsT7b2FRoG2wIDTelLW5YkmpL1HKZFcN1zcXBgFUadOksGj7Z/1Mr0Iji7FqhUy/Gka5QaJaTBYjp0iN+i+C1O8fWTTcNNqeZJMy7D080lziun1hz5cjs/ETpVGcQzP 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 NfmW0c78qHXP/9d0+2zLWtHK30GiIme3PPLc4+f/nwoxv7GoqcLnXMeGcRjnoBc3LPshsnN2c6pUYB01jk2TLX+eq1PV59FFwAqIAbp9a/9+jkB6+dPndg5sLBma4aV1eV81ef3b55cvWOVS0TXZkIf/7ZE9iFAwtDm1e079k4DD2SbBNAdiU7yPpI0MhWrUgtJTtBwZkl4AefgHaAczA/ehhlYHQXyv+IIFDk0zf/6JTooOAlMDl17NFT0aXQTQEVoIESPu3riCMB4qAaHGkvp10ZuQHklPeAOhwBP5QCQAL98XExHBY7JgJCgMwjhhyAEUlAd+cSaQClqlUK0Nfh2QJ74DpADvf/tesnEGMRXngXAVVFuah5VHhTABSM7Oi8A274Q/1EboKEyAyyGBnaglvooAA0P6wAMgeAAW8YS2Cb4g0F4ScFOc4ggddhoiOI9OHQcqG36UMgqINLFX7HCTODmqCN1PQgBYJCIiTDK+HNP/Ak8KyQA3li4dclqD+xy9ERokQ2sgT+USiYH9VA9Sjzo/n07QPirJgIuloJZALaRf+miMAQ4OlBmu3fs518mMiBxY9RSsmEKAkvSpoYRZbNU8VnpRjsag7Av3qypanM69RGw+2vL/CggzqVUc0lji2z9cMtvoYC/fuPjmxdXjPRHixNEQ03JG2Zqd0wXd1d7Q6YYxqLLFtWtpSkaTJ9Mr2IgQLXC2OMkhinKj4vWV6da1awmR2rO+vyzaB9vz4uZBGk26V1eX6XOmH3/ChcBrOUAX35zEKblguXtbUmF1ydZFcUZLoQsgLmNJ82w6fxmnh1RV5I6BVD1cd3TM+P19w5vX6wIW3bXBfqDLtAvg5IZJT8WHV4v0q3RRP0wnaQaSAmFZ8MFfMjM32GojRnYYYL+t9rkcI9HmgpSXFIoFDUfCZgSti1tvulc5ue3T7QVOjw6WJ7aoIvHp4Bvae7BDBwWj6ze8PQitGaz9+50duU9ne/eOvy0bWwfcOtWSuWVP7u28e71/WC8C1yZmFF09rJ2qd3Fx9c3f3B6+eSTAnLhyrA/Do+c35xza61gzBhiO/bMLJssPzxzf19DcFD24ZTnayNM/WLCwPvPz6xuND38oWNjYUGhDtn1raW2QD4yizN1rmWn3506/KROXgokP2Xj6/3mzl5QR2cLI04CtYz2amBsjNrhWi4xSCHNCaSGAE4pAgHAABOCkv0V3oVvYdGkAYwhgNJSQm9k3TN8EA0DAH6Lk5SyKEHUwZDSsRxJGaCx0H/oznD1qC7I2cUhwhBSfibIoAzgWzjEREdCaPDosofdgG5UUyCr6IjiANs0CiBmfAaASBYcgTgAUgK0ZgwkaJuiKA4lIts+TwuMqOwx5GaALpwMG04bQskMYJUFF6o768f5CACmMHKuKx6cL7DrIUVANsDb2adQqcUg0vhKaBi1BRSy4gM6dNAWQA8iqPlUkOAOJ4qDCId70BKlA7pRH0l+pBx7w9/CFYchBQo/UfZj1ohoFYIMEAwefR8WBpAqpAxfzpeiz8cHiL+voijYvjDWU1qGFOJINZmkrmtSq2cJeNFFma5+9qK68tTABiHhttSkbJ+WatOBGHMQFGD/AMmTnWOYcVQwfxEaWWmArJzzZJiYP53X9w7tn3ozN7x/Ru6pnqy2yschSmib967vGaipiLLaFFEkQl5JmmKWWKTR7RV+EBlKba4bStbZ/oLgKtsj7gs1ZRs4vv1/KCVvFaE3w6n4PC2iWSL0KVPLEq3NVakg8GCbhWCSZlQmOFors5Itons6lgVh4F4fnh175Gt40c3D1w5uGxZX0FxSDE/0VCWZYXzD6cDZG6QsevLcgF7SWK03SDz2nSwd+l+Axgeli7NrZ7orYVHGVbI7JrCpIbSQGOpz6JgyCKfRbalPXnXj61uLLDbJEzQwkFxbnXUQFOGSxMFpb12uqm6wPr+0/MHto4+u3f43Yen0py8+kLrnvV9j27sAeBP7pkuCEoObh0CgV87MQ9yfu/R6dJ0XV9DGhoLN2f9dOvhrUu3rRxMsfDRHJjIU3uX5SYLLxyebS6zPr2z79iOJZ89Pzvdm/Pg8sJAg78qS/7TD68NNaec3jtVnqEabc94fGMXdMGhrSNTvQUPr+9LsfPdBvZgWwlaJEsk33Ga1QL8rTUyNnw90ABhfkosFJPoHLSXIFCLQJkfyQBdik9gFT8RoR2XGgUKMJoJ1QiU4SmPoSsD3biFehO4hJT0LsRxHhHgH0ehAIYkDhRNduNgsYV8QXwsyJmNkxQ/kOsCPgdw5SUSDwH30pqgwqQyYcUByFHDRFsRnrVEtgbCLeBb+qUBrAAqgASoCW5E0QRg4ZE/mBjAGFYGTA5sA+pGjQxQB8gBfiryEQHxqhVChRTOAvnOVyJkA06oHpx55I8SaUGIUBMDj4M0Krz0OMxQbEwUGkXbTgOxEeHhEpgPtALGlBo18sbur0uegM9hjH4cX9AqROw4sig4flLlj4ohTVhzwGwRVytcC7KkIk5RL4y8o02ENY8kH0eY5cBQkkMt5jBOk2CktwJaEXxr17AbS5PGe4pWLKlSJzIgxbGO0lQbv73C015uG2kNzA0Xzk+Ug39unFj1f//yya3Ta++d3/Dw2rb+Rv/q8dIUaxRZbWbbcKZHmO4UtZWHfDp+Y1FSba6ls8oz2p5WnqH45NnpdVNVQEjInpifrHFrWHZFrFPDKk43DLZmi2OZLXMdXdUh+POpTpnbwNOJIxHyQ2ajLAa+SU9jbpKZfEVnFDF2RWR3dUp5hubZzZ1fv3XmlYsbi4LSk7unsvzS7CRFmkehlUZlp5jI3lVqnlIc7zDJXGalQcHZvGp4ur9GwWFqCn3FGXatKAINB+dDUFTkOuDM21QRZWnahkLrhQPL3riz/+jWcbcqImRhXz++vrs60FjogG9fkaUj23WkyPZtHrp+ZsO379/85I0LreXu5lLnzrXdj27uGu/KffOVI6Md2dk+4dsPjp09sHx6sPibD2911AZKMvSpLpFJxswvbd+1fqQ8y9FUlmxVRvotCfs2DiwbKnrz/mJdoR4g3766+fHN7euXVl06smztZHmaPfrrdy6sGC5ZN1U3P1mN9l46vOLO2Q1Hto2Wpquf3TtSmWtrKE1qrcoA8sk8CA0ZFwf4DSqemBvDAqMCAEAj6fdh3Yu+SNFOQQVsAOf0iD4E2KOPIo4bccQtFPxIiUsWg1avViA3/FTLJRDzyBC9DchHbwat4QwyRz60LCJl/4o93EI7qICfCHgAqMBJbHQMGx5rdAyXzeHCEpBd/eCdR9AEiCNCq4p8kC0FMLq4Rin5AUV0150wAsnGXoBnDG7/YYkeKj2QBkfUjY5WkGEwKbIh39vCCgD5QBoCkAZSjYtkILDhWcAW4KdSxpeJQdcwN1A6ZKRQpZTweWQXQBSBIzBP3QqqOFB5VDssQGIQgRXA40LzoYNwBOFDWKEO4Hw5suEQ9x7srZGjDrgnRquQBLxO2CAEg1qKasAqwQnSh9cOQg1hjxBwF0QQNAIcBDwEZIXWwRQiIHP8Lcg7BU4UBL+YG6WVcwoyPElOpVXHC3lV6PEhlyQ3xQgYrJpobihxzw5XOtWRUOO1eZ6KDFO2R7RusrI4KLpyZPloW2p/Q9K///GDX33+0m++vv/i0XHQfmmabN10JUT71+9d/OUXd5NMsRDG5RkW4B/ebEGSaKQ12FfnTXPGvX575/LBgnRXIsAftApSLEKdkAGTF6XpV0/VF6cqD28bBfnD3bBII8zySI+BrZdEDHeU1JckmxUxBakmt56F9Kl2Adzm4qC6ICB94+6ely+uPbtvbNuqpltn10N6nNw3u21+IMkqTHJI/TYpXBu0t74yO8Wt08riMr2qmgKnUxu7cbZ7qK0AbK8RMk5dQnNFSnNlMtzmumLHucW5snT1xcXlR7YMt5Y4Oyv8hcny4aaM5QNlQFpJmirFmtDfGLLImIPbyWK77792+h9+9dZ0X2FTiWP7mvbLx1Yu7S96fHNvhps3M1D8wetnrp9ct3dh8Kv3b+SHlPUlznSPRCtktq4e6KhJg+1rqwrBHLgNMQuzLfPTVddOrprszdq4rObZvT1fvXvh+smVZ/dPwQTk+RP3zHec2jM50pZ55ejKA5v6cbx9Zv2ffvr6TH/Rke0T/c2ZXXUZWUk6BZ8pyvA6DFKAvzg3YNGJZHzyHp2AnxIggU14FW0EpVSEk4AlToLGEccRaEd3Qh/9Ea74CeGN80AR0iBC+zFNBjCTe8Nj1+h2QCOQjzRIYNSqKOwpKUGB4DytBjgfCAE2AHXEgZCEuHiEuJhYagvgMAPDCHGx0QAPO7zaFzUogDGKpmKbcjjlUlQG51UyMcoCI6Lm0WS3kji6gihtEV3IEMaJjtsBG4LwuvrcBLLSDmSSVEhG+EGYgJnbZjAbyFpIdH4+hDSOKBRl+X0ulVKKpwa5AfBTW0MDwA8ThhahaZERDOJoFX16qAOxquEBFGSCyhvUcrNO5bQYdCgbgojLUkqEALNRowDbg+SpM5LsscnD3w6jqpx4OpcxDsiHzw+rAUsSnuNAjqg8TBikASuGgQkLt4h8MqwQxQEGSlFUwKkyKuP2bZ7M8EqNkkhJPPm6rr0y6cTumfpC+IxMllttEZMl+o9uH67IUlw8tKy7xpdsjvvtN49+89Wrv/3Ja//02/eun1pbmaNdMVK8b1P303t7/vzzxzvXtAE5aXZeebrRLIZgjl7Skrx+qnzn6qYtcw199WTqK9Tvko6iptKUkEMOnQ+92lzhHWxL+/Ldy09u70+1cTsqksozDZ1VwYBNgJSQJK1VIZeelR/U+c2JATM30y3J8Utrco0Ly2rff7w41Z2e7ePkpwif3N1XlW8a6cmvK/GMD1QWZ9srCnxJdlldeWqyQ+mziRsK3RtmmptK3NAI62baUuzwMlgeI8esiPKa2SEnf7Ata81EnUcXWV9gGmlJayt1Le8pHmvLWj1SeWbfTGmaCvUvSVeUZ6mz/fz6IvMrV7a+em3Xf/zdp4PNaUD74e1LEAaaUu+e3xy0cfKSZd++fxt6fna04vmDo1MDJQE7B9bHpYtL88jqipNM8tj8kLEs21aeax5sy1jcPrhsqODIjqFda9uhkvas67x8ZHb9dC1EVnFIAql/99xCtlfwxr0DHz05vWVFI8KDK1tgEYZbs2ZHqkNOsceYqJPGeM1k6X6zSijhRcHtR/cGNonaR0AMR8qcOKIvAhvolPgJxIKicQRyfkxDcY4zYHicpPihRIo86XkgXKMgr7VANXQ4AJeQEuDHeeSJOLIC5pEnArEUCbHAAzD/A/PTPXzjE6IiIhGAf1iBmKjo/z/4w+sLEQ5HBRDg4QOElOVgdIBJlI5SCLErQZLE40AlEXAXNWq4ChOgVohRVcADUAGKJAKiikGqENUUV+SFP59lM6pNWlApGRcg7wLkIpgMRABX4BZWAAiHPYuOYmQoEsWENwLHEVYAEXA+AvBPTRhR/rFRdLwD9YQwQiY6tQyV8djNLqsRxggBBkbAgdYQsGPJ9v6wPnDyYaFgp0JJLtQNzI+qmvXEN0ETAHsEJIbnDwMBg4WU9EZ2LHkPAmMRSnbIRPFyYayUHxn0ajMCBpUwQpHIjPeUQOsquYxWwIRswpN7lu3bOJzjkzsUCflJBrOIaSx0wrFcP129b0PvrvmelkrflVMb//Srd964f+yf/vDh+0/PlmdqYQIObh24c37dzz+9CcraOtdUEBC3lDrz/cIVAznLetM3TZdtWVF9bnHiwKZe8Bukb2mGzW8SWhXxnTWZ4OHcFHlBquz0/skze6bK05S9Nck1OebtK7uzvTJU5u7FPXVF3iQrP90jA/k7lFHwLNorAjYFA5P09oP981MV6e4EDZ/5+I2zWUmiqnyLz8IqSNMpeWRxS62IQUvNijizLNqnizm2Y7yp2N5dm3Jk+yTsDvDvMyda1VE5Kar+5uxUl2Bpf8nGZU3FIcXLF7c25dlW9JVOtefMDZWd2jWV5uAEzDF1haaGYktLuWPlWPlbDw6/dHHr//rzJ5uWN/c3pXz49PSX714E+PFTxWXqCmy/+/b1nWt7d67vhYNw6sDs+mWtNlUU9ItRFlWYZgX44c7s3jiW7hMf3zt95+LC2cVpGNMVw0VmCePVMecXZ2+eWr9qtHLbyvbeusCLRyeTTbFd1d6ffnTr7rn121e1bFpWd+34yjvnFkqz9GgODIpdl9hZXwznTi6Ig8ujkye67bqEGLJXH2Fd4BBHdER0ZNAvPaLr4kjRAnQhAcADtAA2SACk4Tx6LT2JlDgiUFuANBSTAAqoDICE7AfYcJUWhB6POM78WAotCN45neGDgPNh3MJ3ZhPPn8MF8hFgIMJb95HvgmieSEbVMo5hCP2wFQdVAbR1tFbQz7BDrBgwJAtwkkO8iAViHlzoOIhqCGkCLRYckEi5OEGYGKWScRwWJRUCKlkiYANqBXmiOcA8kRV/3Z4cRZChE1YMZD+wDUUEtS9CqTgdQUYBAH40SiaCOwQbGYmzkC3kcYVfBMI+Avnh+Xxki0RwOLg9IZoBnkH+eMSgcaVEgPOgfUCagF/KBYYBe7/bhLqRyYjhAX/AHiYD+CfI50QrhCzIFBwR8BOSTyXmWHUyi5Ys7OcwiIsy3bUlQYsiwaljD7XlDTZn2uRRai4DRr1/ZTeYP9nEUbGZrqpsuOU+fcLMYOG9ixsrsjWbV3UC+etXdv3L33/5088f 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 LvC1FDgX5MNl0To8mnKiiIeDsZUaQI/NhyBuQ5jx1D99bP7JvpqzfVYSAFsKjm0LpCvxiBHno/1s/S317fXZ7NkNynLEoZ8xerihMnhhvfPL/zy6dbnp6fHerNOHe67fWnh/dOzZ1e3RQYYQ/xDvNTrCkI9rTnhrrqN+eH+1lwLNSlNumhxWtiFo3sur80+vXXo29dnAl04o93J7x/te3hl+/G9jQemyv78fG5lpg5q7GwgpyxDmOkyaTKEs7VGbJDd4fnBcG/jKD8TI3XxohTPE/v6zh0aDnPXuHxs/MfXZ+Emrp7e+es3ty4cm15b3nr38u5//HTj799eQy5IDNXdu6Ps9d0Db+4uP748mxlpHuzMzY+3y42yjPPRyAg1gRTX5voc2d1cleltryfjbERpyA/eUhuXGGSszSRq831gQxKDDAOd1ZLDbXMS3JzMmIHOGg5GVFt9hYai8I7KmF/eX9ramlaZ5ZkPM+/OAwV0VIVu35LRUxe+ttA8N5zvZ0PpqQ7dUhVUkWZnqU6MtcWt7Krtqw2/fHQo3l+7Jsfjxunxo3s7mkqDz69uJefb8tEMcVP1t1eGNeivjXl7az+u1t1E3sucMtmVCctgoyNenuI23paRHmJWnxcQ56v/3bOTT68txgcYIvhkRFtfXduxfmTUVE00PcI63EM7yltPR4WI9jXOiLIvTvUy4Isaqonpq4peO707yt/S0ZJHlSLoshBRKfh5KC5bmaauykC2RwpgKckA+a6OFkAfKj9EF1qrxqKS+kGX5ihJ81nyamwFRwt9qpSQOiwlQRBgC3gDhAeYBPAHaculyQneBbCEeqNOC6w+JBTpAKqOj0iKkE3ZYTakkBo22rpS5EQha6AP/BfsICVK9oEBNqxM9V0drKzNDCxN9FztzBwsDQF+bR6T7KioKG2oo6GtxgX4UQBIEvybhBRkyMYFcPh6WupAJjyIihIF8IP8iooQAD8AzwKoGDSAH2CF3gPSKMAwEAvlBzeB/3AlqmyqnjZX8NAOIQk0AUIB+AUPFHFGgQsA7AXhAmgXEAG2gxewjtAOkJPhf2OIXnh4rMDzCx6I4ObgRpET+6oo4u6pMMjhsZJiAqyMNcn7LiUiQs53QEYhFOQx0C1DTsjWRLWxMu3S2lxVfnRlXoylHlNfVV6XI0uXIfDrchmSxtoq+uoMcl5djpwGSyon0f/T88sWuvTp4caUSPf8lKAAV0NjdWk/J422irjVPT199RnbeypyYr2M1RRVacK2RiqmurSzx2Y669PWloZX5rruXtrz4enxC2vbb12c/9t3d2ZGa3S5m+JDTKA8qGfadCLAnm/BEzXibCZHv2XLRPvZvnlw+sGVAzfO7Xp4fb6+NHBhsjwnwaK1PKA2zx2O98rqIBx4Xa4/S47saOBgwT+9uis72S/Iy1iVRvg4aWqoCLVXJxqpSYx3F/rY8UAxMX4mlbnB2wYqfvv27v0rhx7dONxZF/fx+bFfP165vb7z5IHOpZmatrLQz4+OZUSYBTqy7HUk5odLK9NcW4v9sSyKt8uMtHh4YU9baaS7GcPfjluV6YvA/OjyPAx5W0XokT3NfvYq9oYKvva8+EAzCy1pIN9MQxL/7a5NcjVnZMXYP7u5v785sa7QvzjNubUitLk04PhCa4ADEyB/eX02zketszwwJ8qktdh3sjv14FTlxcM9R3bWjLQl5cdbl6c7Xz0+/Ojynhuntt87v/PV7QP2+pKRnupJ/nogpqZ8v4WR0rmtJQG2ynF+uovbquryfO31pQD7y0dGcmKs1w8NRLhr7ugreP9gpTrHN8Rd3cee9fLWEvgrLdwiJdQMy+aS8Agv/RA37dr8kMJkj/JMn6IU94xYx8NzPftmuquKYuHpVJkSDAWy6zefzSDfqVEktHg0QU8wUz2el7MlXKeEECG1mezwgwLZx5IqK8SkiDXX5udlxGhwKZqqVLKTHEAL2COIAsBYIktAw00NtABj4EeNowT8QzkFyJeRhMaS/VhAPNgZQofoDn8Lr4sEQj6B2HgBDjwY62mEBnh5udrDgcBcCBKBopQwlB8XB/PP3WgqA9YyNdDR1eKTKkpTBOrUVXnS4hLqqlyIObI3OZkenLmiDJdFQ2wW2kQoMRSFYfcJsIDoZmGy/a/Uxog9UGxStEU3QfnhOKDGICA5aWEmnWyoQ5p/WUlEBvALyv9pvuAZAQq2APAooABQg+CpIbZjZ4g8BB9XKHgEKPApgicCMD74XgC/gowQR5ns2EOR2YT77mhlhJSFuyF4CIoV7AYvwKJKwPBDKs+v7fn1y72awujGsqS4YEcbA7aVnoouT5GnRM5XrcGW1+IqOllrw+fDUbtZa96+sNxVnxkXbPvD+2vbByt9HNS66lLyElyzY53e3z/eVZW4vLOjKjsEYdvGgMaUIYI9Da6e2dPbkuntwLUzkG+uiIoJND6zOrp/d+uPH67++fVBX3Pm1NaK1HCrqhz/YGfNEGdNF0N5XSY5FQeftlmHJbFzpOFv39x9fufIz5+u3Dq/y8FYtiTdpb0ybPdIcXNxYHmK83BT4uxIuZm2ooWB8pWz+0+t7OQxN5voUPOSffNT/Cz1aNkJXhwKoakiYqopr8MRR0BAxlFT2lxbFPf6wdlzq9PbB4rh+X//cnOsK/fj4yP7dlRmRVo/vjTvbk4x5W8KcVSN8dS21xGH7Q92YMX76ORE294+PV2Y4BJgr+ppwRxpzUSqv7u+q7kk1MOS1lUd5Wwiz6cQltoyoe46zaVR1rpySB99jWmx/ibulkw+lYD1+PHtueGOjN2jpRXZnqeWe44vtpnyieHm2CeXpuN91XtrwoD8vBiz/dtKB+ojT+9ru3ZsEASxf7KyLs/r9pnJpel6RJg756bvX9hlxCVcTOTASkYsYqw1pSTR4fKRrWHOqn52yv31iTXZvqY8YQ9T6vrBIex5cWXraEdmV3XM9y9P7x4u83PkeNupvLt/ZG6sMjnEFP7FTF2kPMOzLN0LjsnekILrB2sHu2pEehtM9BW3VSX5u+jx6Jth+iAMSgpiGhw6oKQgSQDJ+C9YwNJIw9vFCuuKUptAB3ISBDBvqM0C7DW4ClYmapHBrnyWLMQJLkBekiC0VOngBsHkHvLSm2gKogAz6AAF2EZtRpbAklR4KSF5aWE+l25va8hXpSrKb2YypBTkhAWDYUiIEpBZC1MdjoqiKpuuq6WqzJCHVgONAA/QCJGEFKOAHchMIiUCfCJEAFcAHjAGPSdH6dvozCslJiomLCTo9Ep2wt1o5AcAA3Va6lwssQXgJJ/wk20T/ttzVtCaEDEEpwDd4PrxLcBuSjRZZH5QAwwFPojrwafIq9roWSi60csIx8RGHAfYxj4CqcfxBaQgYATBn0AusPEUWXIiMPggMJ3gFjFpEjw2zkxIEISNqS4MDm9jpkDYH2xFBsNPghivwZGOCXE8v7b71oXF4syAYDdjdyt1WyM2vL0mW9pQgyrormumz0qJ9fV00NdTk3cy5//w7lZmrPvkQPnRff3nVseO7OlcnGxIDbN0MaXBzbaURhyd767M9luaaYHfhvYqyRJ3Lu3/4f2VK6cmTTVEYIPZCoQBXygp3HzXWM3//vbi4dWDT28eHmpLK0xxyYyyheY4Gso4GMpZ6iraGCoDsSwFYmFHx7M7Rz88Of3Du0stlbHtNXHz26qf39j/6fFqYqB+uDu/tSy8vy336d2TT+6s2ZqyAf4bF5amRpv62otSYtx1+TKqSiI8pqiFDlNdRRLuBtZGWZEAnVkbs0d6K08sD//9+zv/+vHB9VM7D882NZcG6SkTcyNVoy0pNpqiIfZcc66QDp3ICjd3NpDxsaSHOPMPTjcNNKQ46Mub8UXj/YwaCslpPC+ujnpZM5KCjbb35FhpS2kyCCstmZaSqDg/E1tdeV9b1cGmDAQcjjwxuqXg0trkN6/OVhcENJaFnT7Yt7a/qz7fG5n/1umJqZ70kZY4UEByoPb140MVaQ4XVwaQ9vdtr3h2bc+WuuhfPpx7dn3vj69P//bh/MOLu52N5ZQlibJkZ18rBrhp33hlbY4fIomVpriNtvTOoTJPK2V3M9r+yZpAR3ZTcdCR2bZ9k3Wfnxyd7M0FSe2brEGpzvFODzfztKTF+GhnRll727AKEl302QSW+E3TIqx97bn1JRG7RmuP7B0AdaqpiOM2KskLm+pyYeC5DHL4BjZNUllRzN/dxkxPVVYU5lGaryxnosOCkBhqMdRY0hyGmKUR10CTrqNGM9JRCQtwkUXmN9FVFfTvh1NVZUHGyfnzgBnIOKwFkAPA479AvhqXDncAzOtqsxzsjJITQwP8nFQ5ilrqKig2lga+Xo4OtiZqqgzYbAAVBV5d4JYBRcB+QwlJGcQ6UIElIAcQCtRYbGPKEHExsj/fxhADiCRigvG8SMiRXeU30SmyiABQYB1NngqDiszz/0cScuAQOXJkYVLzcfFwIgLk4/oF7/kg8sAwjgaawHFwepwa/8US64IHHHD1ODgKrhm7IQ7ISMAFkBPy4EzYiD/hLAobk4vju+B0Rnp8DR6YiXxvgjtLzn6pIK6vwbYz17cx1QfNAfm4HpgdmALEeKYi4WKj/vnNpYayaA87VRsDhh5HCj+Zh622jTE3JdqL9HXyBH4tfw+zU0d2+bubOJpxn9469vfv7rdWxUX56//6zcX1laHqPL+SVI+R9qzvXpw5sdi7PNOEFDq+JWf3aLmPo2pNYejiTMdv394uy/H0d+LePr/IoxH6vE3RgXo9TWnrq9v//t3D//e3l+8eriQEG0J58uIdtnVnQck9bLg8BqGiQCq2FkvUgC9tqUttqUj64e3Vg7Pd23qKnt9cPry7FVU5wkvdxZz6/O7q9x9uejlpWxkpvXt2/vcfn5rrMzITfRAEMhP9kAj01RQN1GmGGvRAD0tzPRaHJsqiCClKECzqplBvo8e3Dv7PT0/3bm88tKupocjfXk+uozz60fldedHWQbZs4D/CVb0g1tZWS8yEQ3hbMU/v79s1WBbirA79L03x6K6JBwPuHCrpb0wCEzUVhwQ68Ox0ZbMi7WN9jVdmu6uyAkJctK6dmJ4aKKOLE0Hu2lnxzgd2td9c312VH/j13fqjK7N3z00uTVWf2t/ZXxdxaLqquzI4zEXl7IGOyyt9K7ONMwO5raWBr27tDXblnlraAvB/eXrs6+vTy9P1RUmOHhbUsjTX6mwvuP2DMw0lya4GnE0mfBEnI9pQc2aYm465huhwa8pIe1qUt9atM9Mn9/d+92Lt9FJvRqTFltqY5ZmGoZbkCA/1cHe1wkQHsEC4h2acv1FCoEmAIy85xDwj0sbblj3enVec6oX772WnYaWvxKUIO5hrGKgxECF5TFlNDgXgV6GIWhryQAqoY9IihJ25ureLiaOVlpm+cly4q4Olmr0ZX5myCX/ydDZ1sNKTQiJVlCYQU2nkgCFkL3/EAxgJcAFsAwr8vKgQOWi/4HEA8K+hxtDTYRvocbFioMsD7JVo0pZmutYWhgCn4EUX4AQUASooDLqCwkYfG6AXGwFdDpOyYYPlNFTJhvcAHjkX14aTl5QQEYzSJykhJngy/39+GwcHugQJQnQT2YIACq/GUdbW4GjwmTqaXOQCSXIq3k0Sm8mmBIa6PEGvJsQTcBD5yOD/b5IMAQewEdqxRHqHN4H4YwkmIm3IhgsAlXBZDFgPBSkpOQkJic2bKLJSEHxwFtQemQh/wJKvQtNSVULogoky0mW4ORhsPK4TU1NWgM4HejlVl+SACZF3VJlyuNVQdb6KeHt9xu/f3y9K9zbXkdFSEWZtzIplpC4PSUyO9oiPcNPhy0eHOHU2FbTWZOvwZJmyRHFG0JsHJ1cX+26vT108PjTQkritN+/2uT0fHq39/Ztb51fGzh4eGOvO8HVQqS8Nev1g9chCz97p9l+/ufX+6Srw/+DK8okDI4piOI5HWrRtfLDll6cXvn95ZaQje2lnQ2dV5OJk1VBrUoS3ZkGqp6W+grGmFEWCUKUSPOomNboIV3GTkyn30J7+y8dmdm6tghfd3pfvbcc01xJ5eufw6SPjDBlisCP/P789P3NkByjDVItiqstoq8vW5soKmqmgWBiogtH4TEkdVQU2VQSmgEMlJreW/+/Pz17ePtJcErw635oXa788Wf/q6t7+6piD47U54VZpwabYYqMpbq8j5W/H/ubJiaRAU8h+Qbxze1mUu4WSIVfIRlcmPsAQ/HV6qX+oKQ2JwMtS+cba1OzWqr66lBAX7Vhfk7qCMBM1CUO++EBbFptKjPYWdjWmzIxU/PHNlb9+vbu22A7wDzfHH9vTdHpfR4AdIyfKbGVX/VBz/OWjQ3snKvrqY0vSnI/tbYfst5VHYHl0vn3f9mrylUSEWVdNJFL9qQM9CPOe1iqIG04mjOJUb39HNVzY/HgFLElmlOXDK/Md1dE/f1g/urejMMlxqj9/77YqlHMH+3JirMY702tzvWG+PCwZsX76aeEW0T66W1vT8uKdnE2oubHOOXEu+BG97DUt9RiZcT7W+izcTD0eTZUuqShOaHPl8V8lOYKnJMaQJaKDHLdvbdzSUkiXJTwd9SwNme42WkZaVOg/OEJfnQmDQPBU5FBxZcUIQy22sQ4XyQHVlCItRJURRoELQMiXldwEzUeyNQaNy4lSFUXh8KWRBcQJHodGVSAb4QJdACeQA0Sx4HSB9s2k4Ucml94Yr1bwJ0CdbI0gLcpigAVogudn8nJSgL3A9gP5CPaC4ToRqjkqCP5kZ1jQCjI/6Z/JUXSEEaRhvIFAcApFXoxBlUHWwF9hv3Gdro5mupoqMDJKVJiXzbhI/JVM75JkOgD4wUo4JjAPnAP2wLzA9kP/sR1Xhd2Af4QOaVFReUlJWXK6bnIkH/JubAzXFejjpqepGhXsjcQESVdVlhwdrAsNsAX4YcM4NGnoP2jUxdY4OyUGZEo2zKSKJsd4eTnpvri79uLe0dwktwhfQyVpEmMqsoSfs76pFo1NE4oPcy3OiVJjSWanBN67dpRNI5Crf/xw/enNlcXplhtntve3xEwNFhze0/bD64sof3539+mtQ4jlfi6ctBjLgwutbx4ePTjfvWus6dWD49+9PR0favTo2vLz20f7WzOj/A1Ht+S5WCo/u7761z8+LmxrgPO/dnL0+c35m2e2J4eZ+DrxshJdtDibWIoEkoKGkogmU1yXLcOjCrPkiNw4z7X9Q1kxjjj7joF8Sx2xHUOlPS3pmirE4kwbuCY50sHHSZMuRSSEOlYXJ0D5UR2Bf6aiEFQIcqTBkjHWoqMoSBC6qiJwKL9+vP7N87Mrcy2nD2zZ1pF17ej4+aXeKDf+vuGy8ZZ0JP+8aFsHXWl3E0qMt+7NkzsOzbTmxzk15AcD/DW5AV7WKhp0wlpHGv5lda7j1EKvk5488J8YYJIWar20o2WgMcPLirM00x7orKmlsqm/JcvaSNFYSzIu1CIv2fXIbAuwJ3ifNzdceHCq+sD2CicDiawIk7tntsHwH5ypfXx5FvsgldTk+vzn6x2AHyvnjwztHCrqa4xzNVeYGsgbbku9e2HnjoFCE01xU01plGh/86H23EgfnQNTddMDBUHOXISm2ACDK2vjz24uQvZnBgsjvTSfXJ0/srupMNG+IMFmoisjP8He00oJlOFqRp3ozinP8EyPsC5L90JyCXRUL8/0L8kIMNNSKMkMjgm0pYjjNxIGkyIIkM8CGaIuNpqxoU4c+iYzbersZEeEr7k6U9jDVj02yMbZggv8q6tIa7DlAX5y9F61jXHCgHnovIWhOpYAPzYiCzAVxeFpofZYBvg4O9qakO8SybEuxQFF+f+ONg30kmEYgAHUSV+9MVQumeFJHJNzgcDMKypIowBXG86ZfPcGTd2ANNnRHTtD5CH+gD0KKAD/xaFg5gWvGGHsBX4esi8mRL5fYDHIbgAAIUwE0K6nxXF1tEiMDXGyMzU30HCzN/VwNKfJCctLky9FWUpysAxk5/8N8AsUXsApOAX4RVtDFduxjq+APwlYgDQIctJQfhkxMVwpZF+ZLkN2lmIqeLvYcJUU9TW4VBkR3CWa3Ca2ksjWvsrJsZYgb2s5EXKqPIoUwVAgm2SBUvU1lfXVGcY6zMe3T3Y2Zl0/N3/74t7qgpD0GAdPaw5ThtBgktNjBrgagqeh//bmPC5jM8Tz508PInwt06Jcvnt9OSfW7fhi/61zOw7O1i/tbnlyc+nHd9d++3Lnzx8e1pdGVRYEnjoyFOSpkZvu+t27i7ev7Ns/2//m0an2mpjxvpz1o9uO7x/69eO1iiz/6aHiUHetl7eO/vntwysnpjtrYvbPVD6+PvPh8ZHLJyZSIi1jAg1bKqPzkt0Rnl3NVPVUpLQYYoYcWWUpQldF1FpH8cLq9kdXFlPCzQ15RGWOj5m2ZKCz2o/vLz++sZwd7+pioVJTFBkfYjfWU2ltwESiUaVuRr1EBbUx4Wgoi+vz5LCRrUjYGCr2taTBufz07uL6EdJjf/v4aGOe30RbckaI4VRX9mBtwnhbxmhzRlWat5WauBGHOLWv9+zSgI+1cmqI2cUjIxGeOi6mNB4OpSvjZ8/trU9am9tiry2jSSOCndR6apJaiiObi6Ps9BTnxutdzJhUcaKjJqkky9/FihXhbxTiqV2a5grsJQbqT/fnRXlptJYGn9zbFumuGu2t3lDgszxdN9WX+/rO0rlDA4lBhv2NCZ+eHh/uyDDiEwvbq04t9yzuqD66t/3W+vaJnqznt/YdmGlUpRHwF1psIW2OCAgxylf36olxfweWmbrwzNaStEjLptLQR1cXlnc1Vuf5WOuI7x4uwakjPdVbSgKqsjzggCy1RK20RJ2MZGuyfV1NKK0lYe1lETHe+k1FEaCAPWN1hqqiXXVpRWl+Vvp0TzsdXY4szKO3g15mnFdyhFNFbriSDBHqadhWk9xdn26tT+VSiHBvY3Nt+fgQBwt9NvTJUJMpvZkg+CoKG8OAblahSmpyaQIWQIV2tjHydbOxNtdDeAbmofwIz7AAUHjkZyTtjTxP9gWAPkPYBc/GgBggX1ocS+RtWbIR/kaSh/iLb/S0xZ4QYR6HAb+NxA51hWvAp4Q3xufdeHRPRgD8H+AESgFIQbtDZHwoLQpStNLG9FVw/oY65CSiGw/bNwveO4Cq4GIgucW5id6ulkpUcXgB8g0F+QhwsxKFfEUHnhIUAB4gB+BBMQLYC+wJ/oTLA/iVqApAvjKVSvZKFCU0+QxyuC46ORwinDxFWhTnQohiUkR4LInYCKfZqU47U569qaaiJCEJNyRFsBkS4CA9DYaeOjXQy+Ljy2sZCZ5zky1fP131sle1N6H52vO1mULQ/1BP47ntHYFuRoC9tTFbhUI0V6d9//amoZrM5+fnzx6ZMOaLr8x1jXVndtfFfHl56sXdlb/+fPvy3sm/fXcvPcHF2YZ168r8zctzAV5a3324cv/GoWf3Tj1/cGJue11eimN5jk9nXdLHx6eurk2j5sF8Pry8/89v7188OtlUEv789txvX05Djt49XOltjD+6v6s6zy/MQzva17ijMinQSd+EL6cFly5HaNA36bNFbfQUJvuK1g70BrupoSo7GlMuHp14cm3/h6eneprSchLcPGy4DmbK7jZqCaH2ynIEnyEMqGuqiLVWpdUURo/1lBvyZJVlsYXoa0lZPzL6y/sLL2/P791W8s8vVwbq4upzPT/fX750