Difference between revisions of "Team:Pasteur Paris/Description"

Latest revision as of 03:07, 22 October 2019

Safety

Juddging Form

Human Pratices

Education
Law
Events

Project

Description
Design
Results
Entrepreneurship
Demonstrate
Chalenges
Improve

Team

Team members
Collaborations
Attributions

Sciences

Notebook
Results Attributions

Awards

About Us

Project Inspiration and Description

DIANE

Diagnosis is Now Easier

Diane is one of the most important figures in the Greek-Roman pantheon. Goddess of hunting, war and night, she lives in the woods surrounded by nymphs.

While Diane, praised for her dexterity and vivacity, travels the forests in search of prey, the DIANE device precisely seeks the bacteria responsible for an infection.

Today, someone dies of sepsis every 5 seconds in the world [1]. Sepsis is a clinical syndrome of organ malfunction potentially fatal provoked by a deregulated host response to the infection. Its current diagnosis relies on hemoculture, a slow process (24 to 48 hours), while every hour spent to detect which strain is responsible for the infection greatly enhances the risks of neurological and muscular complications and drastically reduces the chances of survival.

CURRENT DIAGNOSTIC METHODS

24h - 48h

In this context, we decided to create DIANE :

DIANE is a swift diagnosis device which aims at allowing the physicians to get almost immediate results of the body fluid sample analysis (blood, urine, saliva, cerebrospinal fluid etc) and to quickly provide the proper treatment to the patient.

Time is a crucial element. As advised by the international guidelines for the management of sepsis and septic shock of the 2016 Surviving Sepsis Campaign [2], physicians often have to act even before getting the results of the analysis and launch a broad empirical antibiotic treatment based on hypotheses regarding the origin of the infection. This can lead to an inadequate and thus inefficient treatment, a loss of time and can eventually result in the diminution of the patient’s chances of survival. Moreover, bring wrong or no specific treatment contributes to antimicrobial resistance (AMR). This is the most problematic as it would become the most deadly cause in 2050, ahead of cancer, with more than 10 million deaths worldwide.

In that way, DIANE would be a major tool against sepsis, but not only. More broadly, it could be used for any situation suggesting a bacterial infection with the advantages of being almost instantaneous, specific and selective. A rapid diagnosis would allow to provide the proper antibiotic treatment immediately and therefore to enhance the chances of survival, to reduce the complications due to the infection, as well as contributing to the fight against antimicrobial resistance, which is one of the biggest current threats for the global public health.

The diagnostic method we developed relies on an electrochemical detection of bacteria using aptamers, single-strand RNA or DNA capable of binding to a specific ligand, connected to carbon nanotubes electrodes.

We chose to work with DNA aptamers for their stability. They are resistant to room temperature (around 25°C) and not as easy to degrade as RNA strands. Aptamers were designed to specifically bind a bacteria.

To this end, we performed the SELEX (Systematic Evolution of Ligands By Exponential Enrichment) method [3]. SELEX is based on several rounds of oligonucleotide selection, in order to become more and more selective with the element we want to target.

The starting library is composed by 10^15 80 base-pair random oligonucleotides. This library is put in solution with one strain of bacteria, in order to make possible the specific interactions between them. Non-binding aptamers are then removed from the solution while binding aptamer stay with the bacteria. This cycle is repeated around ten times to finally obtain the aptamers showing the best affinity with the target.

We performed the SELEX on Staphylococcus aureus and Enterococcus faecium, two pathogens that cause important hospital-acquired infection. They are, above all, on the World Health Organization priority pathogens list as they require a particular attention, and R&D efforts [4].

The protocol we developed and used is of course applicable to other bacterial strains. We will also be able to develop aptamers and electrodes for numerous other pathogens, such as viruses and parasites, since the method relies on recognition of specific patterns on any frame.

Once one aptamer is selected, it is bonded to a carbon nanotubes electrode. Carbon nanotubes electrodes are highly sensitive as they allow to detect 1 CFU in 5 mL [5]. Each electrode will therefore correspond to the detection of one pathogen.

