<?xml version="1.0" encoding="UTF-8"?><rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0" xmlns:media="http://search.yahoo.com/mrss/"><channel><title><![CDATA[The Satellite Mapping Blog]]></title><description><![CDATA[The Satellite Mapping Blog]]></description><link>https://satelliteblog.cgg.com/</link><image><url>https://satelliteblog.cgg.com/favicon.png</url><title>The Satellite Mapping Blog</title><link>https://satelliteblog.cgg.com/</link></image><generator>Ghost 2.1</generator><lastBuildDate>Fri, 03 Apr 2026 01:30:58 GMT</lastBuildDate><atom:link href="https://satelliteblog.cgg.com/rss/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[52 years...Happy anniversary to us!]]></title><description><![CDATA[<p>At Viridien Satellite Mapping we have a long heritage of developing cutting-edge satellite remote sensing-derived solutions across a huge range of markets. </p><p>For over 50 years, we’ve been delivering valuable data and insights to our clients making us one of, if not the longest-established private satellite remote-sensing company in</p>]]></description><link>https://satelliteblog.cgg.com/happy-anniversary-to-us/</link><guid isPermaLink="false">66fa5cb0a637a81a34e0a755</guid><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Mon, 30 Sep 2024 08:20:08 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1530103862676-de8c9debad1d?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDEwfHxoYXBweSUyMGFubml2ZXJzYXJ5JTIwfGVufDB8fHx8MTcyNzY4NDA2Mnww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1530103862676-de8c9debad1d?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=M3wxMTc3M3wwfDF8c2VhcmNofDEwfHxoYXBweSUyMGFubml2ZXJzYXJ5JTIwfGVufDB8fHx8MTcyNzY4NDA2Mnww&ixlib=rb-4.0.3&q=80&w=1080" alt="52 years...Happy anniversary to us!"><p>At Viridien Satellite Mapping we have a long heritage of developing cutting-edge satellite remote sensing-derived solutions across a huge range of markets. </p><p>For over 50 years, we’ve been delivering valuable data and insights to our clients making us one of, if not the longest-established private satellite remote-sensing company in the world. </p><p>Over that time, we have evolved into a variety of specialist teams, spanning a wide range of markets, capabilities, and solutions. Our long heritage directly correlates to our expertise in remote sensing data processing. If there is an EO data set out there, you can be certain we have played with it and found suitable and unsuitable applications for it. By partnering with us, you benefit from that expertise and knowledge base without having to take on the trial-and-error risk yourself.</p><p><strong>Who are our teams?</strong></p><p><strong>Imagery and Data Services (IDS) team:</strong> Focused on building bespoke remote sensing solutions and providing imagery from the global Earth Observation marketplace (open access and commercial) for internal and external clients. The team handles R&amp;D projects that push the boundary of what is possible with Earth Observation data for some of the largest energy and resource companies in the world. We have reseller agreements with a broad array of satellite operators offering optical, elevation, multi/hyper-spectral and Synthetic Aperture Radar (SAR) datasets so that we can offer you the best data for your project. We can either provide this data directly to you, sometimes at discounted rates due to our reseller status, or we can complete our own value-add processing to help you get more actionable insights from the imagery, quicker. </p><p><strong>InSAR team:</strong> Our dedicated InSAR teams produce high precision (mm/year), ground and structure displacement datasets from across the Earth. Our InSAR provision offers the full spectrum of scopes the technology and market allow. Spanning markets such as Mining, Oil and Gas, CCS, Geothermal, Natural Hazards (e.g. Volcanoes, Earthquakes, Landslides and Sinkholes), Infrastructure Structural Health Monitoring (Tunnelling, bridges, dams, slopes) and forensic analysis services for Insurance and legal cases. Our InSAR team has existed for over 30 years, matching the birth of the first SAR satellite for monitoring the Earth's land surface, ERS-1 in 1991. This makes our InSAR team one of the oldest, if not the oldest commercial satellite InSAR team in the world. With all the years of experience providing InSAR to our customers, we have developed our own optimized algorithms and workflows for specific applications to help us generate the highest precision, most reliable data and reports for our clients. A key element in guaranteeing our customers get the most out of InSAR data which we have learnt over these many years is to provide a “one-team” approach to projects with our clients. Only through strong collaboration and dialogue between end-users and our InSAR experts can we give you the best ground displacement solution for your needs and for you to get the support you need to easily make sense of the data and use it to make informed decisions. </p><p><strong>Offshore exploration and environment teams:</strong> We have been identifying and mapping natural oil seepage slicks (for use as an oil and gas exploration tool and to de-risk proposed offshore CCS projects) and pollution slicks (for regulatory or forensic pollution monitoring) for several decades. Our slicks database is unique, global, and ever-growing as new imagery is collected and interpreted. We’ve even partnered with companies seeking out sunk and lost vessels including WW2 battleships!  We apply the same satellite and processing technologies to SeaScope, which proactively monitors offshore pollution across individual facilities to entire corporate portfolios, supporting our clients with compliance commitments and sustainability goals, and early warning of potential spill events. </p><p><strong>Geology team:</strong> Focused on generating exceptional satellite-based geological and mineralogical interpretations and models, plus structural cross-sections of the Earth from continent to outcrop scale. These provide vital insight and value during early exploration for energy and mineral exploration. Their latest achievement is our BareEarth+ datasets which are derived from specialized processing of entire archives of satellite imagery. This is an enormous achievement and something only attainable by companies with extraordinary computing power and highly specialized remote sensing and geology experts, such as Viridien. This moonshot product is just the beginning, but is already making waves with our clients in the energy and resource exploration space.</p><p><strong>Innovation team:</strong> Made up of data scientists and developers to propel our IT infrastructure, architecture, data science, ML/AI, workflows and analysis tools into the future for the production teams. They enable us to play with all the open-source and commercially available data we can get our hands on and run it through our workflows at pace and scale. Powered by Viridien’s world-leading High Powered Computers (HPC), we can perform complex analysis on the biggest EO datasets, at industry-leading speeds.</p><p><strong>The support of Viridien</strong> and all its support functions, ~40 global offices and 3500+ employees including the AI lab, Geotechnical Engineers, Minerals &amp; Mining team, Geology team, Multiphysics group, Instrumentation and all the experts and Geoscientists who give our data greater contextual meaning and our clients the solutions they need. </p><p>We are inspired by how far we’ve come in the past 50+ years and are excited to see what the future holds! If you think Viridien Satellite mapping can benefit your business, please get in touch - <a href="mailto:satellite.info@Viridiengroup.com">satellite.info@Viridiengroup.com</a></p>]]></content:encoded></item><item><title><![CDATA[SatExplorer: doing the heavy lifting in EO data delivery, visualization, and analysis]]></title><description><![CDATA[<p>We’re very excited to formally release <strong>SatExplorer </strong>- VIRIDIEN (formerly CGG) Satellite Mapping’s web-based platform to deliver, visualize, and analyze data from VIRIDIEN Satellite Mapping. </p><p>It’s nothing new that <strong>Earth Observation datasets are becoming exponentially larger</strong>. It's also not new that <strong>gaining valuable intelligence and information from</strong></p>]]></description><link>https://satelliteblog.cgg.com/we-listen-we-deliver/</link><guid isPermaLink="false">66987187c8e4700dc4825bd2</guid><dc:creator><![CDATA[Duncan Witts]]></dc:creator><pubDate>Thu, 18 Jul 2024 02:12:33 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1527672809634-04ed36500acd?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDEzfHxFYXJ0aCUyMGRhdGElMjBkZWxpdmVyeXxlbnwwfHx8fDE3MjEyNjg3MDR8MA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1527672809634-04ed36500acd?