aODSwcGRpvTVne2xnnq+lir2ejIB9pwX1/cD+SCC84e2NhWHAfbI2J5Wyv4OqoFO/JXdHQn+xpEeOlaakucPjTkb0a4cm9o70ViZHWiuKY2TetnxHl5fNtKUcLNlB7ppNBUHXTk24mPD6KwMR6nMdL+8MmDOJ7ysKFFeamuLnWeXexHyjy103Dqzo68hHrfu7YMj+UkONfm+9y7uPLSnYaA1/smNPc9u7l1daLu5vpNLJWArlGQJHZ7k1q78whQX2AR4/mAX1d2j5e1VUW2VkedXR757dbKu0N9IlRhpTwP75MXZlKc7zw4Xp4WbeVrREwL0zdWFTyx04yvnRNv21sYjyOTGOKSFWx2cad81VDk9WH7m4Eh6tGNymHNReqgRX8HBlJOT4NXfknNyecxKTwF/OrCrvaM2UdCCM9RT31hd2kKXqsdX4CqJWxnxGfKw/cry0HkNDl2NRdVWV7E01UHCh5Aa6KgCVLDosNkIusACZJbslrfxMAxLgdQrAPVChAqDqsKgA/Dy0lLAPFakxOACxLEOSw8/LysjLrnRRhAfRGaGDm+gV0xVhUbq+UYHHuAc8Nsw4YLGtvDhYiymInazNjPgsxkCzMN7K9MU7CxNDbTVddRVgWpQGA4IayAnTk5CDPICIA21WZbG+JAU/gtqwA4K0uLyGx11AXhBgyUBBeBcWILCcHn4q4AdsA+2YB/4BYYc2YhSnU0BjDVVFQ20mHyWPE9ZEeeSE93EU1IgR85giBTlhGwbrr14am9pTizZA58uqqSwCTdaSR6BXwJxNyXW+6cvDxtK420MaPcuLzYWR2y05fB2t2SBlcO9TcO8zS8cn40JsdflyyRHu/3nd2D7NJTk49NzN8/NhXnoRXrreVgrDbam/vTx8revz//6zZ322pQLJ2Zqy2K6WzJ+/OZ6Z0vazsmGn765+f3H63euHLQwpH55eSY91qq3JfHprQOfnpyeG687Ot8Jw/nx0fGf317+8uQMXOWVk1sPz9X+9u3lD4+PjnVn/PT+7MdHKzW5flbaUrCabWXxVVnB7mZcPZXNpnxs0XA1Z2bHOpmoiTqb0mKDTFDJHl47kBJp+/bhWmmmf6Svsasly9NW1c6I0VASo8sRRXzAFzy0p/f1/bWagojzR6dK0wKbS6MtdSQOzNS/vXf4p7dnt/WkHZmr/eHl2r316SvHtpanOroYyuyfqEr0NXpwdjbOS9/VkILMnxhg9PHBandVTGGC0/bu3ChvncQg42gffTN1MROeWHm6L6Q+wJ6fGGCmKk+MtucacUW21CQD/+tHJlbne3W5wupMYrA9285YMTvBCaW+wP/swX4PC6qzsRwUeG60dH6szEpLBCwQ5MQuSLC/enxsqCX54M7GruoYJPCF7TVv7h+OC9R3MVc8Mtfy5cXq3LbSXz6d7qqLePvg4InlnoRQ0+Et+WpMAiywstCXGWOTHmm2OtfmZk5BjO9rSMxPcjq22P3j23PbevOstMXq8v2WZuqqc70CndkIEa1loXH+egmBBogJoLlQF7WO8kh4nPq8gMaCoP3b6+6d31Od4z87WjUzVNZWETvQlBsbaJ0S6uDnpFWVE2SrrzDeXZAZbVeZ7TfSkZ0T55gWYRvhpR8XYKrBIDJj3TPjfJwsNSwNOLIiBKFMkULR12AzFSU1+Ux9bS6kHvoJwEgDSxutdIErUADMNlADYRRkZiyR6hkUeYRyKCSDoqgoK0MF1sVEkdplJSUE/e2g5HSaApvFoG80jGExqUCk4GmZ4OEcwAyYAYEwAgjhMBTIBVgKQj7WsTPgjd2wgiXQDs0HksnZCEXJubpxhdgIalBSkOIqyWtwqPDbdhY6Xi5m5ETlNAk4l41BuEBhMvAauAyByReEDpwaUAfvIAUI1kFGAmrDRg6dIicuRJHejOPQ5IiasjQ2Q0xBCiyzSUYUgVZSUUIIOg+6CQ+0XFkavXdtxdNRD7qtoriJLkdYGnE3mjMTumoKkP3HN4511Kb7OGg4mTHvrM8dXeg9sW/Ax46H2J8e7RzpZ3Fz/UB/RzHM/+qB8X/++urd43NWBtTTh8YeXN1fluHrbsnE73rm4Nb//eXh7Qvz9y/vv3Ry5tKZXS62nEvndv/z96fRYZZrq+O/f73/5e3lq+vzlvoKCzsazh8b2ztde+xA93cv11/ePrK2rycp2Ag1/um1xff3j984Nb20s/7s0f6TBwe+eXV6z1jp1bWR5zf3wqxObskLcuZN9xWXpfkk+Jumh9uFuGj52qp6W3OifY302EK6rE32xvQwH8PrZ2bndzQjm5w6OB7iYRDlZ7ZjsAobX98/7uek0VASNTte/+7Rye/fXjww3VZXEHZpdfLc4TEgamaoAI76t0/nT+xrzYo1fn17/z++vfLhwXJTkV9TUWB3RZS7MQ2avzLT5mKgCBkE/h9fmt9SHZsZYTXWnpmf4BjgyE0INIH4G7CFCxLcIj31MyLsKjP99VlCnpas0lRvQ45ISoh1lI/RUGtWUbp3lL/h3UvzTub0mEDj+CCj9AjLG6e2R3pqwGlDgVGKkx1NeMTBmXpzdSEvK/qekdK1fd3rhwcjvbRjfPX2Tdbdv7SnLN0t2E01zEP17JEt8xPFX9+vnT3Ufe30GEJZfopLbJAZxFaPKza3rTHEVa27NqqrOsqEv8lKW6Ik1S0v0fHcka0nl 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 qM7LCAKP86kkP1uiiUScvx44KNyJv25xaIAlw8tYMSXE0MuMuio3uHBRCMRQkfB98nKzbUOhTCwmDbhFLQX4gXxMobqid0/yUv/rfgpbAvao26iKqK6E8s3WXkgX0I6qheqNgIl5wBKLOBo0H9kWCgfw4xQEL8gT7XnoFClNdbq1uQ7wT9hbvgrEEpKJDQgUzFIPn8uAHQGh4Gjy0vDXCgA5W5kJucWpRWfB2VHIssRlwBEH+joBooQoEh3YAsbiAL+nvUb1miwNpixDhhTmbWqsLWOgIeVhy67bmHx5aGdZLtKAvJUeRUdNjilPUiGLqypKOJhrdTRvjfA1P91a7+9meq7vFMK/Jodpa2GEZ0KRk/h/+fFa+vbIDDUAAAAASUVORK5CYII=& quot alt=& quot & quot /& & /strong& & & & & & em& Densely fractured plains (right) abutting tessera (bottom) both are embayed by younger plains (dark areas). A steep-sided volcanic dome (upper left) may be the source of the plains or unrelated to them, and older or younger than the tesserae. Magellan image at 46& #176 N, 360& #176 E, after Basilevsky and McGill (2007).& /em& & & & & Constraining the history is critical to understanding not only when and how resurfaced, but whether that activity has changed systematically through time. Were the plains formed in a short period by massive outpourings or by many thousands of small flows over their entire history? Or did many different mechanisms & #8211 including sedimentary processes & #8211 operate at different times and places? Globally, Venus exhibits perhaps even more tectonic deformation than Earth: what is its role in resurfacing the planet and have the regimes of tectonic deformation changed over time? How did tesserae, especially, accumulate their extraordinary degree of deformation?& & & & The interior of Venus is probably Earth-like, but not the same its core size is poorly constrained by Magellan gravity data. These data are consistent with an organised pattern of mantle convection but lack the resolution necessary to connect it with geological-scale features.& & & & & strong& - How does the Venus climate work and how do the Interior, Surface and Atmosphere Interact? & /strong& & & & & How and why the atmospheres of two Earth-like planets evolved so differently is one of the many compelling reasons to study Venus, directly addressing the question of how our own world became habitable. Understanding its evolution depends on knowing the exchanges between its interior, surface and space.& & & & & img src=& quot data:image ng base64, iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAPT8SURBVHhe3P0HcBzXle+Pv6qtcpWrVKVSqVgssshiKAaRFINIiqRAEhAIQMh5wCEmc2Y4OQ9mMINBzjkQBAnmTEpUpLIt2ZbjOnvX9q69ybte5337e+85rteJ/+/t033nTs8ABCXZ79X/+OvWuefeboDApw/O7e65/T+Wbn/14FKZGGED/opJbko+7SUO45YjLoUoru76H//jI0qcSxVBk0dg3Mlpqi42WPrS2UbHIZGRr 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 59xcB9f17ZgfyKgpL64qrmikZbXbO/0ZzQ2Xv0zpF6y8BRx5S3/cbw+fduv/u9L//rH/71V/d+eu/ez+7d+/G9ez/8IyP7p7+/92Np0vkTad75g1/d+/df/OlHv2agI6+TgPvPfssE4sH3j3/9xx/9BpJOhl//MY17NnwMOylKTiZPaQq5csRpX0lkcIg/jgihKUnZnXbJ9KlXEh+vknqMjLjoK6y/D9xVd08FsD9c3BnQBPpCuENgmrZq1hncIvrpvM7jOAdIdN0wW9m9y5ev5FLRn0ZfKWyotuHoI9lD2x4/sP2JQ+D+ybziguLqcuBebSwtNxQUNpVXmz3+zukzNz/5ub/9wc9+8+vf3/vve/f+6969X/z+3v9EnsZ0E3PQX9z75/9z759/ee9ffnXvX/9LSurI7r+/97M/MZ8uwvzot/f+/Vf3fvDLezgBMGFlp8Gv7/0AfxZ+xYSuH+H8+e0Pfvi7a6yYAVUqSzMnMUQ1BhdnSx4jjWd78YgQFw8lxmGcRSYJRKJHdWTylS8qQ5ypxXo57oJymwx3tmXgLoL9IeMusr4Q7lxp4lXKibsS58RnS9kxx0iF/nShzx1wT9dnpPcfySL6GfSbtm/dunfnE6jjD2zcspN9Bm/N1oKCspZo6sUXXvvO3//T//zP//3vP/jxF7/69Tc+9s71Z58/d+nW2MnzfWNneobPdvTPt3aeinbPR4avRCafi596uevCx0ZvfWbu7tduvvdPb/zNT//6+7/55n/84V9+ybI+iEfKly7FsGsywB3O9395799+wbbwf 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 eeqhAj30nuhPmQR+HwycAbcMsFCPPejfPQO3qOA9vg75Br3cK7ibAD8AdQC3ugWBccVfW+fQyPh7iV2fmgB5XI9AL8RLjNwNLYmkQxIMsl9L5C+QVbgs6WFPIhwAiwy6FvKg2DGrGEmW9xURZ5w3X3vKr2G10tirNFZdLHVd5fmjFJ0XTVzhVlmPf7o 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 kMFS8ENfhEC+0EgwsLc5TXwIk/xf3PyJ5J+vkHbmUe2WC63gah3GU3MIRx26epGZGCjW5lX3JFssRfQv8G3+TP554WYnx8/zqZIlWuZV7bVNHJOXLJiMT42VwBpOjswyqNRmEQYT2wpvm5mYuFEqsrMQXF6NLS+vBYGw1nFx7tYV0VV6I30zk1l9no7EMwX5tg/Jk6FVCYIok1fCoq4F4fDzGBtGvpY+r60PtFJvpXN0+AVgH0aPymLECQNOtXCFgu51UWNdxGAoN65EXM8FfXi7+8jLwy8zSL7PBlwvh2cXofDCGjYHpRVnJNUaToFxxpz1wIlaHtxdejxPdV17puLv5ldtks76QTzJ/lLHKIMjWltgjzrm69ZTbpCVaTdNkHUPDWKLEzehPJ9k9AZddHz1TZf7XHrlpROK05B5Vvu2uv0STN+9JTvHYi/vf3s8kAsesMxJP5AkEgysRxV0CfLoA4kjCfCoH+rr2U6EoS4Oob0mnq/HXBfiG9ZmZpbm5kEI/D1LuKnmB5QhRHLgVcfLEdZwMMNEA+HBIpgqyFntBPjEgXj83yOBwCuVmtlBPZauxVHE9XtyQB4mJABqsAXo5jF/fMsQ7uBPg1a+DckCWrSRyv3oxF 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& quot alt=& quot & quot /& & & & & & em& The lower/middle clouds of Venus as imaged by Akatsuki IR2 camera. Dark areas represent thicker clouds, which may represent volcanic plumes of ash or sulphate particulates. (JAXA/ISAS/DART/Damia Bouic)& /em& & & & & Models suggest that the clouds are maintained by a constant input of H& sub& & /sub& O and SO& sub& & /sub& , both of which vary considerably, perhaps because of volcanic emissions. Elevated D/H ratios indicate the loss of early oceans, but the & #8216 starting& #8217 mantle D/H ratio is unknown. Identification of granites in the ancient highlands would support this inference, but the direct detection and characterisation of volcanic volatiles is key to inferring past climate evolution.& & & & Beyond the specific investigations outlined above, however, the most important unknown factor in determining the present day state of Venus and its atmosphere, and how it arrived at that state, is the interaction between the interior, surface and atmosphere: the whole being more than the sum of the parts.& & & & & strong& References& /strong& & & & & Basilevsky and McGill (2007), Surface evolution of Venus, in Exploring Venus as a Terrestrial Planet, Geophysical Monograph Series 176, edited by L. W. Esposito, E. R. Stofan and T. E. Cravens, pp. 23-43, American Geophysical Union, Washington, DC& &