In a diagnostic case, the contaminated sample will be introduced into the device and carried out towards the analysis area. Bacteria will specifically bind to their selected aptamer, inducing a conformational change of their shape. This modification in the electrode’s environment will trigger a change in potential, thus leading to an electrical signal. This is how we can report the presence of pathogens in a biological sample

Simplified operating principle for specific bacteria detection using a regular electrode and another one with our aptamers bound to carbon nanotubes

Our job does not settle for making a electrod-aptamers system capable of detecting and quantifying specific bacteria but it also consists in the creation of an actual prototype capable of indicating which strain is responsible for the infection to a physician, taking into account the user scenario, security, and ethical responsibility linked to the device. We also aim at creating this device in such a way that it could be used in remote locations during humanitarian missions.

More specifically, its size allows it to be transportable, and carried out by hand. It is designed with several specific areas from the introduction of the sample by the physician to the outlet, inside a waste cartridge. An automated millifluidic circuit allow the transport of the sample towards the analysis zone which contains the electrodes coated with aptamers. This area is directly connected to the electrical circuit within an arduino microcontroller. After each use, an automated washing system is launched in order to avoid any kind of contamination. Our technology is compatible with small volumes of samples. All the fluids are therefore collected into the waste cartridge which contains a super absorbent polymer, allowing an easiest waste treatment process.

References

[1]https://www.pasteur.fr/fr/centre-medical/fiches-maladies/sepsis-septicemie

[2] Rhodes, A., Evans, L.E., Alhazzani, W. et al., “Surviving Sepsis Campaign: International Guidelines for Management of Sepsis and Septic Shock: 2016”, Intensive Care Med (2017) 43: 304

[3] Kwame Sefah, Dihua Shangguan, Xiangling Xiong, Meghan B O’Donoghue & Weihong Tan, “Development of DNA aptamers using Cell-SELEX”, Nature Protocols, 2010, vol 5, pages 1169–1185

[4] “Global priority list of antibiotic-resistant bacteria to guide research, discovery, and development of new antibiotics”

[5] Gustavo A. Zelada-Guillén et al., “Immediate Detection of Living Bacteria at Ultralow Concentrations Using a Carbon Nanotube Based Potentiometric Aptasensor”, Angew. Chem. Int. Ed., 2009, vol 48, pages 7334 –7337 Protocols, 2010, vol 5, pages 1169–1185