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=M3wxMTc3M3wwfDF8c2VhcmNofDEzfHxFYXJ0aCUyMGRhdGElMjBkZWxpdmVyeXxlbnwwfHx8fDE3MjEyNjg3MDR8MA&ixlib=rb-4.0.3&q=80&w=1080" alt="SatExplorer: doing the heavy lifting in EO data delivery, visualization, and analysis"><p>We’re very excited to formally release <strong>SatExplorer </strong>- VIRIDIEN (formerly CGG) Satellite Mapping’s web-based platform to deliver, visualize, and analyze data from VIRIDIEN Satellite Mapping. </p><p>It’s nothing new that <strong>Earth Observation datasets are becoming exponentially larger</strong>. It's also not new that <strong>gaining valuable intelligence and information from these datasets is becoming a bigger challenge</strong>. Compounding these challenges, the beneficiaries and <strong>end-users are often not Earth Observation scientists</strong> or data scientists. In almost all cases, <strong>end-users want an intuitive, accurate, and secure solution</strong> to quickly gain insights from these datasets. <strong>SatExplorer has been developed to address these challenges and desires of our customers. </strong>SatExplorer is the vehicle to help our carefully and expertly handled data benefit our customers. The vehicle is important, but clients want this with the reassurance that the data and tools being served to them via SatExplorer are of the <strong>highest industry standards</strong>. </p><p>The Satellite Mapping team at VIRIDIEN was formed over 50 years ago and has been leading the commercial use of satellite remote sensing data in a variety of industries ever since. Our highly experienced Earth Observation data specialists have worked closely with clients in those industries and taken on their feedback to ensure SatExplorer doesn’t just address their objectives and pain points, but fulfils them.</p><p>To cope with the ever-increasing size of EO datasets and the computer processing required to make sense of it all, VIRIDIEN is uniquely placed amongst our competitors. We have access to the supercomputing, AI-data-crunching powerhouse of VIRIDIEN's High Powered Computing (HPC) with <strong>over 500 petaFLOPS of computing power</strong> – that’s over 500 quadrillion floating-point operations per second. Or in an Earth Observation sense, it allows us to make and iterate through stacks of 1000's of interferograms in seconds not days, or process the entire archive of ASTER multispectral data to produce the barest Earth mosaic possible: VIRIDIEN’s BareEarth+. This frees up our Remote Sensing experts' time to build reports and deliverables that are even more catered to specific end-user requirements derived from datasets only VIRIDIEN can produce. </p><p><strong>SatExplorer can incorporate the full range of VIRIDIEN Satellite mapping EO and EO-derived datasets including InSAR data.</strong> In this case, gaining ground displacement insights is a major requirement facing engineers and other end users interested in monitoring the performance of engineered assets. This is to identify areas that may require intervention before hazards emerge. VIRIDIEN’s SatExlorer and InSAR data are a perfect combination for asset stakeholders interested in risk management of structures such as Tailings Storage Facilities (TSFs) seen in the screenshot below. Here, the Engineer of Record (EOR) and the Responsible Tailings Facility Engineer (RTFE) can both access the same monitoring data, quickly identify the spatial distribution of ground displacement, and interrogate the time series of movement behind each pixel. Not only does this provide them with many magnitudes more monitoring measurements, but SatExplorer gives them the intuitive tools to make sense of this vast data set and identify, for example, where ground displacement is accelerating ahead of a potential slope failure. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2024/07/image-1.png" class="kg-image" alt="SatExplorer: doing the heavy lifting in EO data delivery, visualization, and analysis"></figure><p><strong>SatExplorer is cloud-hosted</strong> for faster access and removing the headache of downloading data before you can gain value from it. Geotechnical professionals and other stakeholders only need their login and an internet connection to visualize, filter, analyze, and download their data.</p><p>For asset owners requiring <strong>portfolio monitoring</strong>, SatExplorer can provide you with customised dashboards highlighting specific data across all of your sites in one place. We are experienced in building and visualizing data sets so that we can highlight the information that matters most to you. And if what matters to you changes, we will change your data in SatExplorer with you so that the data you buy is always as actionable as we can make it.</p><p><strong>SatExplorer supports direct integration with GIS applications</strong>. We are so committed to making sure our data delivers maximum impact, that our data can seamlessly be fed into your GIS applications to complement your existing workflows and reporting. Or indeed, if you are looking for a monitoring data integration solution that incorporates all your ground-based instrumentation and EO-derived data sets, <strong>VIRIDIEN’s all-encompassing geotechnical monitoring solution is iSiteCentral</strong>. You can read more about that and enquire on our website. </p><p><strong>But if it’s Satellite Mapping data that you want to visualize and analyze quickly, precisely and at scale, look no further than SatExplorer from VIRIDIEN. </strong></p><p>Our hope is to continue to work closely with our clients to make sure SatExplorer and our data sets are providing solutions to their objectives, requirements, and pain points. We will continue to seek out feedback and to further develop our products and services to maximize the successes that can be reached by us and our customers, together.  </p>]]></content:encoded></item><item><title><![CDATA[A new cover, still highly specialized]]></title><description><![CDATA[<p>On the 16th May, CGG announced to the world that we are changing our name to Viridien. We have been CGG or similar for over 90 years so this is pretty big news. But today is the day we officially launch our new brand. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2024/06/image-1.png" class="kg-image"></figure><p>Viridien, (<a href="https://fra01.safelinks.protection.outlook.com/?url=http%3A%2F%2Fwww.viridien%2F&amp;data=05%7C02%7CEd.Sage%40CGG.COM%7C9794dc7d515042a3729908dc89340799%7C307ea68275e14701a1146c42f9ff0d24%7C0%7C0%7C638536103761035528%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=Rn7OmQCwZ0eHx%2B8S%2BJ6EH7zOe%2BHNo94jKoBTdLIpMdY%3D&amp;reserved=0" rel="noreferrer noopener">www.viridiengroup.com</a>), is an</p>]]></description><link>https://satelliteblog.cgg.com/we-are-viridien/</link><guid isPermaLink="false">6666ff315c213111b0b4c9aa</guid><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Mon, 10 Jun 2024 13:47:59 GMT</pubDate><media:content url="https://images.unsplash.com/flagged/photo-1557839389-8512f2e2ab97?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDN8fGNoYW1lbGVvbnxlbnwwfHx8fDE3MTgwMjY5NjV8MA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/flagged/photo-1557839389-8512f2e2ab97?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=M3wxMTc3M3wwfDF8c2VhcmNofDN8fGNoYW1lbGVvbnxlbnwwfHx8fDE3MTgwMjY5NjV8MA&ixlib=rb-4.0.3&q=80&w=1080" alt="A new cover, still highly specialized"><p>On the 16th May, CGG announced to the world that we are changing our name to Viridien. We have been CGG or similar for over 90 years so this is pretty big news. But today is the day we officially launch our new brand. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2024/06/image-1.png" class="kg-image" alt="A new cover, still highly specialized"></figure><p>Viridien, (<a href="https://fra01.safelinks.protection.outlook.com/?url=http%3A%2F%2Fwww.viridien%2F&amp;data=05%7C02%7CEd.Sage%40CGG.COM%7C9794dc7d515042a3729908dc89340799%7C307ea68275e14701a1146c42f9ff0d24%7C0%7C0%7C638536103761035528%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=Rn7OmQCwZ0eHx%2B8S%2BJ6EH7zOe%2BHNo94jKoBTdLIpMdY%3D&amp;reserved=0" rel="noreferrer noopener">www.viridiengroup.com</a>), is an advanced technology, digital and Earth data company that pushes the boundaries of science for a more prosperous and sustainable future. With our ingenuity, drive and deep curiosity we discover new insights, innovations, and solutions that efficiently and responsibly resolve complex natural resource, digital, energy transition and infrastructure challenges.  </p><p>Sophie Zurquiyah, CEO, Viridien, said: “Our new name, Viridien, connects our company’s history to our future, confidently positioning us for accelerated growth as an Advanced Technology, Digital and Earth Data Company.” </p><p>At Satellite Mapping, we’ve also gone by many names over our 50 year heritage such as NPA, Fugro NPA, CGG and now Viridien. But we remain the same team, dedicated to delivering high-quality work! CGG’s rebrand to Viridien will provide Satellite Mapping with greater visibility and allow us to grow and expand in our current and prospective markets.  </p><p>These are exciting times. We are Viridien.</p>]]></content:encoded></item><item><title><![CDATA[Resolution evolution: Newly launched and upcoming notable Earth observation news]]></title><description><![CDATA[<p>In the rapidly advancing landscape of satellite technology, prominent players are consistently achieving remarkable milestones by expanding their constellations to not only provide higher revisits, but to ensure extraordinary resolution capabilities. </p><p><strong>Maxar</strong>'s WorldView Satellite Constellation is poised to make a great leap forward with <strong>WorldView Legion</strong> which will provide</p>]]></description><link>https://satelliteblog.cgg.com/resolution-evolution/</link><guid isPermaLink="false">663468a1f9a5f30414bd4b78</guid><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Fri, 03 May 2024 05:10:36 GMT</pubDate><media:content url="https://satelliteblog.cgg.com/content/images/2024/05/Capture1.PNG" medium="image"/><content:encoded><![CDATA[<img src="https://satelliteblog.cgg.com/content/images/2024/05/Capture1.PNG" alt="Resolution evolution: Newly launched and upcoming notable Earth observation news"><p>In the rapidly advancing landscape of satellite technology, prominent players are consistently achieving remarkable milestones by expanding their constellations to not only provide higher revisits, but to ensure extraordinary resolution capabilities. </p><p><strong>Maxar</strong>'s WorldView Satellite Constellation is poised to make a great leap forward with <strong>WorldView Legion</strong> which will provide 29cm high-resolution satellite imagery with an impressive revisit rate of 15 times per day. The constellation will consist of six satellites, each equipped with nine spectral bands. Congratulations to <strong>Maxar</strong> on the launch of the first WorldView Legion satellites via SpaceX yesterday on 2nd May 2024. </p><p><strong>Capella Space </strong>will continue to launch more of their next-generation Acadia SAR satellites during 2024, including Capella 14 which launched on April 7th 2024. These new satellites deliver increased image resolution, quality, power and bandwidth [now at 700 MHz], and reduced data downlink latency and delivery lead-times via a fully automated platform.  </p><figure class="kg-card kg-image-card"><img 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" class="kg-image" alt="Resolution evolution: Newly launched and upcoming notable Earth observation news"><figcaption><em><em>Figure 1: First Light image from Capella 14, Boston Massachusetts © 2024 Capella Space</em>&nbsp;</em></figcaption></figure><p>Another operator aiming to achieve the top capability in 2024 is <strong>Satrec Initiative Imaging Services (SIIS). </strong>SpaceEye-T, scheduled for launch next year, is set to contribute with its five-band imaging capability. Boasting a spatial resolution of 0.3 m in its panchromatic band and 1.2 m in its multispectral bands, SpaceEye-T promises a swath width of 14 km, bringing advanced imaging capabilities to low Earth orbit. SpaceEye-T not only secures SIIS's entry into the optical 30cm imagery club alongside <strong>Airbus, Maxar</strong>, and <strong>ImageSat International</strong>, but also lays the groundwork for the expansion into a constellation of high-resolution imaging satellites owned by the company.  </p><p>Integrating higher resolution and quality data into CGG’s current services enables us to provide more accurate products to our clients across multiple industries. With this enhanced resolution and increased revisit time, DEM (Digital Elevation Model) generation becomes more frequent and more accurate, facilitating better understanding of infrastructure development and terrain analysis within our MineWatch service. Additionally, improvements in data delivery lead times are particularly important for CGG’s monitoring activities. </p><p>CGG’s status as an independent supplier for satellite operators around the globe guarantees comprehensive and impartial advice, every time. Get in touch with our team to discuss how satellite imagery can support your project. </p>]]></content:encoded></item><item><title><![CDATA[Bring on the hype!]]></title><description><![CDATA[<p><strong>A new year, and a new array, with 2024 set to deliver several exciting hyperspectral satellite platforms that will further expand our capabilities in Earth Observation. </strong></p><p><strong>Pixxel</strong> sits at the forefront of the world's venture into spaceborne hyperspectral earth imaging satellites, all geared towards extracting valuable insights and building a</p>]]></description><link>https://satelliteblog.cgg.com/bring-on-the-hype/</link><guid isPermaLink="false">65b8d61ca551621cd811021e</guid><dc:creator><![CDATA[Duncan Witts]]></dc:creator><pubDate>Tue, 30 Jan 2024 14:11:41 GMT</pubDate><media:content url="https://satelliteblog.cgg.com/content/images/2024/01/2024-01-30-13_33_42-_CoverHyp---QGIS.jpg" medium="image"/><content:encoded><![CDATA[<img src="https://satelliteblog.cgg.com/content/images/2024/01/2024-01-30-13_33_42-_CoverHyp---QGIS.jpg" alt="Bring on the hype!"><p><strong>A new year, and a new array, with 2024 set to deliver several exciting hyperspectral satellite platforms that will further expand our capabilities in Earth Observation. </strong></p><p><strong>Pixxel</strong> sits at the forefront of the world's venture into spaceborne hyperspectral earth imaging satellites, all geared towards extracting valuable insights and building a health monitor for the planet.  Already turning heads in the industry, Pixxel has successfully launched three satellites, a beta version of Aurora - their geospatial analytics platform - and collaborated closely with a global network of resellers and partners to expand their footprint. With six hyperspectral satellites with a 5 m spatial resolution (the world’s highest resolution so far) scheduled for launch in 2024, Pixxel's constellation is poised to achieve daily global coverage. </p><p>Why the hype? Hyperspectral imagery enables the detection, monitoring, and prediction of various global phenomena, supporting effective decision-making across a multitude of applications, including agriculture, mining, environment, and energy use cases. The versatility of hyperspectral technologies is evident in their diverse nature across different sectors, providing critical data for accurate analysis and response through a multitude of wavelengths. With high spectral resolution hyperspectral imagery, Pixxel is ushering in this new era of satellite technology, and we eagerly anticipate the upcoming launches in 2024. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2024/01/image.png" class="kg-image" alt="Bring on the hype!"><figcaption>Hamersley Australia Ore exploration and mineralogy mapping. Imagery courtesy of Pixxel, 2024</figcaption></figure><p>Sticking with the hyperspectral theme, <strong>Orbital Sidekick (OSK) </strong>is gearing up for an extensive expansion of its GHOSt constellation during early 2024, enhancing persistent monitoring capabilities that ensure operational integrity for organizations worldwide. Designed for swift insights, the GHOSt constellation utilizes onboard analysis to screen for unique chemical fingerprints, all whilst in orbit. This information is then beamed to Earth for direct customer reporting or enhanced analysis, highlighting features of interest such as mineral hotspots or methane concentrations. The GHOSt constellation signifies a substantial advancement in OSK's sensing capabilities, enabling the company to scale its commercial product with larger coverage and reduced revisit times with the world’s leading spatial resolution for such advanced hyperspectral capability. Alongside the two additional satellites being launched in 2024, OSK is thinking big, with plans to further expand the constellation to 14 satellites during 2026. </p><p>The CGG Satellite Mapping team is already incorporating hyperspectral satellite data into several of our workflows, but most notably our  mineral exploration work. The hyperspectral data complements our Bare Earth+ product beautifully, providing our clients with richer insight into mineral systems, and greater efficiency and confidence in identifying targets for further exploration. </p><p>It’s pretty clear that spaceborne hyperspectral is ever evolving with further innovation and launches coming this year by<strong> Xplore, Kuva Space, Planet</strong>, and more. Is the immediate future of remote sensing here? Hyperspectral certainly seems to be redefining remote sensing possibilities. Watch (this) space! </p>]]></content:encoded></item><item><title><![CDATA[A significant leap forward for spaceborne thermal data]]></title><description><![CDATA[<p>CGG Satellite Mapping is proud to announce a groundbreaking addition to our repertoire – we are now official resellers of SatVu’s HOTSAT-1 thermal data. </p><p>This marks a pivotal moment in our journey, as we bring the first commercial high-resolution spaceborne thermal sensor to your fingertips. With this exciting development, we</p>]]></description><link>https://satelliteblog.cgg.com/a-leap-forward-for-spaceborne-thermal-data/</link><guid isPermaLink="false">65156fc8212700159c8e05eb</guid><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Thu, 28 Sep 2023 12:47:16 GMT</pubDate><media:content url="https://satelliteblog.cgg.com/content/images/2023/09/IMAGE2.JPG" medium="image"/><content:encoded><![CDATA[<img src="https://satelliteblog.cgg.com/content/images/2023/09/IMAGE2.JPG" alt="A significant leap forward for spaceborne thermal data"><p>CGG Satellite Mapping is proud to announce a groundbreaking addition to our repertoire – we are now official resellers of SatVu’s HOTSAT-1 thermal data. </p><p>This marks a pivotal moment in our journey, as we bring the first commercial high-resolution spaceborne thermal sensor to your fingertips. With this exciting development, we aim to empower our clients to harness the power of thermal data across various sectors, including environmental, industrial and energy, on a global scale.</p><p>Launched in June 2023, HOTSAT-1 brings revolutionary high resolution mid wave infrared data to the market. This cutting-edge sensor is designed to measure industrial thermal emissions from industry, shedding light on energy waste and driving improvements during the energy transition movement. With its video capabilities also enabling highly dynamic feature detection, its applications extend far beyond.</p><p><strong>Key features of HOTSAT-1:</strong></p><p>·       Spatial resolution: 3.5m</p><p>·       Swath: 3.5 X 4.4 km</p><p>·       Spectral channels: </p><p>		MWIR: 3700 – 4950nm (Night Mode), MWIR: 4500 – 4950nm (Day Mode)</p><p>·       Video Capabilities</p><p>·       Thermal sensitivity: &lt; 2°</p><p>·       Dynamic range (at acquisition): 16-bit</p><p>The addition of SatVu’s HOTSAT-1 thermal data to our offerings at CGG Satellite Mapping represents a significant leap in the world of remote sensing and data analytics. </p><p>Come and talk to CGG today to understand how Sat Vu’s data can be incorporated into your project. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/09/image-9.png" class="kg-image" alt="A significant leap forward for spaceborne thermal data"><figcaption>Figure 1: HOTSAT-1 Heat Loss insights London,UK, © Satellite Vu</figcaption></figure><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/09/image-10.png" class="kg-image" alt="A significant leap forward for spaceborne thermal data"><figcaption>Figure 2: Street and building-level thermal data from satellite, ©Satellite Vu</figcaption></figure><p><em>All images Credit: Satellite Vu</em></p>]]></content:encoded></item><item><title><![CDATA[Dam Safeguarding from the Sky: Enhancing Infrastructure Management with Satellite InSAR]]></title><description><![CDATA[<p>As the longest running commercial provider of InSAR, CGG have delivered solutions to a wide variety of sectors. Of these, the infrastructure and engineering sector has presented some of our most interesting studies. The application of InSAR can lead to improved safety, more efficient resource allocation, better planning and design</p>]]></description><link>https://satelliteblog.cgg.com/dam-safeguarding-from-the-sky-enhancing-infrastructure-management-with-satellite-insar/</link><guid isPermaLink="false">64f867b79c74ce197088d66c</guid><category><![CDATA[Solutions]]></category><category><![CDATA[Insight]]></category><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Fri, 08 Sep 2023 09:55:42 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1560279966-2d681f3d4dfc?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDR8fGRhbXxlbnwwfHx8fDE2OTQwNzkzMDd8MA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1560279966-2d681f3d4dfc?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=M3wxMTc3M3wwfDF8c2VhcmNofDR8fGRhbXxlbnwwfHx8fDE2OTQwNzkzMDd8MA&ixlib=rb-4.0.3&q=80&w=1080" alt="Dam Safeguarding from the Sky: Enhancing Infrastructure Management with Satellite InSAR"><p>As the longest running commercial provider of InSAR, CGG have delivered solutions to a wide variety of sectors. Of these, the infrastructure and engineering sector has presented some of our most interesting studies. The application of InSAR can lead to improved safety, more efficient resource allocation, better planning and design practices, and enhanced decision-making processes. Here, we demonstrate InSAR’s ability to monitor and support the development and management of a critical infrastructure project.</p><p>Critical infrastructure plays an integral role in society today. As we shift toward a more sustainable future, it is vital that regular monitoring is undertaken to ensure the safety and integrity of these structures. CGG’s satellite deformation detection, backed by high-power computing, provides rapid insights into the status of an asset with millimetric precision.</p><p>Water dams enable the control and distribution of water supplies, in addition to carbon offsetting through hydroelectric power generation. However, the often isolated and inaccessible locations of dams mean that ground-based investigation techniques can be extremely difficult and potentially dangerous to implement. CGG’s satellite-derived deformation monitoring, known as InSAR, provides an accurate and remote solution to detect short- and long-term displacement anomalies, aiding risk management.</p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/09/image-5.png" class="kg-image" alt="Dam Safeguarding from the Sky: Enhancing Infrastructure Management with Satellite InSAR"><figcaption>Figure 1 - Thisavros Dam, Greece. © Esri, DigitalGlobe, GeoEye, Earthstar Geographics, CNES/Airbus DS, USGS, AeroGRID, IGN, and the GIS User Community.</figcaption></figure><p>The Thisavros Dam, on the Nestos River in north-eastern Greece, is a 172m high rock-fill dam - the tallest of its kind in Greece. The structure supplies hydroelectric power and irrigation solutions to the local area. The dam’s location is close to the border with Bulgaria, in a seismically active region characterized by rugged, mountainous terrain, complex, highly faulted, and sheared geology and complicated hydrogeological conditions. Consequently, dam construction and stabilization were extremely challenging (Anastassopoulos et al., 2004), and two large landslides that occurred during construction required significant, time-consuming remedial measures and major adjustments to the project design. Construction at the site lasted for 10 years, ending in 1996 with the commencement of reservoir filling. More than a decade after completion, another major failure occurred at the right abutment of the dam where a broad shear zone intersects a steep slope of hydrothermally altered and weathered rock mass (Loupasakis et al., 2011). </p><p>Thisavros is a good candidate for InSAR analysis for several reasons. Firstly, the man-made embankment acts as a reflective surface to consistently reflect radar waves back to the satellite. Secondly, surface conditions do not change on the embankment and the size of the dam is easily resolvable in open-access Sentinel-1 radar images. Finally, the age of the dam allows a long-term study of deformation to be undertaken. These advantages are common across many large infrastructure projects, making InSAR an effective and valuable tool in monitoring the built environment. </p><p>CGG utilised Sentinel-1 SAR imagery (~20 m spatial resolution) spanning 5 years to derive the long-term deformation trends, including seasonal variations. Displacement was determined from January 2018 to February 2023 using both the ascending and descending lines of sight (LOS). By considering the radar's viewing angle, incidence angle, and satellite geometry, it is possible to calculate the vertical and east-west horizontal components of deformation using trigonometric relationships. </p><p>Displacement results are shown below. There is a clear vertical subsidence trend of up to -5 mm/yr across the dam, decreasing away from the centre. A consistent trend is observed in the horizontal result, where displacement is orientated towards the centre of the subsidence bowl.</p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/09/image-6.png" class="kg-image" alt="Dam Safeguarding from the Sky: Enhancing Infrastructure Management with Satellite InSAR"><figcaption>Figure 2 - Vertical and horizontal displacement of Thisavros Dam. Vertical time series is inset and extracted from area within the blue circle [<em>left</em>]. Arrows indicate direction of horizontal displacement [<em>right</em>]. © Contains modified Copernicus Sentinel data 2023.</figcaption></figure><p>Displacement maps serve as a valuable tool to gain comprehensive insights into the spatial patterns of displacement. However, conducting time series analysis is equally important. Here, the CGG Satellite Mapping ArcPro toolbox was utilised. Not only does the time series in Figure 2 depict the long-term subsidence pattern indicated by the displacement rate maps, but it also reveals a short-term seasonal variation.</p><p>Seasonal deformation trends can occur for several reasons, e.g., fluctuations in soil moisture, groundwater extraction, thermal expansion, freeze-thaw cycles. Figure 3 shows a time lapse of radar images across the reservoir over the 5-year study period. The level of the lake varies significantly, peaking in the summer and reaching a minimum in the winter. The surface area of the reservoir was calculated from the radar images and plotted as a function of time in Figure 4.</p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/09/water_gif_rotated-2.gif" class="kg-image" alt="Dam Safeguarding from the Sky: Enhancing Infrastructure Management with Satellite InSAR"><figcaption>Figure 3 - Time lapse of radar images showing rise and fall of the upstream reservoir. Dam is top right of image. © Copernicus Sentinel data 2023.</figcaption></figure><p>Once the linear subsidence trend is removed from the vertical deformation record, Figure 4 shows an antiphase correlation between the lake surface area and vertical deformation. It is likely that high water levels during the summer exert greater pressure on the dam, causing it to subside. When the pressure is relieved in the winter, the dam rebounds. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/09/image-7.png" class="kg-image" alt="Dam Safeguarding from the Sky: Enhancing Infrastructure Management with Satellite InSAR"><figcaption><a>Figure </a>4 – Vertical deformation and lake surface area plotted as a function of time. Arrows demonstrate antiphase.</figcaption></figure><p>A consistent trend is shown in the horizontal results (Figure 5). In this case, the long-term trend is movement towards the centre of the dam (i.e., area of greatest subsidence). However, on average, the entire dam is moving to the east at a rate of ~1 mm/yr. In the short term, the entire dam moves towards the east (i.e., downstream) in summer and towards the west (upstream) in winter.  </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/09/image-8.png" class="kg-image" alt="Dam Safeguarding from the Sky: Enhancing Infrastructure Management with Satellite InSAR"><figcaption><a>Figure </a>5 – Horizontal deformation and lake surface area plotted as a function of time.&nbsp;</figcaption></figure><p>These seasonal variations in the reservoir level are causing the dam to flex downstream (subsidence + eastward horizontal movement) in the summer and rebound in the winter. This short-term deformation pattern is superimposed on a slower, linear long-term trend of movement downstream.  </p><p>In an operational monitoring context, these measured displacements would be interpreted in the context of the expected behaviour of the structure. Dams are typically designed to accommodate an amount of displacement during normal operational conditions. InSAR measurements can be compared to the anticipated behaviour to confirm that this remains within safe limits, or where these have been exceeded prompt further investigations or mitigations. </p><p>CGG's InSAR measurements can be combined with Geocomp's ground-based assessment services to provide an integrated, comprehensive monitoring solution. To find out more, please contact the Satellite Mapping Team.</p><p></p><p><u>References:</u></p><p>Anastassopoulos, K., Hoek, E., Milligan, V., Riemer, W., 2004. Thissavros hydropower plant managing geotechnical problems in the construction. Proceedings, Fifth International Conference on Case Histories in Geotechnical Engineering, NY, April 13-17, 2004</p><p>Loupasakis, C., Rozos, D., Georgakopoulos, A., 2011. Remedial Measures for the Restoration of an Extensive Rock Slope Failure at the Right Abutment of the Thisavros Dam, Nestos River, Greece. <em>Proceedings, Slope Stability 2011: International Symposium on Rock Slope Stability in Open Pit Mining and Civil Engineering, Vancouver, Canada (September 18-21, 2011)</em></p>]]></content:encoded></item><item><title><![CDATA[Context is everything: Hyperspectral data over the Egyptian Eastern Desert]]></title><description><![CDATA[<p>The Eastern Desert of Egypt is a highly prospective region for mineral exploration, and with the 2023 Gold and Associated Minerals bid round well underway, it is the perfect timely playground for remote sensing. The image below shows some initial basic outputs from imagery acquired by the EMIT hyperspectral sensor,</p>]]></description><link>https://satelliteblog.cgg.com/honest-hyperspectral-mineral-mapping/</link><guid isPermaLink="false">64db761e9c74ce197088d668</guid><dc:creator><![CDATA[Duncan Witts]]></dc:creator><pubDate>Tue, 15 Aug 2023 13:52:56 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1495833066942-79abe24b0c1f?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDE1fHxlZ3lwdCUyMGdlb2xvZ3l8ZW58MHx8fHwxNjkyMTA2MTQ2fDA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1495833066942-79abe24b0c1f?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=M3wxMTc3M3wwfDF8c2VhcmNofDE1fHxlZ3lwdCUyMGdlb2xvZ3l8ZW58MHx8fHwxNjkyMTA2MTQ2fDA&ixlib=rb-4.0.3&q=80&w=1080" alt="Context is everything: Hyperspectral data over the Egyptian Eastern Desert"><p>The Eastern Desert of Egypt is a highly prospective region for mineral exploration, and with the 2023 Gold and Associated Minerals bid round well underway, it is the perfect timely playground for remote sensing. The image below shows some initial basic outputs from imagery acquired by the EMIT hyperspectral sensor, currently hitching a ride on the ISS. They clearly demonstrate the insight we can begin to glean from satellite hyperspectral data, and this is before we even look at high spatial resolution imagery and elevation data. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/08/Picture1.jpg" class="kg-image" alt="Context is everything: Hyperspectral data over the Egyptian Eastern Desert"></figure><p>Identifying representative endmember pixels, and analyzing their spectral curves gives insights into the geological processes they represent. Unmixing these endmembers to find the corresponding abundance maps shows the distribution of these processes across the Earth’s surface. However, before we get ahead of ourselves and start disregarding geological maps and pointing the finger at endmembers, it is important to understand the limitations and uncertainties that come with this remote sensing technique. </p><p>In the above example, three endmembers representing the most disparate spectral signatures were selected. The red band highlights compositionally mature material, likely representing extensive chemical weathering and the production of quartz-rich material, such as terrestrial sand cover. The green band highlights clays such as illite and muscovite which form in a range of environments from various geological processes. It will also cause some slight response in Mg-OH bearing minerals and carbonates, and this must all be considered during interpretation. The blue band preferentially highlights carbonates such as calcite, but also causes some response in Mg-OH bearing minerals such as actinolite. Given that many of these endmembers may show degrees of responses across different bands, and may result from lithological or alteration processes, interpretation is far from a trivial ‘point the finger’ exercise. In addition, having spectral information from 285 bands that EMIT provides, it is impossible to represent the full high dimensionality of these data in three color channels alone, and far more distinctions can be made than are observed in the image. </p><p>We also need to consider the size of the pixels we are dealing with – in this EMIT case they equate to approximately 60m X 60m on the ground. That’s quite a large area – just shy of 14 tessellated tennis courts – and so you can imagine there will be quite a mixture of geological (and possibly non-geological) bits and pieces within a single pixel. We can go some way to ‘un-mix’ the jumble of spectra, but unmixing will not just depend on the endmember we’re wanting to display, but also how similar the other endmembers are. What we <em>can </em>say with some degree of certainty, is that some spectral absorption features observed across a given pixel show a statistically closer resemblance to say, clay minerals than fe-oxides, for example, and which of these are more dominant than others. We can also start to analyze specific characteristics of the absorption features which allow us to begin distinguishing one clay mineral, such as illite, from another, thanks to the sensitivity of hyperspectral data. What we can’t determine, particularly at this Grand Slam resolution is which of the 14 tennis courts contain the 'probable illite'.</p><p>This may seem to be taking some of the prettiness out of the spectral mapping picture, but it is not intended to. Spectral mapping is a highly effective and valuable tool in the mineral exploration toolkit, but all too often we see maps of spectral outputs being presented that definitively assign specific minerals to a given pixel. Yes, a pixel may contain illite, but it may not. Or it may contain an assemblage of clay minerals that might include illite in some proportion.</p><p>To begin reducing these inherent uncertainties and unwanted noise, we need geological context. This is vital, and unless you have expansive field data, geological maps should be the first port of call. These provide a lithological and structural backdrop to the spectral outputs and will assist a geologically sensible interpretation. However, scale and reliability are key. The value gained from aligning hyperspectral results (even those with a coarse spatial resolution) against a regional 1:1 million scale geological map, is limited; and assuming published geological maps are accurate and correct can be disastrous. As such, having the ability to generate an accurate, detailed structural framework and lithological setting at the appropriate scale is invaluable, and in our opinion should be an integral part of any spectral mapping project. In the Egypt example shown above, we will typically generate a 1:25,000 scale geological interpretation from a combination of satellite optical, radar and elevation data, supported by published geological maps, reports and any geophysics and/or field data that may be available. When integrated with the spectral results, it enables us to take more confident steps towards the pointy end of the mineral exploration process. Target areas can begin to be ringfenced for follow-on work, such as 1:5,000 scale multispectral and structural mapping. We can do this too, using optical imagery sharp enough to distinguish compositional variability in sub-meter wide dykes, and focus boots on the ground fieldwork. </p><p>Egypt is just one of a multitude of prospective geographies we are currently working on, supporting our clients with honest expertise, from project concept to delivery. If you'd like to know more about what we are up to, drop us a line.</p>]]></content:encoded></item><item><title><![CDATA[New-Found Seepage]]></title><description><![CDATA[<p>The <a href="https://www.cgg.com/geoscience/satellite-mapping/natural-oil-seeps-seepage-detection">Seep Hunting Team</a> at CGG Satellite Mapping have undertaken a detailed study of the archive of satellite <a href="https://www.cgg.com/geoscience/satellite-mapping/radar-satellite-imagery" rel="noreferrer noopener">SAR (Synthetic Aperture Radar) data</a> and multispectral optical imagery offshore Newfoundland, covering the Mesozoic St. Anthony, Orphan, and circum-Grand Banks sedimentary basins. This study not only includes the site of the current</p>]]></description><link>https://satelliteblog.cgg.com/newfoundland-seepage/</link><guid isPermaLink="false">6461f6a1c8c27217e80ceacd</guid><category><![CDATA[Insight]]></category><category><![CDATA[News]]></category><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Mon, 15 May 2023 12:24:01 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1543470373-e055b73a8f29?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDV8fGljZWJlcmd8ZW58MHx8fHwxNjg0MTQxODI2fDA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1543470373-e055b73a8f29?