Publisher: Copernicus GmbH
Date: 08-10-2020
DOI: 10.5194/EPSC2020-637
Abstract: & & & strong& Abstract& /strong& & & & & The Atmospheric Chemistry Suite (ACS) [1], one of the four science experiments on board ESA-Roscosmos ExoMars 2016 Trace Gas Orbiter (TGO) mission has started science operations in March 2018. ACS consists of 3 infrared spectrometers targeting the unambiguous detection of trace gases of potential geophysical or biological interest. The dataset reported here concerns the methane detection attempts conducted during the first complete Martian year (almost two Earth years) of observations using ultra-sensitive occultation observing mode in orbit around Mars.& & & ol& & li& & strong& Observations& /strong& & /li& & /ol& & & The Trace Gas Orbiter (TGO) of the ESA-Roscosmos ExoMars mission has ended its trip to Mars, reaching the planet in October 2016. After a year-long aerobraking phase, its scientific mission has begun on April 22& sup& nd& /sup& , 2018 with the execution of the first solar occultation. The primary objective of TGO is to detect, map and locate trace gas sources, possibly revealing a residual geophysical (or even biological) activity on Mars. The instrument of interest here is the infrared spectrometer Atmospheric Chemistry Suite (ACS). ACS covers a wavelength range from 0.7 to 17 & #956 m at very high spectral resolution (& #955 / & #916 & #955 from 5,000 to 50,000). ACS operates in nadir and solar occultation. Its performances complete the TGO trace gas detection arsenal together with NOMAD, the other infrared sounder of TGO.& & & ol start=& quot & quot & & li& & strong& Results& /strong& & /li& & /ol& & & A large part of the first months of the ACS observing mission has enabled the sensitive search of gaseous methane over a substantial fraction of the Martian globe. The results from the first occultation up until early September 2018 will be presented. This period incidentally covered the onset, the full development, and the demise of the Planetary Encircling Dust Event observed by several other instruments orbiting currently around Mars. Observing conditions proved more favourable than anticipated, and it was possible in a few cases to probe the Martian atmosphere close to the surface (& km) where the MSL Curiosity rover has established the existence of a seasonally varying background level of CH4 concentrations ranging between 240 and 650 pptv [2].& & & & & img src=& quot data:image ng base64, 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quot alt=& quot & quot /& & & & class=& quot Sectiontext& quot & & span lang=& quot EN-US& quot & The first five months of ACS CH4 detection attempts were reported in [3], revealing the absence of methane detection over most of the Martian globe (Figure 1). Part of the attempts at that time was impaired by the presence of abundant amounts of dust particles that prevent observing the lower troposphere of Mars (& km) where methane, if detectable, presumably concentrates.& /span& & & & class=& quot Sectiontext& quot & & span lang=& quot EN-US& quot & The ACS dataset analyzed here covers a period of more than 25 months, which is five times more data (Figure 2) than previously analyzed. This gives us a chance to perform a deeper exploration into the potential presence of methane and the consequences it may have for our understanding of active geophysical and physicochemical processes prevailing at Mars.& /span& & & & class=& quot Sectiontext& quot & & span lang=& quot EN-US& quot & & img src=& quot data:image ng base64, 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 QZXneedMQGU/InBLV3G/3Mc5QixYvMntpFy1Z1DgCQYwP/HrAICp7DIOweAx/MPQDqXHpmtTJkUuSqWPPO7/ulnJlyskxdSiKkTWvd/90DI6rB3wuDcuzgI2+5LTJ5pK50qpNK0mmEim7U7Fn+OO45SWdBQ+s3fWCak4qrlrqcQ60v+3j4R+bMq537twpP8780d76V4+h4XX0hEEd8ehwwtjeWh00bt+M+8YQ6l379kjBXP5VvUi8645t9fxmVI3d5veXcQ0+lHn7l8qnGyZ47s3Yt9Bz7j6JrzZlFuSWhevL3ANLveTitAlTycbj293VPedWlewp0JMY0WN4tsh1l/ueZ0qc1rco1Oti6QvK/IPe60jelNlDfK5h/mdk3NbphpEJriKqcOz3vrDr9AGvouOXT3pdc3FAJdai6QsY1bT75v3rd4XtO/HKx08Iqbdqlapy7Pgx4zQFo/7aq68ZCbiJ+miAn+Mnjjd 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 l8OUrjbNVLnThwslbhfcw5eZb9ATZOm9VLF+swOaL4ayeyy0LDaxxHlbEzufB5N9+rU8dOEe4Gv12Jh7Ro3sLgBlnC3u//vkltu3DxQqlTSx1ECxeRT0d+arbetC8Cr/FOJkUmsODgKhmj+xHfvndHauaqbByd3LHQ9rnwHnVBFvJXk6HQOrPiXFq/UX2JFzeewSkyhmGbXL5keajNs4UmiY/wXieqBR8bHC1JW4xd3fphHNx3UJq3am4cXklzSqZDX8BRN0/uPMZD3feevWZcWac7v9rZrIvbt2w3fR02fJj5XdafheyE1lHUPus+Wvx3l9lzMrThwHr+wnkTBUObqiFBYDS27drP1ZaUKVKaPRMSJ0ps/If27tsrHw35yDj62nbcRzLfKRNhvN4ZV/yAIguUQREcaLNoelByTZA9jY2nSHcaR5PpsB6x E066svvjJ+V6wrxLLjxMzvG/bhML/dwXmPPAEA/SfyJ1QIiepH1j1UnNgbiWcOUA4ICQROFID70PAoRx0zzB82kbDCpmatvSTT5SXLO8VUakTVjTSNihiVjuVurPoI9S/2KrhdC3COqHfhdCwcGv2Vp30k0g0t29lbXkd1/gmTetPaXuEYLewf8IGJ9aX9peWrOJ8PGuhEjxXdSI+2zqmfFzj7Bw5xzm8IXt1jfxtcKlweEocFpM7ksWOa8uAkUJ4nBjUsYMfK15xgn8XeHpJUbev5O9oxQtNBHC22RVSe2K/RRjCXVqjqST1IHd21zMmdL7dRGVrJhvohqQHRDPDtUdGFZjf01z/fMqvZQLUJYK8jzhQ7PhLUqNGjnF69eznYXHWx9XocaZzYfrea0auCXsDNc58 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 R+u1xSmgq+ITzJ9sdSxBoMam7tpsFjAWT8RPcGXA7d6g3z5rRIvfrfrXWyU93R8on3X4SwyKCYUQa2PeT7ZEhhqIagSkAeOLik7yPp9lgPsiG0c/Nbps12bLM8jDHyHavBoF6B1RpBCjCvxaGLt3CDYmeCcQxa7t/EuSg2DuAHN3PUvy5fdb+bm/H39i4+kbbmr6iPhG+D5NVM86Asgl1zUkdl0gk8Ax53wqfOd5TXpL8Ex5sR//aSfiAFkgg7IRuPBf8+Wohy/80MzQ/3767xuP/exXjXeeeroftXQxa2UjvnWQ6tM9Ef0RhFR/xu8IFOH7bQeYNb+9svxhzoIfxRYYO9H+6nAP0+4tlWC7Oj7NtbHpsx5ovP60PutlT9qwhWEv8NOViwAYQWBWNUh2Qgjluw4Q6GV1g/gRzA3eGNMAz5uv8H1EXq3B1wxHCOmEdzSjCpgj5l8FyY7QF+WLcaj6s6vPOVe/+UKgdRTYBvh+/a4HommfYDo+57wWvJH3ai9JOTwbfnl0hT+WAOe6RCyEYuci5X2DVQihKJQK+/kfWik1qRiG+RfsShvK36v96kH/rChxDj/GhNERJvSjMqrMNZoawrOdz9DPTsBfb0WIHN/twJwwTurxpzz4bI7qNwK8lQbuiXX6NEGm7erv7Zr6+b57g34z65iocs0KtBAh+GmgP8yaBipCWdBOHSCbKERSMCQ0aTFJg0jjJFkbDPUB27BFZC7p1GTBUEjKpG7PZnNzeVa92RTUuG2vfRrXD1u6cd3iSzc2m2rqbhKhTF+kpAATWz0Gg6ZMikccsr+0bQSoyUm7RzgDaJSWYJDIT/322i2a6T3b7lTGgGZB+8NALrjggkZeVxqvFwHDt8RfMGu/9aUjpB9TgHAmv3K0XVstq9H3iAqpH9SJUn/rU05PS73MCURVOwhrIdxEPZF8X6R7T2AemeOEpthwgEDCehFWF9Gd+ltd8UxPZQ7UvbHJrAcar/vDrFk3bLBQJbavvftGY9sL92us8rstGksctnrjmN8eV/BSkB7iK4Av6IBxiGhaAUD2F3aNpcj4EEgJ04Rx1zFvYwnfMEUMGWC+7kegWIwbq5PnAkT/qt+cxigJx+okcLeL7KbZEfyq2rdgL3hj+aSlmVWBQz3mK2sjBQAztFS0GiAWQWza6y++OX47YlCfBmjWyhFNTsBxjikTNAIX9EHg+JjUZYyqS17rZcDXGDdzpG79Yy3Vrgjuqr8fv7URbSfEoL+A4C9i27gDQhJtW3k9rcwoDw/gf2ONWWuj9YcmknV1pNi+mgUNMNNw1fTYV2bNXGItGqQkpcYyjWqfMadUEcI9E8Gkw1SYwg0EpuYoOlCUX4ABYuJxz58NAixzAPbNjjXFcdxt4UWaA+0ZUrH3REaqD0AY2oDrTMWiEzEV5rFY5lUerP2nTzGciCg8OpvTbSYSdcfx6TyZ9YvoVsxM5LeySWo0DxKjdKkIE8Elvi3WWIukHRPgXpCGj3CkTHWS/EU+00bt3lUFSK6Nxn9sAa36mmuuKe1BkI03AYqgQxNhnkdczD9zJQhOvT3MjghUjCHBw7rKQHJ9CRBxpt4AY8vs25NQEc+OyXFsMmvtGUi87iuzNi/gBy0QQyNY1wGe1C1ZcBXhBeahORhz0ZIl8zPAmFejo3OgZonMj/vVI60KTYPLARiw8llVghljIGiR64RedAcDt1SquswryoijuQSvmau9i8lSepxH2Z6NOikJGBE3nDmoDmZtO45NNe1UhXnCf+/7ozw5UhLGhImyirEw0KKVQ/nwTeY24bueG4IgMtX0UzW2Omn3ErV/1K2ndcSr6IP+HikTaEq0B17rB2Nq7NEUuMkayv0WeFuvhzAld0RYATBpwl/sMY9eAkocuh30gZAAr/uSOrReZ19+j1VmrTP4BWigsQypL40i9TJ7kCjDh4TgkZ50oD9abjswKUxwdSNaNOcqkJxpPHZyqgPJl1QVA25Ck1SZqKsSGYnZhKj+fXWyrxYt8follunGKM+fd6GWhAnq1T6MIiRxE50WZvARGN8BTAzrIwkO7YDJVq5z/cE39Ord93SrH8M+eNgSjZ8e+dPClNWx0aYbFZM0kz1zOuEDsw5GDeGZjfjM9BmhoNPkbtcu18LHHv0UST1isnumXZkk1yp4xnxgkjdGGCsNrwoYIx97X4AJS5sQNnOT+V/5hDKEHXE1FkykCIA5hDiFZK0O/a0MRClnqmpW67frf7roT40c3Feu0/BYmIIoxrpK86wTIBj9AYyGydaf5XDmxNgC4zFQeE0wpSkHXncyLeo7eI2JIVosGFWgTbpO4I5+jvvGFQE1j40NuuKcVlo1TcM796t/dkELoSvKiyNG185lZV7R0rWD8CcWhnmWyTjoliMBGRNuB3AvrH6RWAk+oRnG15wyDvCV640rDkPZaputihCoX2NHPMINzdt3mYdoGcGB0IXZt8PBdm2Ka6FsRD9RkEDV3WOc6rDyKZu3uCw2OWf3ophQBCh1llfCper4mRfhrquXV/+NAWsT66S+wKjxDbhNmDAW+sKf+ihYlLAqPSLgKINl0xwJIJi77nnjDnwjt2J8q/HyTKeYGe+MrvjI/e4NWFICr1lgCay9Qb/N4ArUMOaH+Outkrivo0lAfKeYJ+AvwkByNHLRhOp+33gXw9JhwEDzNUfghDIFmjBdIvxVgADeCx8wgkpCBCQyEiMI33COli7Pe8cfIkHCumH4st2Y5YV5nbBnMJjqRIQkvhHDNpk8wz8emxCE1K79BAdaQFgngpmXRlX++zAz1Xaa9cyZeIRkLdiDn0l5mIJ6ES5aZEjcMalI81deeWV5hqZfbX+l2o6nykFsECamI2MyJiCJg3b6Q7AcSbIBQYhp5eEj60lzQZh9i36EDJiP9dRh6lQuQREBoh2ZM4Gk8a7gM+2wXjOESu/RyM1X7pbicsh+LwJSfHudWRtn1oYw0YawSIjoKxgnxMKf9hKyxhaZtuk2AABAAElEQVQMJF4LnCEgEZpoQghouzlmXFg+jJc/zC9wlaCif9GNEJDi2wl+xgjzA8YlGCz8ZiYGGCnhjAXP8/FXtZyUBz/+TxvDZYL5VdvsHH2iYQt8UhYtnKUP3gVzNLfgJGYbeF2to35OiVGWBC8sXuiNPlGuJEVM0NPPOH2xWpnTnsUIWYq4nvwO7VCglOuu6ctoU73OTr/1FyYtLodQ0EmgifdveuovLYxaIKC/uZfq8nNrR7gVIzBXm1if3PMXeB0BtlF29ei79b/+RNvQeYy3akKHq3ARMzfnIrjR5kv6NIKEMd2qgM5VYn7pL/7+nFq6CEvmH6gza/MUM4/yKZu+oz/Bn9oeeE1AVXdvMEbMmqRLwjPJTJa+AmIDyfh5TAoAiZZfcfkyoEEsaVI6pAokcz5lAy0LWV6S0TQjGzCSKKgSV1GbOpH0BAyk34ImgMlD+kccSMwmvLKCsSHyJhqC+0gO6grTs+OVc83b+Md5FxT/jahqpiO+46oUyt8cEdLqxUwxN+0Jhs0HQ8PG2BFxJpi6KV9bSXm7L7Jok2HLBHbvfgeUDGuYs+xBsjqpJxI+6C+/mYf4xRC0AEyMK4FUF22Je/09knJptf0lDOoJpA3JErJgxpBJ24cuMbRkZaJ1+x1/Vem43l7aSZXI1u9Xf5sviLkxYSLT/ 