@@ Line 1: / Line 1: @@
-{{Pasteur_Paris}}
+{{Pasteur_Paris/wiki}}
 <html>
-<style>
+        <style>
-p.ex1 {
+ div.d1 {
-  margin-left: 40%;
+      	width:100%;
-}
+      }
-p.ex2 {
+      div.d2 {
-margin-topt: -15%;
+      	width:60%;
+        margin-left:20%;
+      }
+      p.p2 {
+      font-family:'Roboto',sans-serif;
+      color:white;
+      font-size:20px;
+      text-align:justify;
+      font-weight:100;
+      text-indent:100px;
+      width:100%;
+      line-height:1.3em;
+    }
+    p.p1 {
+      font-family:'Lato',sans-serif;
+      font-size:55px;
+      color:white;
+    }
+</style> <div class="d1" id="main_Description" style="z-index:-1;position:absolute;top:400px;">
+      <div class="d1">
+        <div class="d2">
+          <p class="p1" style="text-align:center;"> Project Inspiration and
+            Description </p>
+        </div>
+      </div>
+      <div class="d1" style="margin-top:200px;">
+        <p class="p1" style="font-size:70px;text-align:center;margin-bottom:-20px;">
+          DIANE </p>
+        <p class="p1" style="text-align:center;"> <i>Diagnosis is Now Easier</i>
+        </p>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-left:15%;margin-top:150px;">
+          <svg viewBox="0 0 3134.9 1990.3">
+            <defs><style>.DIANE-4{fill:#fff}.DIANE-11,.DIANE-15{stroke:#fff}.DIANE-15{stroke-linecap:round}.DIANE-11,.DIANE-15,.DIANE-6{stroke-miterlimit:10}.DIANE-15{stroke-width:5px}.DIANE-17{opacity:.2}.DIANE-3{opacity:.7}.DIANE-5{opacity:.9}.DIANE-6{stroke:#000;stroke-width:15px}.DIANE-11,.DIANE-15{fill:none}.DIANE-10{fill:#00554c}.DIANE-11{stroke-width:2px}.DIANE-12{fill:#2f6a6a}.DIANE-16{opacity:.16}.DIANE-18{opacity:.05}.DIANE-19{opacity:.1}.DIANE-20{fill:#00384f}.DIANE-22{opacity:.3}</style></defs><g
-}
+              id="Calque_15" fill="#fff" stroke="#fff" stroke-linecap="round" stroke-miterlimit="10"
-</style>
-<div class="column full_size">
-<h1>Project Inspiration and Description</h1>
-<p>To this day, numerous medical TV shows are based on the difficulties of diagnosing diseases quickly. What if a device could allow a precise and instantaneous diagnosis of a disease?</p>
+              stroke-width="5" data-name="Calque 15"><circle cx="3002.2" cy="443.5"
-<p>Viewing a more serious and realistic situation, today, someone dies of sepsis every 5 seconds in the world. Sepsis is a clinical syndrome of organ malfunction potentially fatal provoked by a deregulated host response to the infection. Its current diagnosis relies on haemoculture, a slow process, while every hour spent to detect which strain is responsible for the infection greatly enhances the risks of neurological and muscular complications and drastically reduces the chances of survival. In this context, we decided to create DIANE (Diagnosis is Now Easier): a swift diagnosis device which aims at allowing the doctors to get almost immediate results of the body fluid sample analysis and to quickly provide the proper treatment to the patient.</p>
+                r="20.6" opacity=".2"></circle><circle cx="3119" cy="396.3" r="13.4"
-<p>Time is a crucial element. The doctors often have to act even before getting the results of the analysis and launch a broad empirical antibiotic treatment based on hypothesis regarding the origin of the infection. This can lead to an inadequate and thus inefficient treatment, a loss of time and can eventually result in the diminution of the patient’s chances of survival.</p>
+                opacity=".4"></circle></g><g id="blanc_BIS" class="DIANE-3" data-name="blanc BIS"><path