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=M3wxMTc3M3wwfDF8c2VhcmNofDV8fGljZWJlcmd8ZW58MHx8fHwxNjg0MTQxODI2fDA&ixlib=rb-4.0.3&q=80&w=1080" alt="New-Found Seepage"><p>The <a href="https://www.cgg.com/geoscience/satellite-mapping/natural-oil-seeps-seepage-detection">Seep Hunting Team</a> at CGG Satellite Mapping have undertaken a detailed study of the archive of satellite <a href="https://www.cgg.com/geoscience/satellite-mapping/radar-satellite-imagery" rel="noreferrer noopener">SAR (Synthetic Aperture Radar) data</a> and multispectral optical imagery offshore Newfoundland, covering the Mesozoic St. Anthony, Orphan, and circum-Grand Banks sedimentary basins. This study not only includes the site of the current NL-23 licensing round, but also bp's high impact <a href="https://www.reuters.com/article/bp-exploration-idCAL8N36Z3W0">Ephesus well that was spud last week</a>. Given the vast area on offer and the frontier nature of the region, offshore oil seepage hunting remains an excellent method for establishing petroleum system existence.</p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/05/Newfoundland_Natural_Seepage_Slicks-1.gif" class="kg-image" alt="New-Found Seepage"><figcaption><em>This animation shows temporally repeating seepage slicks observed offshore Newfoundland. The close spatial repetition in deep water (3 km), paired occurrences, and curved nature are indicative of natural oil seepage; all the more interesting as these slicks are located more than 400 km from the current discoveries.&nbsp;</em></figcaption></figure><p>The key to unlocking the slick distribution across this area was targeting weather compliant scenes acquired in the summer months when variations in met ocean conditions lead to increased seepage activity, albeit these events are transient in nature. We utilize a unique detection technique that involves advanced processing and expert interpretation of Earth Observation (EO) data that enables confident identification and categorization of slicks on the ocean surface.</p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/05/Paired_Seepage_Silcks-2.jpg" class="kg-image" alt="New-Found Seepage"><figcaption><em>Paired seepage slicks drifting against the natural film in the region. Image © CGG, Contains modified Copernicus Sentinel data, 2022.</em></figcaption></figure><p>For more information on this site and the rest of our Canada dataset and its key deliverables, please get in touch with our <a href="https://www.cgg.com/geoscience/satellite-mapping/natural-oil-seeps-seepage-detection">Seep Hunting Team</a>.</p><p></p><hr><p><em><em>Email: </em></em><a href="mailto:%20satellite.info@cgg.com"><em><em>satellite.info@cgg.com</em></em></a><br><em><em>Telephone: +44 (0)1732 865023</em></em><br><em><em>Website: </em></em><a href="https://www.cgg.com/satellite"><em><em>www.cgg.com/satellite</em></em></a><br><em><em>LinkedIn: </em></em><a href="https://www.linkedin.com/company/cgg-satellite-mapping/"><em><em>CGG Satellite Mapping</em></em></a><br><em><em>Twitter: </em></em><a href="https://twitter.com/CGGsatellite"><em><em>@CGGsatellite</em></em></a></p>]]></content:encoded></item><item><title><![CDATA[InSAR and Icelandic Eruptions]]></title><description><![CDATA[<p>After near 800 years of quiescence, the Fagradalsfjall volcano in Geldingadalur erupted in March 2021 and volcanic activity persisted for six months. Following weeks of moderate seismic activity on the Reykjanes Peninsula, including four earthquakes in excess of 4.5 M<sub>w</sub>, another period of volcanism commenced on August 3<sup></sup></p>]]></description><link>https://satelliteblog.cgg.com/insar_iceland/</link><guid isPermaLink="false">63ff2434d67e7515300030de</guid><category><![CDATA[Insight]]></category><dc:creator><![CDATA[Duncan Witts]]></dc:creator><pubDate>Wed, 01 Mar 2023 13:31:18 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1627277512894-73d76adfba72?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDEyfHxJY2VsYW5kJTIwbGF2YXxlbnwwfHx8fDE2Nzc2NjU0ODQ&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1627277512894-73d76adfba72?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=MnwxMTc3M3wwfDF8c2VhcmNofDEyfHxJY2VsYW5kJTIwbGF2YXxlbnwwfHx8fDE2Nzc2NjU0ODQ&ixlib=rb-4.0.3&q=80&w=1080" alt="InSAR and Icelandic Eruptions"><p>After near 800 years of quiescence, the Fagradalsfjall volcano in Geldingadalur erupted in March 2021 and volcanic activity persisted for six months. Following weeks of moderate seismic activity on the Reykjanes Peninsula, including four earthquakes in excess of 4.5 M<sub>w</sub>, another period of volcanism commenced on August 3<sup>rd</sup>, 2022. A 360 m long narrow fissure opened in the Meradalir Valley, ~1 km away from the site of the 2021 eruption.  Lava was initially emitted at a rate of up to 32 m<sup>3</sup> s<sup>-1</sup>, decreasing to 2 m<sup>3</sup>s<sup>-1</sup> over the subsequent 2 weeks. </p><p>This article presents some excellent work recently completed by Amy Lloyd and Ben Conway-Jones from the Satellite Mapping InSAR team, showcasing the value of utilizing InSAR within a geological context to better understand the character of natural phenomenon of this type.</p><h2 id="2022-eruption">2022 eruption</h2><p>Analysis of the 2021 eruption by the CGG Satellite Mapping group demonstrated the suitability of InSAR in quantifying the magnitude, spatial extent, and temporal evolution of this type of natural phenomenon. A similar approach was undertaken to characterize the 2022 eruption and compare it to the 2021 event. </p><p>Figure 1 is an interferogram illustrating the phase difference between radar images taken either side of the eruption on 30/07/2022 and 23/08/2022. Images were taken from the descending (i.e., north to south) line of sight (LOS). Each rainbow stripe, known as a fringe, represents a change in distance of one phase (or π multiplied by the radar wavelength) between the surface and the satellite. Towards the earthquake epicenter, these contours become increasingly condensed, illustrating a significant degree of deformation. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/03/image.png" class="kg-image" alt="InSAR and Icelandic Eruptions"><figcaption><em>Figure 1– Interferogram of Reykjanes Peninsula from Descending LOS. Phase difference between 30/07/2022 and 23/08/2022.</em></figcaption></figure><p>In order to determine the vertical and horizontal components of deformation over a long period of time, measurements were taken from both ascending and descending LOS over several months. Figures 2 and 3 show horizontal and vertical deformation of the Reykjanes Peninsula between April and October 2022. </p><p>Deformation over this period was dominated by signals centered on the Meradalir Valley, consistent with surface volcanism. The horizontal result shows movement along an ENE-WSW striking fault. The northern fault block is moving west, whilst the southern block is moving east. This tectonic movement is consistent with the mid-Atlantic spreading ridge that bisects the island, as the North American and Eurasian plates diverge.</p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/03/image-1.png" class="kg-image" alt="InSAR and Icelandic Eruptions"><figcaption><em>Figure 2 – Horizontal displacement map of Reykjanes Peninsula between April and October 2022.</em></figcaption></figure><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/03/image-2.png" class="kg-image" alt="InSAR and Icelandic Eruptions"><figcaption><em>Figure 3 - Vertical displacement map of Reykjanes Peninsula between April and October 2022.</em></figcaption></figure><p>Since the fault is broadly strike slip, vertical deformation is not directly associated with tectonism. Instead, this more complex pattern is characteristic of dyke intrusion. Upward propagation of magma generates a net uplift signal. However, a trough of subsidence, known as a graben, is observed directly above the dyke. </p><p>Overall, this deformation signal is remarkably similar to the 2021 event. Horizontal deformation occurred in broadly the same orientation and is focused on the same fault segment (proximal to the Fagradalsfjall volcano). Notwithstanding, the magnitude and spatial extent is reduced.  <br><br>The consistency of vertical deformation between the 2021 and 2022 events suggests the magmatic system is unchanged. This inference concurs with the finding that basaltic lava compositions between the two eruptions are nearly identical. </p><h2 id="tracking-lava-flow-using-insar">Tracking lava flow using InSAR</h2><p>In many ways, the Reykjanes Peninsula is an ideal location for InSAR analysis. Rough, rocky ground provides strong consistent backscatter of incoming radar signals. Deformation is often substantial in both amplitude and spatial extent. Elevation changes are moderate and do not obstruct radar signals. However, in some cases, information can also be obtained from the absence of coherent data. </p><p>Figure 4 is an interferogram of the Fagradalsfjall volcano after the 2021 eruption. This image contains a well-defined area of noise, within which the surface has changed so considerably between the radar images that a coherent signal could not be obtained. This surface change is generated by the outpouring of lava and the extent of the noise reflects the extent of the lava field. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/03/image-3.png" class="kg-image" alt="InSAR and Icelandic Eruptions"><figcaption>Figure 4 – Interferogram from July 2021 alongside a published map of the lava field. Note: There is a small distortion on the interferogram projection.&nbsp;</figcaption></figure><p>A timelapse of coherence maps from April 2021 to November 2021 is shown in Figure 5. Blue represents poor coherence (e.g., over the lava field) and yellow represents good coherence (e.g., over the stable rocky surface). Between April and May, the lava field rapidly expands and surges down the surrounding valleys. Over the summer months the lava field maintains its extent, but the consistent lack of coherence implies the field is still evolving. Towards the end of the timelapse, areas become coherent again as the flow rate decreases and the fringes of the lava field solidify. Unfortunately, winter snowfall causes a regional loss of coherence by November. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/03/Coherence_gif_flipped--2-.gif" class="kg-image" alt="InSAR and Icelandic Eruptions"><figcaption>Figure 5 – Timelapse of coherence maps over lava field from April 2021 to November 2021</figcaption></figure><p>The lava field planform determined by InSAR shows excellent consistency with a map published using alternative satellite imagery and field observations. Our work demonstrates the suitability of InSAR in tracking lava flows. In fact, InSAR has some significant advantages over other satellite techniques. Radar data is regularly obtained, free to access and has sufficient resolution. Furthermore, radar signals are not obstructed by hazy atmosphere (e.g., cloud cover or volcanic smoke) and do not require sunlight. </p><h2 id="2022-uplift-near-thermal-plant">2022 uplift near thermal plant</h2><p>Significant surface deformation on the Reykjanes Peninsula is not limited to spectacular volcanic and seismic events. Figure 6 is a map of vertical displacement between March and May 2022, a period of relative geological inactivity. During this time, a dome, up to ~2cm high, developed proximal to Mt. Thorbjorn. </p><p>Previous InSAR studies have documented staggered uplift in this area since 2020, attributed to activity within the Svartsengi volcanic system. Activity in this area has potential to pose a risk to nearby populations and infrastructure. The town of Grindavik, the Svartsengi power plant, and the Keflavik airport are all proximal to the epicenter of uplift.  </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/03/image-5.png" class="kg-image" alt="InSAR and Icelandic Eruptions"><figcaption>Figure 6 – Vertical displacement map of Reykjanes Peninsula from March to May 2022.&nbsp;</figcaption></figure><p>If you'd like more information on this study, or our broader capabilities in the world of InSAR and remote sensing in general, then please feel free to reach out to us for a chat.</p>]]></content:encoded></item><item><title><![CDATA[Natural Oil Seeps In The Gulf of Mexico]]></title><description><![CDATA[<p>We are excited to see the new research from CGG’s long-standing patron ExxonMobil and partners, around oil seeps in the Gulf of Mexico (GOM) (<a href="https://www.mdpi.com/2072-4292/14/13/3150">O’Reilly et al., 2022</a>). This research leans heavily on CGG’s SME-derived global seeps database, up to the 2018 edition. </p><p>Over the recent decade,</p>]]></description><link>https://satelliteblog.cgg.com/natural-oil-seeps-in-the-gulf-of-mexico/</link><guid isPermaLink="false">63db71a3a1791201342adc53</guid><category><![CDATA[Insight]]></category><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Thu, 02 Feb 2023 08:17:00 GMT</pubDate><media:content url="https://satelliteblog.cgg.com/content/images/2023/02/cover.jpg" medium="image"/><content:encoded><![CDATA[<img src="https://satelliteblog.cgg.com/content/images/2023/02/cover.jpg" alt="Natural Oil Seeps In The Gulf of Mexico"><p>We are excited to see the new research from CGG’s long-standing patron ExxonMobil and partners, around oil seeps in the Gulf of Mexico (GOM) (<a href="https://www.mdpi.com/2072-4292/14/13/3150">O’Reilly et al., 2022</a>). This research leans heavily on CGG’s SME-derived global seeps database, up to the 2018 edition. </p><p>Over the recent decade, the addition of Sentinel-2 to the arsenal of open access multispectral data enables us to pinpoint new seep sites, which were previously unobservable using traditional radar satellites due to lower oil flux rates. Figure 1B highlights an example of a new seep site found in the Bay of Campeche, offshore Mexico, since the inclusion of this multispectral dataset. Note the subtleness compared to traditionally observed seepage in Figure 1A.</p><p> The GOM remains an active and ongoing focus for CGG’s Satellite Mapping oil slick division, and these newly identified seepage sites, and many more across the world, continue to rapidly increase our understanding of fluid migration and petroleum systems. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2023/02/Varying-Fluid-Flow-Oil-Seepage-In-The-Gulf-of-Mexico.jpg" class="kg-image" alt="Natural Oil Seeps In The Gulf of Mexico"><figcaption>Figure 1 - Varying fluid flow oil seepage slicks in the Gulf of Mexico. Note the fragmenting nature of oil slick (2), a direct result of pulsed oil releases at the seabed. This type of slick will not uniformly dampen surface capillary waves, resulting in an absence of observability in SAR data. Image © CGG, Contains modified Copernicus Sentinel data, 2020.</figcaption></figure><p>For more information on this site, or for further information on our Seep work in the GOM and its key deliverables, please get in touch with our <a href="https://www.cgg.com/geoscience/satellite-mapping/natural-oil-seeps-seepage-detection">Seep Hunting team</a>.</p><p></p><hr><p></p><p><em>Email: </em><a href="mailto:%20satellite.info@cgg.com"><em>satellite.info@cgg.com</em></a><br><em>Telephone: +44 (0)1732 865023</em><br><em>Website: </em><a href="https://www.cgg.com/satellite"><em>www.cgg.com/satellite</em></a><br><em>LinkedIn: </em><a href="https://www.linkedin.com/company/cgg-satellite-mapping/"><em>CGG Satellite Mapping</em></a><br><em>Twitter: </em><a href="https://twitter.com/CGGsatellite"><em>@CGGsatellite</em></a></p>]]></content:encoded></item><item><title><![CDATA[Mine Closure 2022]]></title><description><![CDATA[We are attending the Mine Closure 2022 in Brisbane on October 4th through 6th 2022...]]></description><link>https://satelliteblog.cgg.com/mine-closure-2022/</link><guid isPermaLink="false">633b108be84c3f07bcc1bd6a</guid><category><![CDATA[Out and about]]></category><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Mon, 03 Oct 2022 16:00:00 GMT</pubDate><media:content url="https://satelliteblog.cgg.com/content/images/2022/10/CGG_SatMap_MineClosure2022.PNG" medium="image"/><content:encoded><![CDATA[<img src="https://satelliteblog.cgg.com/content/images/2022/10/CGG_SatMap_MineClosure2022.PNG" alt="Mine Closure 2022"><p>We are attending the <a href="https://www.acgmineclosure.com/">Mine Closure 2022</a> conference and exhibition in Brisbane on October 4th through 6th 2022.</p><p>CGG Satellite Mapping's Project InSAR Scientist <a href="https://www.linkedin.com/in/edward-sage/">Ed Sage</a> will be there alongside his colleague <a href="https://www.linkedin.com/in/aletta-rooplal-98452b88/">Aletta Rooplal</a> from CGG Minerals &amp; Mining.</p><p>Ed is presenting a paper entitled "<em>InSAR monitoring of a challenging closed mine site with corner reflectors</em>" in Session 14: Planning, relinquishment and legacy management (2) in Ballroom B at 10:35 on Thursday 6th October.</p><p>Swing by the CGG booth or reach out to us directly to chat about <a href="https://www.cgg.com/geoscience/satellite-mapping/minescope">MineScope </a>and our expertise in deploying cutting-edge satellite remote sensing solutions across active and abandoned mine sites.</p><hr><p><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Email: <a href="mailto:%20satellite.info@cgg.com">satellite.info@cgg.com</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Telephone: +44 (0)1732 865023</em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Website: <a href="https://www.cgg.com/satellite">www.cgg.com/satellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>LinkedIn: <a href="https://www.linkedin.com/company/cgg-satellite-mapping/">CGG Satellite Mapping</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Twitter: <a href="https://twitter.com/CGGsatellite">@CGGsatellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></p>]]></content:encoded></item><item><title><![CDATA[IPA Convex 2022]]></title><description><![CDATA[We are attending the 46th IPA Convention and Exhibition in Jakarta on September 21st to 23rd 2022....]]></description><link>https://satelliteblog.cgg.com/ipa-2022/</link><guid isPermaLink="false">6324762e662d58164413aff2</guid><category><![CDATA[Out and about]]></category><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Mon, 19 Sep 2022 08:00:00 GMT</pubDate><media:content url="https://satelliteblog.cgg.com/content/images/2022/09/ipa-1.PNG" medium="image"/><content:encoded><![CDATA[<img src="https://satelliteblog.cgg.com/content/images/2022/09/ipa-1.PNG" alt="IPA Convex 2022"><p>We are attending the 46th IPA Convention and Exhibition in Jakarta on September 21st to 23rd 2022.</p><p>CGG Satellite Mapping's Business Development Manager <a href="https://www.linkedin.com/in/dr-duncan-witts-9b41403b/">Duncan Witts</a> will be there alongside colleagues from <a href="https://www.cgg.com/earth-data">CGG Earth Data</a> and <a href="https://www.cgg.com/geoscience/geology-engineering">CGG Natural Resource Science &amp; Analytics</a>.</p><p>If you are attending please get in touch with Duncan to chat about <a href="https://www.cgg.com/geoscience/satellite-mapping/natural-oil-seeps-seepage-detection">Natural Seeps</a>, <a href="https://www.cgg.com/geoscience/satellite-mapping/geological-mapping">Geological Mapping</a> and <a href="https://satelliteblog.cgg.com/ipa-2022/Balanced Cross-Section Geology, Validation &amp; Analysis">Modelling</a>, <a href="https://www.cgg.com/geoscience/satellite-mapping/oil-spill-detection-monitoring">SeaScope</a> and other "Satellite Mapping" offerings.