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 jjm1a/CGaE+0C5ca1caPNfZsBFozzvvPPSh+992KQp12z1+/TRfzONGaeVdPu+gYSrzr08WzB3SOONO1769S9/XbRd82+/ffYrQX551UIJTj3wBwc2v1P9j/7ryW7N+M8k46SLT724BJge8sND0rChwwotZhn5xje+kaaacqo0//zzp+wfTrPOOmvKbtO01z57le9nzTz8sMML7h7502x9zcGv6EneOyHdeO2NJRgs5+UvWistmJUSvc1r9/tt2cIrMoMugaojlh5RLDh4FYvA9ddcX8b3oQ9Hp/82Pgm+87HvZWvCIy8/kQZPPVu3b+904ZvLf7PwPPfNh9/89jedHv3kep17D/Rvtn9LYiQDOOe8c0rARDUPKv+sHNr8OW+PfqpxzfyLNjWpy/L5B2+8UZYJ8GWQnCI3OGm7HfAj1kHYvLWvJNVO6/a8E8EAkQCDxCNrmkAl0pvALVI4LZU1QEg+aS9AcBD/Tfgw4zqLQgS68d/L183 pw68Pto53XXXVeOYZ2oPxe/SZj61jssC58lZAJWciHrFz4nS5VoJOISBCDmSVgkaL6okFKjfU+edGpznENj/lNe884nvNiwxYoP3jIm2ok5cP/uezVuW3uDxuO/OjqKKEfl0tgEn5BWLfdgSQgwpiwrMrJJvmGDmFgyYg23dvcXLEPjJz9+730aV1bywjvfYuppSkrI 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 5+kHSUAiMFpNyaejUxr8Z6j7zLOBBdMSx/C6w023qCx1tprFbwWo2LOj9hs5baMcuW91i40kXArFqjKqCk/+hjTq4JsljE3qseNj9+xZcyq7zg/8S9nt33P/t6dgM8/aJ3xCRoNf7UN7caQJZMRPwPfxVUEEDA7JZmJZxzH6VX1/hwfyJM/Zed+MW3mYIGyVtr6SYkGAHOyCGnmVMsfrJXNBLbc45+yHtBazJxdqizV4l9iQmLiZNYGGdmK2XW1NVdLlkplIlKuV/+zXypTN7PZWw89XL1Vzp+97oZiepeEBTB1WB+bB64srHetajria 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 p843BUuVDjSjnPlypVT5NQYMGiARJQQSbJu9bqAfcDcRmY4cl/gAc88Yftg7Odjxo1RW77fImGrVESEEZETu7btUiZsLWADtgKYV9p2aOvmc0GYWN26dW2llCQ0eanZSxJ+xfoyZ/Yc8cp/7vnn3BKxkOSqSbMmatmSyAszcU6s+QCk04OzCtarkUxlr3WaoonWaZ3YILXq369h0OpgVJ8QXwgyoUtwQLjrE+5BXB9B+Pfdd7++n0mlTpNRB+sn1EgdnpkG+zpZagiPIDPZ4CGDhcvGGYv0fiRGIKF7TELy5El1OzljsomAdR84cFo1bvKRZlgsj7KZs3g6BXoUiuQFFqNZn3fSIWY3dKz1Hb3hy722kJzZIGXFyhWSiL 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& quot alt=& quot & quot /& & /span& & &
Publisher: EDP Sciences
Date: 03-2021
DOI: 10.1051/0004-6361/202140329
Abstract: Hydrogen chloride was discovered in the atmosphere of Mars for the first time during the global dust storm in Mars year (MY) 34 (July 2018) using the Atmospheric Chemistry Suite mid-infrared channel (ACS MIR) on the ExoMars Trace Gas Orbiter. The simultaneity of variations in dust and HCl, and a correlation between water vapour and HCl, led to the proposal of a novel surface-atmosphere coupling analogous to terrestrial HCl production in the troposphere from salt aerosols. After seasonal dust activity restarted in MY 35 (August 2020), we have been monitoring HCl activity to determine whether such a coupling was validated. Here we present a new technique for analysing the absorption features of trace gases close to the ACS MIR noise level and report that HCl mixing ratios are observed to rapidly increase in both hemispheres coincidentally with the onset of the MY 35 perihelion dust season. We present the temporal evolution of the vertical distribution of HCl (0.1–6 ppbv) and of dust activity in both hemispheres. We also report two observations of ppbv HCl below 10 km in the northern hemisphere during the aphelion period.
Publisher: Informa UK Limited
Date: 06-12-2019
DOI: 10.1080/08990220.2019.1699045
Abstract: Persistent post concussion symptoms (PPCS) describe the condition when an in idual experiences chronic symptoms, particularly fatigue, beyond the expected time of recovery. The aim of this study was to quantify the effect of fatigue and related ongoing symptoms on somatosensory and corticomotor pathways using reaction time (RT) testing, and single-pulse and paired-pulse transcranial magnetic stimulation (TMS). Eighty-three participants (nine female, mean age 37.9 ± 11.5 years) were ided into two groups (persistent symptoms versus asymptomatic) following self-report based upon previously published clinical symptom scores. All participants completed somatosensory and visuomotor RT testing, as well as corticomotor excitability and inhibition measurements via TMS. Participants in the persistent symptom group (
Publisher: American Geophysical Union (AGU)
Date: 31-07-2023
DOI: 10.1029/2023SW003540
Abstract: Despite the growing importance of planetary Space Weather forecasting and radiation protection for science and robotic exploration and the need for accurate Space Weather monitoring and predictions, only a limited number of spacecraft have dedicated instrumentation for this purpose. However, every spacecraft (planetary or astronomical) has hundreds of housekeeping sensors distributed across the spacecraft, some of which can be useful to detect radiation hazards produced by solar particle events. In particular, energetic particles that impact detectors and subsystems on a spacecraft can be identified by certain housekeeping sensors, such as the Error Detection and Correction (EDAC) memory counters, and their effects can be assessed. These counters typically have a sudden large increase in a short time in their error counts that generally match the arrival of energetic particles to the spacecraft. We investigate these engineering datasets for scientific purposes and perform a feasibility study of solar energetic particle event detections using EDAC counters from seven European Space Agency Solar System missions: Venus Express, Mars Express, ExoMars‐Trace Gas Orbiter, Rosetta, BepiColombo, Solar Orbiter, and Gaia. Six cases studies, in which the same event was observed by different missions at different locations in the inner Solar System are analyzed. The results of this study show how engineering sensors, for ex le, EDAC counters, can be used to infer information about the solar particle environment at each spacecraft location. Therefore, we demonstrate the potential of the various EDAC to provide a network of solar particle detections at locations where no scientific observations of this kind are available.
Publisher: Copernicus GmbH
Date: 15-05-2023
DOI: 10.5194/EGUSPHERE-EGU23-8669
Abstract: Mars Express, ESA's first flagship for Mars exploration, will reach the momentous milestones of 20 years in space and at Mars on 2 June and 25 December this year, respectively. Its scientific record is unprecedented for a mission which was initially planned for one Martian year. Since end 2003 Mars Express has gathered a wealth of data from the subsurface, surface, atmosphere, plasma environment and moons of the red planet in a quasi-uninterrupted and routine way. Furthermore, Mars Express is currently as scientifically active and productive as at any time through its lifetime in space, thanks to several additions and improvements recently made to its spacecraft and payload capabilities (e.g., MARSIS radar new subsurface and Phobos operative modes, radio frequency occultation measurements between Mars Express and ESA& #8217 s Trace Gas Orbiter using an upgraded MELACOM communications system, plasma sounding by ASPERA during MARSIS measurements, occultation observations during egress). Mars Express is expected to maintain and even enhance its scientific return over the next few years, should the mission be extended. Technical feasibility of further mission extensions has been reviewed and confirmed. The mission is constrained by 3 lifetime-limiting elements which are the remaining gyro lifetime, remaining fuel and the battery lifetime. However, it has been demonstrated that none of those 3 constraints is likely to prevent Mars Express from continuing its routine operations until beyond 2030. Whether Mars Express is extended or not, nominal archiving is proceeding at pace and higher-level data sets being produced in collaboration with the PI teams to optimise the Mars Express archive legacy.The mission and science operations teams, together with the mission scientists, are looking forward to several additional years of scientific productivity and discoveries. Successful joint science c aigns with the CNSA Tianwen/Zhurong orbiter and rover missions, UAE& #8217 s Hope orbiter mission, and especially the upcoming MMX mission to Phobos by JAXA should contribute to further augment Mars Express& #8217 20-year success story.