-<p>DIANE would be a major tool against sepsis, but not only. More broadly, it could be used for any situation suggesting a bacterial infection with the advantages of being almost instantaneous, specific and selective. A rapid diagnosis would allow to provide the proper antibiotic treatment immediately and therefore to enhance the chances of survival, to reduce the complications due to the infection, as well as contributing to the fight against antimicrobial resistance, which is one of the biggest current threats for the global public health.</p>
+                d="M1990.2 2212.2a476.5 476.5 0 00106.3-41.1 1.5 1.5 0 00-1.5-2.6 481.9 481.9 0 01-105.6 40.8c-1.8.5-1 3.4.8 2.9z"
-<p>This device relies on an electrochemical detection of bacteria in a specific way using aptamers, single-strand RNA or DNA capable of binding to a specific ligand, connected to carbon nanotubes electrodes.</p>
-<p class="ex1"><img src="https://static.igem.org/mediawiki/2019/0/0f/T--Pasteur_Paris--aptamers_on_carbon_nanotube.jpg" margin style="max-width:180px;margin-left:7%;
-margin-bottom:-5%;margin-top:-4%"><br>
-<p class="ex1"><i>Aptamers bound to a carbon nanotube</i></p><br>
-<p>We will perform the SELEX (Systematic Evolution of Ligands By Exponential Enrichment) method to obtain these aptamers and with them build electrodes with high specificity. </p>
+                class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
-<p><img src="https://static.igem.org/mediawiki/2019/5/57/T--Pasteur_Paris--detection_part1.jpg" margin style="max-width:30%;margin-left:10%;margin-bottom:-2%;margin-top:4%">
-<img src="https://static.igem.org/mediawiki/2019/4/44/T--Pasteur_Paris--detection_part2.jpg" margin style="max-width:30%;margin-left:20%;margin-bottom:-2%;"></p>
-<p><i>Simplified operating principle for specific bacteria detection using a regular electrode and another one with our aptamers bound to carbon nanotubes</i></p><br>
-<p>Our job will not settle for making a electrod-aptamers system capable of detecting and quantifying specific bacteria but it will also consist in the creation of an actual prototype capable of indicating which strain is responsible for the infection to a doctor, taking into account the user scenari, security, and the ethical responsibility linked to the device. We also aim at creating this device in such a way that it could be used in remote locations during humanitarian missions.</p>
+              id="bactos"><g class="DIANE-5"><path d="M3124.6 1549.2a1.5 1.5 0 000-3 1.5 1.5 0 000 3z"
+                  class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><image
+                width="1233" height="973" transform="matrix(.23 0 0 .21 2583.4 235.9)"
-<p>References:</p>
+                xlink:href="data:image/png;base64,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%0A%20%20%20%20%20%20%20%20%20%20%20%20%20%20AAAAAAAAAADAAghpAAAAAAAAAAAACyCkAQAAAAAAAAAALICQBgAAAAAAAAAAsABCGgAAAAAAAAAAwAIIaQAAAAAAAAAAAAsgpAEAAAAAAAAAACzwf5rKlew4sQQnAAAAAElFTkSuQmCC"></image>
+            </g>
+            <g id="Tracé_bas" data-name="Tracé bas"><path d="M3099.5 1810.3v4" class="DIANE-6"></path><path
-<p>Gustavo A. Zelada-Guillén and al., “Immediate Detection of Living Bacteria at Ultralow Concentrations Using a Carbon Nanotube Based Potentiometric Aptasensor”, Angew. Chem. Int. Ed., 2009, vol 48, pages 7334 –7337</p>
+                stroke="#000" stroke-miterlimit="10" stroke-width="15" d="M7.5 1538.2v4"
-<p>Kwame Sefah, Dihua Shangguan, Xiangling Xiong, Meghan B O’Donoghue & Weihong Tan, “Development of DNA aptamers using Cell-SELEX”, Nature Protocols, 2010, vol 5, pages 1169–1185</p>
+                opacity=".5"></path><path d="M2107.5 1986.3v4" class="DIANE-6"></path><g
+                id="Calque_18" data-name="Calque 18"><g class="DIANE-3"><path fill="#378782"