</p><hr><p><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Email: <a href="mailto:%20satellite.info@cgg.com">satellite.info@cgg.com</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Telephone: +44 (0)1732 865023</em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Website: <a href="https://www.cgg.com/satellite">www.cgg.com/satellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>LinkedIn: <a href="https://www.linkedin.com/company/cgg-satellite-mapping/">CGG Satellite Mapping</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Twitter: <a href="https://twitter.com/CGGsatellite">@CGGsatellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></p>]]></content:encoded></item><item><title><![CDATA[Newly discovered oil seeps confirm potential for offshore Argentina]]></title><description><![CDATA[Extensive oil seepage in the Argentinian offshore has been discovered by CGG...]]></description><link>https://satelliteblog.cgg.com/seeps-confirm-potential-for-offshore-argentina/</link><guid isPermaLink="false">6321ea8f662d58164413afc6</guid><category><![CDATA[News]]></category><category><![CDATA[Solutions]]></category><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Thu, 15 Sep 2022 14:07:47 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1542123286-1a6b89be3196?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDR8fG9pbCUyMHNsaWNrfGVufDB8fHx8MTY2MzIyOTU5Mg&amp;ixlib=rb-1.2.1&amp;q=80&amp;w=1080" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1542123286-1a6b89be3196?crop=entropy&cs=tinysrgb&fit=max&fm=jpg&ixid=MnwxMTc3M3wwfDF8c2VhcmNofDR8fG9pbCUyMHNsaWNrfGVufDB8fHx8MTY2MzIyOTU5Mg&ixlib=rb-1.2.1&q=80&w=1080" alt="Newly discovered oil seeps confirm potential for offshore Argentina"><p>Extensive oil seepage in the Argentinian offshore has been discovered by CGG.</p><p>One of the most anticipated wells of 2022, Argerich-1, looks to be spudded in the coming months offshore Argentina. The area is considered analogous to the basins of Namibia where Venus and Graff have refocused frontier exploration to the southern Atlantic. In turn, the <a href="https://www.cgg.com/geoscience/satellite-mapping/natural-oil-seeps-seepage-detection">Seep Hunting team</a> at CGG Satellite Mapping have undertaken a detailed study of the archive of satellite <a href="https://www.cgg.com/geoscience/satellite-mapping/radar-satellite-imagery">SAR (Synthetic Aperture Radar) data</a> and multispectral optical imagery across the Argentina sedimentary basins, and the results – even by global standards – are nothing short of spectacular. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2022/09/Radar_seep_oil_Argentina.jpg" class="kg-image" alt="Newly discovered oil seeps confirm potential for offshore Argentina"><figcaption><i>Figure 1 – Stunning oil seepage slicks, offshore Argentina. Note the Similarity in length and sinuosity, indicative of similar flow rates of oil from the seabed. Image</i><em><em> © CGG</em>, c</em><i>ontains modified Copernicus Sentinel data, 2018.</i></figcaption></figure><p>The identification and classification of natural oil seeps observed in Argentina’s waters are testament to the domain expertise and experience of our interpreters. For the past three decades, we have worked with partners and clients, developing a robust understanding of the episodic nature of seepage in a variety of marine environments across the globe and their manifestation in a variety of remote sensing data sources. We utilize a unique detection technique that involves advanced processing and expert interpretation of Earth observation (EO) data that enables confident identification and categorization of slicks on the ocean surface. Key to unlocking the slick distribution across this area of the South Atlantic was targeting weather compliant scenes acquired in the summer months when Argentinian waters experience a drop in ocean bottom pressure. Such variations can lead to increased seepage activity. </p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2022/09/Argentina_Scenes_Containing_Slicks.jpg" class="kg-image" alt="Newly discovered oil seeps confirm potential for offshore Argentina"><figcaption><i>Figure 2 – Acquisition months of scenes containing Seepage Slicks observed by CGG in Argentina. Image </i><em><em>©</em> <em>CGG</em>.</em></figcaption></figure><p>Amongst the over 700 natural oil seepage slicks we have identified offshore Argentina, three are of particular relevance given their proximity to the Argerich-1 well. Located up dip of the CAN-100 acreage in CAN-109, the seepage slicks provide evidence of a working hydrocarbon system further offshore than Corona Austral-X1 and Cruz del Sur-X1 wells, and indeed may hold geochemical information key to linking the prospectively of the source interval feeding the targeted traps of the upcoming well.</p><p>The fact that this seep was even observed was serendipitous. The European Space Agency (ESA) Sentinel-1 satellite acquired only five longer descending orbit pass acquisitions in early 2022 (prior to shortening the swath from approximately 4 minutes to 2 minutes of acquisition time to conserve resources). This small number of lengthened overpasses, that extended across the CAN-109 acreage, are the only open-access EO data sources available at a spatial resolution sufficient to potentially identify oil seepage slicks with confidence (prior to even considering met ocean conditions at the time of acquisition).</p><figure class="kg-card kg-image-card"><img src="https://satelliteblog.cgg.com/content/images/2022/09/New_Oil_Seep_Argentina.jpg" class="kg-image" alt="Newly discovered oil seeps confirm potential for offshore Argentina"><figcaption>Figure 3 - Temporally repeating oil slick observed in CAN-109, indicative of natural oil seepage through the water column (70m). Interpretation and image <em>© CGG, Contains modified Copernicus Sentinel data, 2022.</em></figcaption></figure><p>Whilst open-access EO data often provides an highly valuable initial input data source, we are able to overcome poor or totally lacking open-access EO data coverage by drawing upon the impressive capabilities of growing numbers of commercial satellite constellations. Site-specific tasking of such missions allows us to perform <a href="https://satelliteblog.cgg.com/cgg-satellite-mapping-completes-barents-sea-seeps-study-for-norwegian-petroleum-directorate/">high-resolution seep hunting studies</a> built upon EO data acquisitions that are optimised to maximise our chance of detecting any natural seeps that may be present. We have experience of performing such studies globally with great success.</p><p>For more information around our Argentina natural seeps study and its key deliverables, please get in touch with our Seep Hunting team.</p><hr><p><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Email: </em></em><a href="mailto:%20satellite.info@cgg.com">satellite.info@cgg.com</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em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</em></em><a href="https://www.cgg.com/satellite">www.cgg.com/satellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></e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</em></em><a href="https://www.linkedin.com/company/cgg-satellite-mapping/">CGG Satellite Mapping</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Twitter: </em></em><a href="https://twitter.com/CGGsatellite">@CGGsatellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></p>]]></content:encoded></item><item><title><![CDATA[Lithium Battery and Energy Metals Conference 2022]]></title><description><![CDATA[We are attending the Lithium Battery and Energy Metals Conference 2022 in Perth on September 14th and 15th 2022....]]></description><link>https://satelliteblog.cgg.com/lithium-battery-and-energy-metals-22/</link><guid isPermaLink="false">6321f16f662d58164413afc9</guid><category><![CDATA[Out and about]]></category><dc:creator><![CDATA[The Satellite Mapping Team]]></dc:creator><pubDate>Tue, 13 Sep 2022 19:00:00 GMT</pubDate><media:content url="https://satelliteblog.cgg.com/content/images/2022/09/lithium.PNG" medium="image"/><content:encoded><![CDATA[<img src="https://satelliteblog.cgg.com/content/images/2022/09/lithium.PNG" alt="Lithium Battery and Energy Metals Conference 2022"><p>We are attending the Lithium Battery and Energy Metals Conference 2022 in Perth on September 14th and 15th 2022.</p><p>CGG Satellite Mapping's Business Development Manager <a href="https://www.linkedin.com/in/dr-duncan-witts-9b41403b/">Duncan Witts</a> will be there alongside CGG Minerals &amp; Mining's <a href="https://www.linkedin.com/in/aletta-rooplal-98452b88/">Aletta Rooplal</a>.</p><p>Swing by the CGG booth or reach out to us directly to chat about our <a href="https://www.cgg.com/geoscience/satellite-mapping/geological-mapping">geological mapping</a> and <a href="https://geoverse.cgg.com/minerals-mining/geoverse-critical-minerals">lithium exploration expertise</a> and other "Satellite Mapping" offerings.</p><hr><p><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Email: <a href="mailto:%20satellite.info@cgg.com">satellite.info@cgg.com</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Telephone: +44 (0)1732 865023</em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Website: <a href="https://www.cgg.com/satellite">www.cgg.com/satellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>LinkedIn: <a href="https://www.linkedin.com/company/cgg-satellite-mapping/">CGG Satellite Mapping</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><br><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em>Twitter: <a href="https://twitter.com/CGGsatellite">@CGGsatellite</a></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></p>]]></content:encoded></item></channel></rss>