Publisher: Copernicus GmbH
Date: 22-07-2021
DOI: 10.5194/EPSC2021-678
Abstract: & & The VenSpec-H instrument is part of the EnVision payload which is currently being evaluated by ESA for mission selection. EnVision is a medium class mission to determine the nature and current state of geological activity on Venus, and its relationship with the atmosphere, to understand how Venus and Earth could have evolved so differently.& & & & VenSpec-H is part of the VenSpec suite [1], including also an IR mapper and a UV spectrometer [2] suite. The science objectives of this suite are to search for temporal variations in surface temperatures and tropospheric concentrations of volcanically emitted gases, indicative of volcanic eruptions and study surface-atmosphere interactions and weathering by mapping surface emissivity and tropospheric gas abundances. Recent and perhaps ongoing volcanic activity has been inferred in data from both Venus Express and Magellan. Maintenance of the clouds requires a constant input of H& sub& & /sub& O and SO& sub& & /sub& . A large eruption would locally alter the composition by increasing abundances of H& sub& & /sub& O, SO& sub& & /sub& and CO and perhaps decreasing D/H ratio. Observations of changes in lower atmospheric SO& sub& & /sub& , CO and H& sub& & /sub& O vapour levels, cloud level H& sub& & /sub& SO& sub& & /sub& droplet concentration, and mesospheric SO& sub& & /sub& , are therefore required to link specific volcanic events with past and ongoing observations of the variable and dynamic mesosphere, to understand both the importance of volatiles in volcanic activity on Venus and their effect on cloud maintenance and dynamics.& & & & To contribute to this investigation, VenSpec-H is designed to measure H& sub& & /sub& O and HDO contents in the first scale height of Venus& #8217 atmosphere and probe H& sub& & /sub& O, HDO, CO, OCS, SO& sub& & /sub& in the 30 to 40 km altitude range [3-8]. To assess the performances of our instrument at detecting volcanic eruptions, we defined a couple of scenarios of plume releases and simulated the corresponding spectra.& & & & To simulate the vertical transport of the plume and the horizontal advection by the dynamics, the LMD Venus Mesoscale Model [9] is used, based on the WRF dynamical core and the Venus IPSL radiative transfer. The domain is focused on Imdr Regio, where VIRTIS observed a hotspot anomaly possibly linked to volcanic activity [10]. Tracers were added to the model representing H& sub& & /sub& O, CO and SO& sub& .& & /sub& The chemistry and photodissociation sources and sinks are modelled by a linear relaxation of the tracer abundance toward a value representative of the deep atmosphere with a characteristic time. The deep atmosphere abundance is set to 130 ppm for SO& sub& & /sub& , 30 ppm for H& sub& & /sub& O and 20 ppm for CO. The relaxation time is set to 100 years for SO& sub& & /sub& , to 1000 years for CO and to 1 week, 1 month and 1 year for H& sub& & /sub& O representing the uncertainty of the chemistry timescale in that region. Several configurations are considered for the plume, an idealised set-up where the elevation height is fixed and the outgassing abundance is constant inside the plume and in time, and a more realistic set-up where a temperature and outgassing anomalies at the surface are prescribed is ongoing testing.& & & & The radiances of the nightside atmosphere of Venus originate from the thermal emission of the surface and atmosphere. The spectra were simulated from 1 to 2.5 microns, using ASIMUT-ALVL, a line-by-line radiative transfer code developed at BIRA-IASB [11]. CO& sub& & /sub& , H& sub& & /sub& O, HDO, CO, SO& sub& & /sub& , and OCS, as well as aerosols were included.& & & & The performances of the instrument will be described in terms of its capabilities to detect small variations in the atmosphere.& & & & & & & & & References& & & & [1] J. Helbert et al., & #8220 The VenSpec suite on the ESA EnVision mission to Venus& #8221 , & em& Proc. SPIE 11128, Infrared Remote Sensing and Instrumentation XXVII& /em& , 1112804 (2019).& & & & [2] E. Marcq et al., & #8220 Instrumental requirements for the study of Venus& #8217 cloud top using the UV imaging spectrometer VeSUV& #8221 , & em& Advances in Space Research& /em& , 68 (2021) 275-291.& & & & [3] B. B& #233 zard et al., & #8220 Water vapor abundance near the surface of Venus from Venus Express/VIRTIS observations,& #8221 & em& Journal of Geophysical Research, Planets, & /em& (2009) E00B39.& & & & [4] B. B& #233 zard et al., & #8220 The 1.10- and 1.18-& #956 m nightside windows of Venus observed by SPICAV-IR aboard Venus Express,& #8221 & em& Icarus, & /em& (2011) 173& #8211 .& & & & [5] A. Fedorova et al., & #8220 The CO& sub& & /sub& continuum absorption in the 1.10-and 1.18-& #956 m windows on Venus from Maxwell Montes transits by SPICAV IR onboard Venus Express,& #8221 & em& Planetary and Space Science, & /em& (2015) 66-77.& & & & [6] E. Marcq et al., & #8220 Remote sensing of Venus& #8217 lower atmosphere from ground-based IR spectroscopy: latitudinal and vertical distribution of minor species,& #8221 & em& Planetary and Space Science, & /em& (2006) 1360-1370.& & & & [7] E. Marcq et al., & #8220 A latitudinal survey of CO, OCS, H& sub& & /sub& O,and SO& sub& & /sub& in the lower atmosphere of Venus: spectroscopic studies using VIRTIS-H,& #8221 & em& Journal of Geophysical Research, Planets, & /em& (2008) E00B07.& & & & [8] E. Marcq et al., & #8220 Evidence for SO& sub& & /sub& latitudinal variations below the clouds of Venus& #8221 , & em& Astronomy & Astrophysics& /em& , 648 (2021) L8.& & & & [9] M. Lef& #232 vre, A. Spiga and S. Lebonnois, & #8220 Mesoscale modeling of Venus' bow-shape waves& #8221 , & em& Icarus& /em& , 335 (2019) 113376.& & & & [10] E. Smrekar, et al., & #8220 Recent Hotspot Volcanism on Venus from VIRTIS Emissivity& #8221 , & em& Data. Science& /em& , 328 (2010) 605.& & & & [11] A.C. Vandaele, M. Kruglanski and M. De Mazi& #232 re, & #8220 Modeling and retrieval of atmospheric spectra using ASIMUT& #8221 , & em& Proc. of the First 'Atmospheric Science Conference'& /em& , ESRIN, Frascati, Italy, 2006.& & & & & & &
Publisher: Springer Science and Business Media LLC
Date: 26-02-2020
Publisher: Copernicus GmbH
Date: 08-10-2020
DOI: 10.5194/EPSC2020-590
Abstract: & & & strong& Abstract& /strong& & & & class=& quot 1& quot & & span class=& quot s1& quot & We report retrievals in the 2.53 & #8211 2.79 & #956 m spectral range using the Atmopheric Chemistry Suite onboard of ExoMars Trace Gas Orbiter, which allow the simultaneous measurement of vertical profiles of H and O isotope ratios in water vapour in the Martian atmosphere. The large coverage of ACS MIR solar occultations provides the possibility to analyse the spatial, seasonal and diurnal variations of these ratios.& /span& & & & class=& quot 1& quot & & strong& & span class=& quot s1& quot & . Introduction& /span& & /strong& & & & class=& quot 1& quot & & span class=& quot s1& quot & Isotopic ratios in C, O and H provide important clues to understand the history and evolution of volatiles on Mars. Enrichment of the D/H ratio by a factor of approximately 5.5 in atmospheric water vapour with respect to the Vienna Standard Mean Ocean Water [1] has often been understood as evidence of the substantial atmospheric escape into space.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & On the other hand, oxygen isotope ratios in both water vapour and carbon dioxide do not show substantial enrichment of the heavier isotopes (e.g. [2],[3]). The lack of substantial fractionation therefore indicates the presence of a large reservoir of oxygen to exchange with the atmosphere [4].& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & In this work, we use solar occultation measurements made with the mid-infrared (MIR) channel of the Atmospheric Chemistry Suite (ACS), onboard ExoMars Trace Gas Orbiter (TGO) to measure the evolution of the vertical structure of the isotopic composition of water vapour& span class=& quot Apple-converted-space& quot & & & /span& (D/H, & sup& & /sup& O/& sup& & /sup& O& and & sup& & /sup& O/& sup& & /sup& O) at the terminator for a full Martian year.& /span& & & & class=& quot 1& quot & & strong& & span class=& quot s1& quot & . Measurements& /span& & /strong& & & & class=& quot 1& quot & & span class=& quot s1& quot & ACS consists of a set of three infrared spectrometers covering a total wavelength range from 0.7 to 17 & #956 m. The MIR channel, used in this study, is a cross-dispersion echelle spectrometer dedicated to solar occultation measurements in the 2.3-4.2 & #956 m (2300-4400 cm-1) range, with the main objective of measuring high resolution spectra (& #955 /& #916 & #955 & #8764 -50000) in a wide instantaneous spectral range (width 0.15-0.3 & #956 m). In order to cover the full spectral range, MIR is equipped with a steerable secondary grating that allows the selection of different diffraction orders [5].& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & In this work, we analyse MIR spectra in secondary grating positions 4 and 5, which allow the simultaneous measurement of several diffraction orders covering a spectral range from & span class=& quot Apple-converted-space& quot & & & /span& .67 to 2.79 & #956 m (3584-3745 cm-1) and 2.53 to 2.67 & #956 m (3745-3952 cm-1), respectively. We select spectral windows in several diffraction orders, which show absorption lines of the four main oxygen isotopologues of water vapour (H& sub& & /sub& & sup& & /sup& O& sub& ,& /sub& H& sub& & /sub& & sup& & /sup& O, H& sub& & /sub& & sup& & /sup& O, HD& sup& & /sup& O) and CO& sub& & /sub& & (see Figure 1).& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & & img src=& quot data:image/jpeg base64, 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 PirVfCSyrb20Wu2Vi0iyMv/AC1f590fzPHsmi+detcho7fDLSvh4NC8Sab4Y8WxvrOqalp+nTeJLJptIhv/ALm++nffLK7tI8kqO7pu2I8uzfXnUKEqdWUpHj4bDTp16spf9u/9van6JX2vCx8Ptr5sLucLEsv2WKEvdHdj5RF1389K840/41aHquj6jf6bomsXF/o9+mnXulrZ4vra4kgS5QOrMsYRoZY3EgkMfzAbt3FeO+C/i 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& quot alt=& quot & quot /& & /span& & & & class=& quot 1& quot & & em& & span class=& quot s1& quot & Figure 1: Ex le of& span class=& quot Apple-converted-space& quot & & & /span& one ACS MIR spectral window in diffraction order 224, measured at tangent heights of 19, 35 and 50 km. The black dots represent the measured spectra, and the green line shows the best fit to the data. The contribution from each species to the spectra is also shown, following the colours in the legend.& /span& & /em& & & & class=& quot 1& quot & & strong& & span class=& quot s1& quot & . Radiative Transfer Analysis& /span& & /strong& & & & class=& quot 1& quot & & span class=& quot s1& quot & The analysis of the spectra is performed using the NEMESIS code [6], which works under the optimal estimation framework. In particular, for each solar occultation, we retrieve simultaneous vertical profiles of pressure, temperature and volume mixing ratio of the four main water isotopologues.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & The pressure and temperature profiles can be constrained from the CO& sub& & /sub& & absorption lines under the assumption of hydrostatic equilibrium and a given CO& sub& & /sub& & volume mixing ratio profile, which we obtain from the Mars Climate Database [7]. In the case of the water vapour isotopologues, the volume mixing ratios can be constrained from the depth of the corresponding absorption lines, which are observed up to 60 km approximately.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & The retrieval scheme is applied to all ACS MIR observations made with secondary grating positions 4 and 5 for a full Martian year, covering a wide range of latitudes, seasons, and local time, and enabling, for the first time, the study of the climatology of both the O and H isotopic ratios in Martian water vapour.& /span& & & & class=& quot 1& quot & & strong& & span class=& quot s1& quot & . Summary and Conclusions& /span& & /strong& & & & class=& quot 1& quot & & span class=& quot s1& quot & Vertical profiles of the isotope ratios in the four main water vapour isotopologues (D/H, & sup& & /sup& O/& sup& & /sup& O& and & sup& & /sup& O/& sup& & /sup& O) at the terminator are obtained using solar occultation measurements by the Atmospheric Chemistry Suite onboard ExoMars Trace Gas Orbiter.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & The large coverage of ACS solar occultation measurements allows, for the first time, the analysis of& span class=& quot Apple-converted-space& quot & & & /span& the variations of the O and H isotopic composition of water vapour for a full Martian year.& /span& & & & class=& quot 1& quot & & strong& & span class=& quot s1& quot & References& /span& & /strong& & & & class=& quot 1& quot & & span class=& quot s1& quot & [1] Owen, T., Maillard, J. P., de Bergh, C., and Lutz, B. L..: Deuterium on Mars: The abundance of HDO and the values of D/H, Science, 240, 1767 LP - 1767, 1988.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & [2] Webster, C. R., Mahaffy, P. R., Flesch, G. J., Niles, P. B., Jones, J. H., Leshin, L. A., Atreya, S. K., Stern, J. C., Chrsitensen, L. E., Owen, T., Franz, H., Pepin, R. O., and Steele, A.: Isotope Ratios of H, C and O in CO2 and H2O of the Martian Atmosphere, Science, 341, 260 LP & #8211 263, 2013.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & [3] Krasnopolsky, V.A., Maillard, J. P., Owen, T., Toth, R. A., Smith, M. D.: Oxygen and carbon isotope ratios in the martian atmosphere, Icarus, Vol. 192, Issue 2, 2007.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & [4] Jakosky, B. M.: Mars Volatile Evolution: Evidence from Stable Isotopes, Icarus, 94, 14-31, 1991.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & [5] Korablev et al.: The Atmospheric Chemistry Suite (ACS) of Three Spectrometers for the ExoMars 2016 Trace Gas Orbiter, Space Science Reviews, vol. 214, pag. 7, 2017.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & [6] Irwin, P., Teanby, N., de Kok, R., Fletcher, L., Howett, C., Tsang, C., Wilson, C., Calcutt, S., Nixon, C., Parrish, P.: The NEMESIS planetary atmosphere radiative transfer and retrieval tool, Journal of Quantitative Spectroscopy and Radiative Transfer,109, 1136-1150.& /span& & & & class=& quot 1& quot & & span class=& quot s1& quot & [7] Forget, F., Hourdin, F., Fournier, R., Hourdin, C., Talagrand, O., Collins, M., Lewis, S. R., Read, P. L., and Huot, J-P: Improved general circulation models of the Martian atmosphere from the surface to above 80 km, Journal of Geophysical Research: Planets, 104, 24155-24175, 1999. & /span& & &
Publisher: American Society of Neuroradiology (ASNR)
Date: 26-10-2023
DOI: 10.3174/AJNR.A8034
Publisher: Copernicus GmbH
Date: 23-03-2020
DOI: 10.5194/EGUSPHERE-EGU2020-22228
Abstract: & & The Trace Gas Orbiter, TGO, has in March 2020 concluded its first Martian year in its 400km, 74 degrees inclination, science orbit. It has been a highly successful year, starting with the rise, plateau and decay of the major Global Dust Storm in the summer of 2018. This has enabled interesting results to be derived on the water vapour distribution, dynamic behaviour and upward transport as a consequence of the dust storm. The characterisation of the minor species and trace gasses is continuing and a large number of profiles is produced every day. A dedicated search of methane has shown that there is no methane above an altitude of a few km, with an upper limit established at about 20 ppt (2& #8729 & sup& -11& /sup& ). The solar occultation technique used by the spectrometers has definitely proven its strength, both for its high sensitivity and for its capability of making high resolution altitude profiles of the atmosphere. Climatological studies have been initiated and will become more important now that a full year has passed, even if the full potential will be visible only after a few Martian years of operation. The FREND instrument has characterised the hydrogen in the shallow sub-surface on a global scale at a spatial resolution much better than previous missions have been able. It has found areas at surprisingly low latitudes with significant amounts of sub-surface hydrogen, most likely in the form of water ice. The CaSSIS camera has made a high number of images over a large variety of targets, including the landing sites of the 2020 ESA and NASA rovers, Oxia Planum and the Jezero Crater. Stereo imaging has enabled topographic information and precise 3-D landscape synthesis.& & & & This presentation will summarise the highlights of the first Martian year and discuss planned activities for the near and medium term future.& & & & The ExoMars programme is a joint activity by the European Space Agency (ESA) and ROSCOSMOS, Russia. It consists of the ExoMars 2016 mission, launched 14 March 2016, with the Trace Gas Orbiter, TGO, and the Entry Descent and Landing Demonstrator, EDM, named Schiaparelli, and the ExoMars 2020 mission, to be launched in July/August 2020, carrying a Rover and a surface science platform to the surface of Mars. & strong& & br& & /strong& & &
Publisher: Elsevier BV
Date: 10-2021
Publisher: American Association for Cancer Research (AACR)
Date: 14-09-2018
DOI: 10.1158/1078-0432.CCR-18-0763
Abstract: Purpose: In the central nervous system, distinguishing primary leptomeningeal melanocytic tumors from melanoma metastases and predicting their biological behavior solely using histopathologic criteria may be challenging. We aimed to assess the diagnostic and prognostic value of integrated molecular analysis. Experimental Design: Targeted next-generation sequencing, array-based genome-wide methylation analysis, and BAP1 IHC were performed on the largest cohort of central nervous system melanocytic tumors analyzed to date, including 47 primary tumors of the central nervous system, 16 uveal melanomas, 13 cutaneous melanoma metastases, and 2 blue nevus–like melanomas. Gene mutation, DNA-methylation, and copy-number profiles were correlated with clinicopathologic features. Results: Combining mutation, copy-number, and DNA-methylation profiles clearly distinguished cutaneous melanoma metastases from other melanocytic tumors. Primary leptomeningeal melanocytic tumors, uveal melanomas, and blue nevus–like melanoma showed common DNA-methylation, copy-number alteration, and gene mutation signatures. Notably, tumors demonstrating chromosome 3 monosomy and BAP1 alterations formed a homogeneous subset within this group. Conclusions: Integrated molecular profiling aids in distinguishing primary from metastatic melanocytic tumors of the central nervous system. Primary leptomeningeal melanocytic tumors, uveal melanoma, and blue nevus–like melanoma share molecular similarity with chromosome 3 and BAP1 alterations, markers of poor prognosis. Clin Cancer Res 24(18) 4494–504. ©2018 AACR.