+                    d="M2064.2 2056.1l-2.3-4.2a44.8 44.8 0 01-1.6-5.2c-.8-2.3-1.8-4.9-2.4-7.4s-.2-3.2-.4-4.8l-1.2-5.7c-1.1-5.1-.8-10.8-1.3-16a95 95 0 011.4-32.8c.9-3 1.3-6.2 2.3-9.2s2.8-5.3 4.2-7.9 4.5-7.5 7-10.9 7.2-9 12.2-12.4a218.9 218.9 0 0119.8-11.7c10.7-5.9 22.4-8.3 33.7-12.5a50.7 50.7 0 0118.1-4c9.8-.1 19.6-.2 29 3.2 6.7 2.4 13.1 7 19.2 10.7 10.7 6.8 19.7 16.5 27.3 26.7s12.2 18.8 17 29c3.2 7.2 6.9 14.2 9.1 21.9s3.6 13.2 4.2 20a93.5 93.5 0 01-.1 14c-.3 5.9-.7 12-2.2 17.7s-29.7 30.5-34.3 35.5"
-<h3>NEW: Bronze Medal Criterion #4</h3>
+                    transform="translate(-990.5 -1225.7)"></path><path d="M2065.2 2055.5c-8-14.1-8.3-31.2-9.4-47a78 78 0 0123.3-65.2c6.1-5.4 13.4-8.9 20.2-12.7a120.7 120.7 0 0122.9-9.6c7.5-2.4 14.9-5.5 22.5-7.3s16.7-1.6 24.6-.8a54.8 54.8 0 0124.1 8.4 124 124 0 0134.9 31.2 195.8 195.8 0 0122.2 40.7c7 16.1 8.9 32.6 7.4 50-.6 6.6-1.3 11.6-5.5 16.5s-6.8 7.3-10.4 10.8c-6.6 6.3-13.7 12.1-19.8 18.8-1 1 .6 2.6 1.5 1.5 6.2-6.6 13.3-12.4 19.8-18.7s13.6-11.6 15.4-19.8a102 102 0 00-2.5-49.7c-2.5-8.3-6.4-16-10-23.8a176 176 0 00-12.6-22.4 114.2 114.2 0 00-32.8-32.9c-6.8-4.4-13.6-9-21.5-11.1s-17.2-2.4-25.8-2.1-15.1 3-22.7 5.5-16.2 4.9-24 8.3a93.7 93.7 0 00-38 27.3 68.7 68.7 0 00-12.9 25.2 96 96 0 00-2.9 26.7c.4 9.2.7 18.7 2.4 27.7.9 4.5 1.1 8.7 2.6 13.1s2.7 8.5 5 12.6c.7 1.2 2.7.1 2-1.2z"
-<p>Document how and why you chose your iGEM project on this page. Reference work outside or inside of iGEM that inspired your project, how you selected your project goal, and why you thought this project was a useful application of synthetic biology. Finally, provide a clear and concise description of what you plan on doing for your project.</p>
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
-<p>To be eligible for this award, you must add clear documentation to this page and delete the alert box at the top of this page.</p>
+                  id="fleche"><g class="DIANE-5"><path d="M2159.2 2052.3c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
-</div>
+                      class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                    class="DIANE-5"><path d="M2158.8 2050.5a48.6 48.6 0 01-14.2-5.7c-1.7-1-3.5-2.2-5.5-2.1a8.9 8.9 0 00-3.8 1.5 105.5 105.5 0 01-27 10.4 38.5 38.5 0 0014.5 7.1c1.7.5 3.7.9 4.6 2.4s.4 3.4-.1 5c-1.8 5.7-3.7 11.3-5.8 16.8 8.8-6.3 19.6-8.8 29.5-13.3a5.6 5.6 0 002-1.4 5.2 5.2 0 00.9-2.8c1-7 3-11.7 4.9-18.5"
+                      class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><path
-<div class="column two_thirds_size">
+                      d="M2159.2 2049.1a59.2 59.2 0 01-14.5-6c-2.5-1.4-4.8-2.4-7.7-1.4-4.6 1.6-9 4.7-13.6 6.5a103.8 103.8 0 01-15.5 5c-1.4.3-1.3 2-.3 2.7a39 39 0 008.3 5c2.3 1 5.9 1.2 7.8 2.6 4.2 3 1.2 8.3-.1 12s-2.3 6.7-3.6 10a1.6 1.6 0 002.3 1.7c8.7-6 19.1-8.5 28.7-13 3.9-1.8 4.1-4.1 4.8-8.1s3-10.5 4.5-15.8c.5-1.8-2.4-2.6-2.9-.8-1.3 4.4-2.9 8.8-3.9 13.2s-.6 6.3-3.3 8.6-4.7 2-6.7 2.8c-7.9 3-15.8 5.7-22.8 10.5l2.2 1.7c1.7-4.4 3.3-8.9 4.7-13.4.9-2.8 2.7-6.4 1.1-9.3s-3.9-2.9-6.3-3.5a39 39 0 01-13.3-6.8l-.4 2.8a112.3 112.3 0 0024.1-8.9c3.5-1.8 5.2-3.6 9.8-1.9 1.5.5 2.9 1.7 4.3 2.4a51.3 51.3 0 0011.5 4.3 1.5 1.5 0 00.8-2.9z"
-<h3>What should this page contain?</h3>
-<ul>
-<li> A clear and concise description of your project.</li>
-<li>A detailed explanation of why your team chose to work on this particular project.</li>
-<li>References and sources to document your research.</li>
-<li>Use illustrations and other visual resources to explain your project.</li>
-</ul>
-</div>
-<div class="column third_size" >
+                      class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><path
-<div class="highlight decoration_A_full">
-<h3>Inspiration</h3>
-<p>See how other teams have described and presented their projects: </p>
-<ul>
+                    fill="none" stroke="#fff" stroke-linecap="round" stroke-miterlimit="10"