Publisher: EDP Sciences
Date: 26-09-2019
DOI: 10.1051/0004-6361/201936234
Abstract: Oxygen isotope ratios provide important constraints on the history of the Martian volatile system, revealing the impact of several processes that might fractionate them, such as atmospheric loss into space or interaction with the surface. We report infrared measurements of the Martian atmosphere obtained with the mid-infrared channel (MIR) of the Atmospheric Chemistry Suite (ACS), onboard the ExoMars Trace Gas Orbiter. Absorption lines of the three main oxygen isotopologues of water vapour (H 2 16 O, H 2 18 O, and H 2 17 O) observed in the transmission spectra allow, for the first time, the measurement of vertical profiles of the 18 O/ 16 O and 17 O/ 16 O ratios in atmospheric water vapour. The observed ratios are enriched with respect to Earth-like values ( δ 18 O = 200 ± 80‰ and δ 17 O = 230 ± 110‰ corresponding to the Vienna Standard Mean Ocean Water). The vertical structure of these ratios does not appear to show significant evidence of altitudinal variations.
Publisher: American Geophysical Union (AGU)
Date: 12-2021
DOI: 10.1029/2021JE006992
Abstract: Isotopic ratios in atmospheric CO 2 are shaped by various processes throughout Mars' history, and can help understand what the atmosphere of early Mars was like to sustain liquid water on its surface. In this study, we monitor the O and C isotopic composition of CO 2 between 70 and 130 km for more than half a Martian year using solar occultation observations by the Atmospheric Chemistry Suite onboard the ExoMars Trace Gas Orbiter. We find the vertical trends of the isotopic ratios to be consistent with the expectations from diffusive separation above the homopause, with average values below this altitude being consistent with Earth‐like fractionation ( δ 13 C = −3 ± 37‰ δ 18 O = −29 ± 38‰ and δ 17 O = −11 ± 41‰). Using these measurements, we estimate that at least 20%–40% of primordial C on Mars has escaped to space throughout history. The total amount of C lost from the atmosphere is likely to be well in excess of this lower limit, due to carbonate formation and further sink processes. In addition, we propose a photochemical transfer of light O from H 2 O to CO 2 to explain the larger enrichment in the ratio in H 2 O than in CO 2 .
Publisher: Springer Science and Business Media LLC
Date: 31-10-2023
Publisher: Springer Science and Business Media LLC
Date: 11-03-2019
DOI: 10.1007/S10014-019-00335-0
Abstract: Diffuse gliomas (grades II-IV) are amongst the most frequent and devastating primary brain tumours of adults. Currently, patients are monitored by clinical examination and radiographic imaging, which can be challenging to interpret and insensitive to early signs of treatment failure and tumour relapse. While brain biopsy and histologic analysis can evaluate disease progression, serial biopsies are invasive and impractical given the cumulative surgical risk, and may not capture the complete molecular landscape of an evolving tumour. The availability of a minimally invasive 'liquid biopsy' that could assess tumour activity and molecular phenotype in situ has the potential to greatly enhance patient care. Circulating extracellular vesicles (EVs) hold significant promise as robust disease-specific biomarkers accessible in the blood of patients with glioblastoma and other diffuse gliomas. EVs are membrane-bound nanoparticles shed from most if not all cells of the body, and carry DNA, RNA, protein, and lipids that reflect the identity and molecular state of their cell-of-origin. EVs can cross the blood-brain barrier and their release is upregulated in neoplasia. In this review, we describe the current knowledge of EV biology, the role of EVs in glioma biology and the current experience and challenges in profiling glioma-EVs from the circulation.
Publisher: Copernicus GmbH
Date: 28-03-2022
DOI: 10.5194/EGUSPHERE-EGU22-8391
Abstract: & & On June 10, 2021, the European Space Agency (ESA) announced the selection of EnVision as its newest medium-class science mission. EnVision's overarching science questions are to explore the full range of geoscientific processes operating on Venus [1, 2]. It will investigate Venus from its inner core to its atmosphere at an unprecedented scale of resolution, characterising in particular core and mantle structure, signs of past geologic processes, and looking for evidence of past liquid water. Recent modeling studies strongly suggest that the evolution of the atmosphere and interior of Venus are coupled, emphasizing the need to study the atmosphere, surface, and interior of Venus as a system. The nominal science phase of the mission will last six Venus sidereal days (four Earth years). EnVision will downlink 210 Tbits of science data, using a Ka-/X-band comms system with a 2.5 m diameter fixed high-gain antenna. As a key partner in the mission, NASA provides the Synthetic Aperture Radar, VenSAR.& & & & The EnVision payload consists of five instruments provided by European and US institutions. The five instruments comprise a comprehensive measurement suite spanning infrared, ultraviolet-visible, microwave and high frequency wavelengths. This suite is complemented by the Radio Science investigation exploiting the spacecraft TT& C system. All instruments in the payload have substantial heritage and robust margins relative to the requirements with designs suitable for operation in the Venus environment. This suite of instruments was chosen to meet the broad spectrum of measurement requirements needed to support EnVision science investigations. Two parallel competitive industrial studies will continue in the Definition Phase B1, to complete trade-offs, consolidate requirements and interfaces, produce system specifications,& support development of the science operations, calibration strategies, science products definition under the responsibility of the Future Missions Department (SCI-F) and under the authority of the EnVision Study Manager until Mission Adoption Review (MAR) scheduled in 2024.& & & & & [1] ESA's EnVision Assessment Study Report: sci.esa.int/web/cosmic-vision/envision-assessment-study-report-yellow-book. [2] EnVision mission website: www.envisionvenus.eu.& &
Publisher: Copernicus GmbH
Date: 15-05-2023
DOI: 10.5194/EGUSPHERE-EGU23-2831
Abstract: The surface of Titan displays evidence of fluvial and aeolian activity. Rainfall on Titan results in fluvial landforms (FLs), lakes, and seas. Unlike Earth, this rainfall is predominantly liquid methane. Titan& #8217 s surface conditions allow for liquid methane and ethane to be stable. Although the rainfall is primarily methane, this methane (liquid density ~424 kg/m3) can be photolyzed to form ethane (liquid density ~544 kg/ m3), resulting in lakes and rivers of ethane. Liquid ethane is more likely to be fed back into rivers and lakes by springs and play a formative role in the lower reaches of rivers. Changes in fluid density from the source (methane) to the terminus (ethane) of Titan& #8217 s rivers may affect the flow dynamics of the river. Methane fed rivers are likely episodically active since rainfall, which is concentrated in the poles, lasts 10-100 hours each Titan year (30 Earth years). Although precipitation is limited in the mid-latitudes, FLs have been observed in these regions. Titan is also covered by vast regions of active dune fields, primarily within the equatorial latitudes. They are composed of hydrocarbon and nitrile sand-sized particles forming from photochemical reactions in Titan& #8217 s atmosphere. Although observations of Titan are limited, interactions between rivers and dunes have been observed. Limited data availability means modelling fluvial and aeolian processes is one of the best methods to understand active and previously active processes on Titan. Here we report the initial study by the Working group on Aeolian-Fluvial Terrain Interactions (WAFTI), based at the European Space Agency, which examines the effects of these processes in synergy under Titan conditions, using a combination of modelling and geomorphological analysis. We hypothesise that these interactions could have implications for the distribution and planforms of Titan FLs. To simulate the interactions between fluvial and aeolian processes on Titan, we developed the Titan Aeolian-Fluvial Interactions model. This is a landscape evolution model based on a coupled implementation of the Caesar-Lisflood fluvial model, and Discrete ECogeomorphic Aeolian Landscape model (DECAL) dunes model. The Caesar-Lisflood fluvial model routes water over a digital elevation model and calculates erosion and deposition from fluvial and slope processes and changes elevations accordingly. The DECAL model is based on the Werner slab model of dunes, which simulates dune field development through self-organization. Several scenarios shall be modelled: (1) a continuous methane river, flowing in a straight channel with linear dunes migrating towards the channel parallel to its length (2) a continuous methane river flowing towards a dune field with crest lines perpendicular to the direction of flow (3) simulation scenario (1) but altered slope to represent the three different reaches (source, mid-reaches, and termination) of the channel and simulate for both methane and ethane flows by altering fluid density (4) simulation scenario (1) with an episodically active river and continually active dunes. The findings of these simulations may help understand the drainage patterns and distribution of FLs and methane/ethane across Titan.
Publisher: Copernicus GmbH
Date: 23-03-2020
DOI: 10.5194/EGUSPHERE-EGU2020-17962
Abstract: & & The water vapour vertical distribution is an eloquent gauge of the relative roles of the various sources, sinks and processes that control the Martian water cycle. However, its behaviour is still poorly studied while it is instrument for our understanding of the loss of water from Mars to space, which results from the transport of water to the upper atmosphere where it is disassociated to hydrogen atoms that later escape. We use the Atmospheric Chemistry Suite on the ExoMars Trace Gas Orbiter to characterize the water distribution with altitude. Here we present results of the Atmospheric Chemistry Suite (ACS) instrument NIR channel for the first year of TGO observations covering the almost full year from Ls 160& #176 of the Martian year 34 (April 2018) to Ls 130& #176 of the Martian year 35 (January 2020). Simultaneous measurements of the water vapour mixing ratio, temperature and dust vertical distribution and formation of water ice clouds allow us to constrain the complex water behaviour and estimate the saturation state of H2O. Water profiles during the 2018-2019 southern spring and summer stormy seasons show that high altitude water is preferentially supplied close to perihelion and that large supersaturation occurs even when clouds are present. Here we attempt to complete the story by studying water vapor during the northern spring and summer to explore whether saturation impacts water transport between hemispheres in this season. The data analysis of MY35 was supported by RSF (project No. 20-42-09035).& &
Publisher: Copernicus GmbH
Date: 23-09-2022
DOI: 10.5194/EPSC2022-642
Abstract: & & & strong& Abstract& /strong& & & & & The geological record provides convincing evidence for very recent volcanic activity on Mars (e.g. Horvath et al. 2021, Icarus 365, 114499). In this talk we present the results of Braude et al. (2022, A& A 658, A86), in which a comprehensive analysis was performed of solar occultation observations from the ACS MIR instrument from MY 34 to 35, in search of three tracers of residual volcanic outgassing from the surface of Mars: SO& sub& & /sub& , H& sub& & #173 & /sub& S and OCS. We found no statistically significant detections of either of these three molecules, instead imposing upper limits of 20 ppbv of SO& sub& & /sub& , 15 ppbv of H& sub& & /sub& S, and 0.4 ppbv of OCS. We thereby estimated that volcanic outgassing from the surface of Mars must be below 2 ktons day& #173 & sup& -1& /sup& .& & & & & strong& Introduction& /strong& & & & & Several pieces of geological evidence indicate the presence of residual volcanic activity in the Tharsis and Elysium regions dating back only a few million [1] or even hundreds of thousands [2] of years, with the InSight Lander recently confirming present-day seismic activity in the Cerberus Fossae region [3]. On Earth, volcanic emission is dominated by carbon dioxide, water vapour and sulphur species, notably sulphur dioxide (SO& #173 & sub& & /sub& ) but with smaller amounts of hydrogen sulphide (H& sub& & /sub& S) and the occasional detection of carbonyl sulphide (OCS). Previous ground-based observations of sulphur species on Mars, however, have not resulted in any confirmed detections, instead imposing lowest disc-integrated upper limits of 0.3 ppbv of SO& sub& & /sub& [4,5], 1.5 ppbv of H& sub& & /sub& S [6] and 1.1 ppbv of OCS [7]. In this talk we summarise the results of [8], in which we used solar occultation measurements from the mid-infrared channel of the Atmospheric Chemistry Suite (ACS MIR, [9]) instrument from the start of the ACS science phase in MY 34 to the end of MY 35, in search of SO& sub& & /sub& , H& sub& & /sub& S and OCS in Mars& #8217 lower atmosphere.& & & & & img src=& quot & quot alt=& quot & quot /& & & & & Fig. 1: Retrieved vertical profiles of SO& sub& & /sub& upper limit values from each of the 190 processed solar occultations between L& sub& s & /sub& = 165 - 280& #176 of MY 34 and L& sub& s& /sub& = 140 - 350& #176 of MY 35. Yellower colours indicate an increased density of retrieved values. & em& (Reproduced with permission from Fig. 4 of [8])& /em& & & & & & strong& Method& /strong& & & & & We made use of three sets of ACS MIR data each obtained using different diffraction grating positions that are sensitive to different wavenumber ranges. 190 in idual occultations carried out using grating position 9 were analysed, covering a time period of L& sub& s & /sub& = 165 - 280& #176 of MY 34 and L& sub& s& /sub& = 140 - 350& #176 of MY 35. This grating position covers the strongest SO& sub& & /sub& absorption features in the wavenumber range covered by ACS MIR. Using the RISOTTO radiative transfer and retrieval code [10], we performed retrievals of this data within a wavenumber range of 2481 and 2492 cm& sup& -1& /sup& , which is sensitive to a series of overlapping SO& sub& & /sub& and CO& sub& & /sub& absorption lines, and imposed upper limits by deriving the volume mixing ratio (VMR) of SO& sub& & /sub& that would result in a change in goodness of fit (& #967 & sup& & /sup& /n) to the observed spectra above a given threshold.& & & & Equivalently, we searched for H& sub& & /sub& S in two spectral windows between 3827 and 3833 cm& sup& -& /sup& & sup& & /sup& and around a single absorption line at 3839.2 cm& sup& -1& /sup& covered by grating position 5, of which we analysed 86 occultations between L& sub& s& /sub& = 164 - 218& #176 and L& sub& s& /sub& = 315 - 354& #176 of MY 34. Finally, we searched for OCS in two spectral windows between 2908 - 2912 and 2923 - 2927 cm& sup& -1& /sup& , corresponding to the P and R branches respectively of an OCS absorption band in a wavenumber region that is mostly devoid of other gas absorption lines. This region is covered by grating position 11, for which there is almost complete coverage between L& sub& s& /sub& = 163& #176 of MY 34 and L& sub& s& /sub& = 355& #176 of MY 35. Upper limits for these two molecules were imposed by averaging retrieved vertical VMR profiles from adjacent rows on the MIR detector.& & & & & strong& Results and Perspective& /strong& & & & & We found no significant detections (& & #963 ) of any of these three molecules, instead deriving our best upper limits of 20 ppbv of SO& sub& & /sub& , 15 ppbv of H& sub& & #173 & /sub& S and 0.4 ppbv of OCS. The latter value is the lowest reported upper limit of OCS in the Martian atmosphere to date, as opposed to the previous value of 1.1 ppbv reported by [7]. However, SO& sub& & /sub& is expected to dominate in concentration relative to H& sub& & /sub& S and OCS in volcanic emission. We estimate that during the period of observation, no more than 750 ktons of SO& sub& & /sub& could be present in the entire Martian atmosphere, implying surface outgassing of SO& sub& & /sub& below 2 ktons/day. Future targeted measurements of sulphur species in regions associated with historic volcanism (e.g. the Tharsis region, Elysium Planitia) could shed greater light on the probability of residual present-day volcanism.& & & & & strong& References& /strong& & & & & [1] Neukum, G., Jaumann, R., Hoffmann, H., et al. 2004, Nature, 432, 971& & & & [2] Horvath, D. G., Moitra, P., Hamilton, C.W., Craddock, R. A, & Andrews-Hanna,J. C. 2021, Icarus, 365, 114499& & & & [3] Giardini, D., Lognonn& #233 , P., Banerdt, W. B., et al. 2020, Nat. Geosci.,13,205& & & & [4] Encrenaz, T., Greathouse, T. K., Richter, M. J., et al. 2011, A& A,530,A37& & & & [5] Krasnopolsky, V. A. 2012, Icarus,217,144& & & & [6] Khayat, A. S., Villanueva, G. L., Mumma, M. J., & Tokunaga, A. T. 2015, Icarus,253,130& & & & [7] Khayat, A., Villanueva, G. L., Mumma, M. J., & Tokunaga, A. T. 2017, Icarus,296,1& & & & [8] Braude, A. S., Montmessin, F., Olsen, K. S., et al. 2022, A& A,658,A86& & & & [9] Korablev, O., Montmessin, F., Trokhimovskiy, A., et al. 2018, Space Sci. Rev.,214,7& & & & [10] Braude, A. S., Ferron, S., & Montmessin, F. 2021, J. Quant. Spec. Rad. Transf.,274,107848& &
Publisher: Copernicus GmbH
Date: 23-09-2022
DOI: 10.5194/EPSC2022-684
Abstract: & & The Visual Monitoring Camera (VMC) is a small camera onboard Mars Express, initially intended to provide visual confirmation of the separation of the Beagle 2 lander. In 2007, a few years after the end of its original mission, VMC was turned on again to obtain full-disk images of Mars for outreach purposes (Ormston et al., 2011). As VMC obtained more images, the scientific capabilities of the camera became evident (S& #225 nchez-Lavega et al., 2018), and finally the small camera was upgraded to be a new scientific instrument, with an agreement between the European Space Agency (ESA) and the University of the Basque Country (Spain UPV/EHU). In this work we describe the calibration and technical efforts that are allowing us to maximize the scientific output from this small camera.& & & & & img src=& quot & quot alt=& quot & quot /& & & & & Figure 1. Image of VMC before launch (left) and scheme from the Flight User Manual (right)& & & & & & & & & VMC is also called the Mars webcam, as it is similar to a typical webcam of the 2000s. The sensor has a a 640x480 pixel array, and a Field of View (FOV) of 30& #186 x40& #186 . This wide FOV, together with the elliptical orbit of Mars Express, enables full-disk observations from apocenters, which are the most common product of VMC. It is also possible to use this wide FOV to image large sections of the limb, and therefore monitor the occurrence of high altitude aerosols, as shown by S& #225 nchez-Lavega et al. (2018).& & & & & img src=& quot & quot alt=& quot & quot /& & & & & Figure 2. Full disk of Mars as seen by VMC.& & & & & & & & & & strong& Operations& /strong& & & & & Since 2018 VMC operations follow a similar routine as those used for other science instruments. The Science Ground Segment takes care of the Medium Term Planning (MTP) following the inputs from the science team. The science team performs the Short Term Planning (STP). Fig. 3 shows a typical VMC observation, which consists of a default image, followed by one to several loops of 6 images that use a set of predefined exposures. The exposure times are set to maximize the dynamic range of the final science products obtained by combining the in idual images.& & & & & img src=& quot & quot alt=& quot & quot /& & & & & Figure 3. Scheme of a typical VMC observation.& & & & & & & & & & strong& Calibration of images& /strong& & & & & The images are calibrated following the standard scheme of subtracting a dark current and iding by a flatfield image. The flat field correction is much more relevant than the dark correction in the quality of the final images after calibration. No onground calibration is known for VMC, therefore the dark current and flat-field corrections used are based only on in-flight observations. The dark was obtained by pointing VMC to the sky, specifically the area of Eridanus, where few bright stars are present.& & & & The flat-field was created using dark-corrected images of flat portions of Mars that were well and uniformly illuminated, as free as possible from large structures, and as flat as possible.& & & & Calibrated images are routinely archived at ESA& #8217 s Planetary Science Archive (PSA), as described by Ravanis et al. (2020)& & & & & img src=& quot & quot alt=& quot & quot /& & & & & Figure 4. VMC dark (left) and flat (right).& & & & & & & & & & strong& Geometry& /strong& & & & & The original documents indicate the design parameters for the orientation of VMC in the reference frame of MEX, and for the pixel resolution (iFOV). However, the accurate parameters once VMC was mounted on MEX were never measured on the ground. In addition to this, we find that the timest of images suffers a random shift of a few seconds. As a result, we have 5 free parameters: 3 Euler angles for the attitude relative to the MEX reference frame the pixel resolution (iFOV) and the shift in time from the actual timest to the labeled timest .& & & & In order to determine the attitude and iFOV of VMC relative to Mars Express, we used images showing stars. Many of these observations covered the stars of the constellation of Orion, because several suitable stars are present in that region of the sky. During these observations the spacecraft maintains a fixed attitude, therefore, the time related uncertainty is not present and only 4 free parameters remain: 3 Euler angles, and the pixel size. These parameters are shown in table 1.& & & & & img src=& quot & quot alt=& quot & quot width=& quot & quot height=& quot & quot /& & & & & Table 1. VMC geometric parameters as given by the Flight User Manual (FUM) and calibrated values.& & & & The shift in time was estimated from observations showing Phobos. The relative speed of Phobos as seen from Mars Express is high, and therefore it is possible to use its position as an accurate clock. We find that our images are usually obtained between 6 and 13 seconds before the labeled time, but we find random variations. Subtracting 10 seconds is considered a good strategy in most cases, but this uncertainty remains as a limitation.& & & & & img src=& quot & quot alt=& quot & quot /& & & & & Figure 5. VMC image showing the stars of Orion (left), and Phobos in front of Mars (right). Red circles represent the expected position before calibration. Green circles are the expected positions according to the new calibration.& & & & & & & & & & strong& Conclusions& /strong& & & & & Within the expectable limitations, the performance of this new instrument is very good and VMC is enabling novel science results and techniques (e.g. Hern& #225 ndez-Bernal et al. 2021). This is in part because VMC provides some capabilities that are not common among instruments in orbital planetary missions. Even with no on-ground calibration available, it has been possible to calibrate the camera, both photometrically and geometrically. Some hardware limitations remain, and others have been partially overcome with specially developed operational strategies.& & & & & & & & & & strong& References& /strong& & & & & Hern& #225 ndez& #8208 Bernal et al. (2021). A Long& #8208 Term Study of Mars Mesospheric Clouds Seen at Twilight Based on Mars Express VMC Images.& & & & Ormston et al. (2011) An ordinary camera in an extraordinary location: Outreach with the Mars Webcam.& & & & Ravanis et al. (2020). From engineering to science: Mars Express Visual Monitoring Camera's first science data release.& & & & S& #225 nchez-Lavega et al. (2018). Limb clouds and dust on Mars from images obtained by the Visual Monitoring Camera (VMC) onboard Mars Express.& &
Publisher: Springer Science and Business Media LLC
Date: 24-05-2022
DOI: 10.1007/S00234-022-02975-0
Abstract: Molecular biomarkers are important for classifying intracranial gliomas, prompting research into correlating imaging with genotype (“radiogenomics”). A limitation of the existing radiogenomics literature is the paucity of studies specifically characterizing grade 2–3 gliomas into the three key molecular subtypes. Our study investigated the accuracy of multiple different conventional MRI features for genotype prediction. Grade 2–3 gliomas diagnosed between 2007 and 2013 were identified. Two neuroradiologists independently assessed nine conventional MRI features. Features with better inter-observer agreement (κ ≥ 0.6) proceeded to consensus assessment. MRI features were correlated with genotype, classified as IDH-mutant and 1p/19q-codeleted (IDH mut /1p19q codel ), IDH-mutant and 1p/19q-intact (IDH mut /1p19q int ), or IDH-wildtype (IDH wt ). For IDH wt tumors, additional molecular markers of glioblastoma were noted. One hundred nineteen patients were included. T2-FLAIR mismatch (stratified as 50%, 25–50%, or 25%) was the most predictive feature across genotypes (p 0.001). All 30 tumors with 50% mismatch were IDH mut /1p19q int , and all seven with 25–50% mismatch. Well-defined margins correlated with IDH mut /1p19q int status on univariate analysis (p 0.001), but this related to correlation with T2-FLAIR mismatch there was no longer an association when considering only tumors with 25% mismatch (p = 0.386). Enhancement (p = 0.001), necrosis (p = 0.002), and hemorrhage (p = 0.027) correlated with IDH wt status (especially “molecular glioblastoma”). Calcification correlated with IDH mut /1p19q codel status (p = 0.003). A simple, step-wise algorithm incorporating these features, when present, correctly predicted genotype with a positive predictive value 91.8%. T2-FLAIR mismatch strongly predicts IDH mut /1p19q int even with a lower threshold of ≥ 25% mismatch and outweighs other features. Secondary features include enhancement, necrosis and hemorrhage (predicting IDH wt , especially “molecular glioblastoma”), and calcification (predicting IDH mut /1p19q codel ).
Publisher: Springer Science and Business Media LLC
Date: 18-12-2019
DOI: 10.1038/S41467-019-13593-5
Abstract: Neuroinflammation is often associated with blood-brain-barrier dysfunction, which contributes to neurological tissue damage. Here, we reveal the pathophysiology of Susac syndrome (SuS), an enigmatic neuroinflammatory disease with central nervous system (CNS) endotheliopathy. By investigating immune cells from the blood, cerebrospinal fluid, and CNS of SuS patients, we demonstrate oligoclonal expansion of terminally differentiated activated cytotoxic CD8 + T cells (CTLs). Neuropathological data derived from both SuS patients and a newly-developed transgenic mouse model recapitulating the disease indicate that CTLs adhere to CNS microvessels in distinct areas and polarize granzyme B, which most likely results in the observed endothelial cell injury and microhemorrhages. Blocking T-cell adhesion by anti-α4 integrin-intervention ameliorates the disease in the preclinical model. Similarly, disease severity decreases in four SuS patients treated with natalizumab along with other therapy. Our study identifies CD8 + T-cell-mediated endotheliopathy as a key disease mechanism in SuS and highlights therapeutic opportunities.
Publisher: Springer Science and Business Media LLC
Date: 27-06-2019
Publisher: American Association for the Advancement of Science (AAAS)
Date: 17-01-2020
Abstract: Mars once hosted abundant water on its surface but subsequently lost most of it to space. Small amounts of water vapor are still present in the atmosphere, which can escape if they reach sufficiently high altitudes. Fedorova et al. used data from the ExoMars Trace Gas Orbiter spacecraft to determine the distribution of water in Mars' atmosphere and investigate how it varies over seasons. Water vapor is sometimes heavily saturated, and its distribution is affected by the planet's large dust storms. Water can efficiently reach the upper atmosphere when Mars is in the warmest part of its orbit, and this behavior may have controlled the overall rate at which Mars lost its water. Science , this issue p. 297
Publisher: Wiley
Date: 22-03-2022
Location: United Kingdom of Great Britain and Northern Ireland
Location: United Kingdom of Great Britain and Northern Ireland
No related grants have been discovered for Michael Buckland.