-<li><a href="https://2016.igem.org/Team:Imperial_College/Description">2016 Imperial College</a></li>
-<li><a href="https://2016.igem.org/Team:Wageningen_UR/Description">2016 Wageningen UR</a></li>
-<li><a href="https://2014.igem.org/Team:UC_Davis/Project_Overview"> 2014 UC Davis</a></li>
-<li><a href="https://2014.igem.org/Team:SYSU-Software/Overview">2014 SYSU Software</a></li>
-</ul>
-</div>
-</div>
+                    stroke-width="6" d="M1175.4 823.5l489.3-157.3"></path><path
+                    d="M1655.4 692.6l2.2-24.1-15.8-18.2 57 5-43.4 37.3z" class="DIANE-4"></path></g></g><g
+                id="Tracé_perso" data-name="Tracé perso"><g class="DIANE-5"><path
-<div class="column two_thirds_size" >
+                    d="M2304 2023a1.5 1.5 0 000-3 1.5 1.5 0 000 3z" class="DIANE-4"
-<h3>Advice on writing your Project Description</h3>
-<p>
+                    transform="translate(-990.5 -1225.7)"></path></g><g class="DIANE-5"><path
-We encourage you to put up a lot of information and content on your wiki, but we also encourage you to include summaries as much as possible. If you think of the sections in your project description as the sections in a publication, you should try to be concise, accurate, and unambiguous in your achievements.
-</p>
-</div>
+                    d="M2304.8 2022.8a751.9 751.9 0 01188.3-72.7c1.9-.4 1.1-3.3-.8-2.9a759.8 759.8 0 00-189.1 73c-1.7.9-.1 3.5 1.6 2.6z"
-<div class="column third_size">
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
-<h3>References</h3>
-<p>iGEM teams are encouraged to record references you use during the course of your research. They should be posted somewhere on your wiki so that judges and other visitors can see how you thought about your project and what works inspired you.</p>
-</div>
+                  class="DIANE-3"><path d="M2507.9 1985.7c-52.1 39.3-115.5 59.9-167.4 99.4-23.4 17.7-44.2 39.3-57.8 65.5s-19.4 53.8-20.1 82.2c-1.4 61.3 21.5 119.6 54 170.6 35.2 55.2 80.4 103 120.3 154.8s73.9 106.5 85.7 169.8a232.7 232.7 0 013.4 24.9c.1 1.4 2.3 1.4 2.2 0-5.2-62.1-34.2-118.7-69.5-168.9-37-52.7-81.7-99.4-119.5-151.5-36.8-50.6-66.8-107.1-73.1-170.2-3-29.2-.9-59.1 8.6-87s27.8-54.4 50.7-75c47.8-42.9 109.7-64 163.1-98.3a326 326 0 0020.5-14.3c1.2-.9 0-2.8-1.1-2z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2253.7 2752.5a1091.5 1091.5 0 00209.9 10.3q30.5-1.5 60.9-4.3c1.9-.2 1.9-3.2 0-3a1159 1159 0 01-209.1 1.4q-30.5-2.7-60.9-7.3c-1.9-.2-2.7 2.6-.8 2.9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1865.7 2756.4a505.6 505.6 0 00217.3-.1c1.8-.4 1.1-3.3-.8-2.9a502.9 502.9 0 01-215.7.2c-1.9-.5-2.7 2.4-.8 2.8z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M1998.3 2212.2a899.9 899.9 0 01-55.9 118.3c-21.3 37.9-46.2 73.2-70.7 109-44.7 65.5-90.8 144.9-71 227.3 8.8 36.8 30.7 71 64.3 89.6 1.7.9 3.2-1.7 1.5-2.6-30.9-17.1-51.7-47.7-61.2-81.3-10.9-38.3-6.1-79 6.6-116.3 13.6-40.2 36.1-76.4 59.8-111.3s48.2-69.1 69.2-105.7a912.8 912.8 0 0060.3-126.2c.7-1.8-2.2-2.5-2.9-.8z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M2128.7 1844.8c-43.6 7-80.9 33.7-109.4 66.4a352.8 352.8 0 00-38.6 53.9c-10.5 17.9-19.1 38.4-17.9 59.6 1 19.2 10 38.5 27.4 48.2a1.1 1.1 0 001.1-2c-16.4-9.1-25-27.3-26.3-45.5-1.4-21.1 7.3-41.4 17.7-59.2 20.9-35.9 48.3-70.5 83.1-93.7a161.3 161.3 0 0163.5-25.5c1.4-.3.8-2.4-.6-2.2z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M2127.6 1847.3c42.9-2.9 80.8 22.2 108.8 52.5 14.2 15.4 26.9 32.3 38.8 49.5s22.4 35.1 25.8 55.5-1 43.5-16.5 58.4c-1.1 1 .5 2.5 1.6 1.5a64 64 0 0018.2-48.4c-.4-20.3-8.8-39.3-19.4-56.4a428.7 428.7 0 00-40-53.8 202.3 202.3 0 00-48.3-42.6 118.7 118.7 0 00-69-18.5c-1.5.1-1.5 2.4 0 2.3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2205.9 2106.6c-5.3 9.8-14 17.3-19.3 27.1a1.5 1.5 0 002.6 1.5c5.3-9.8 14-17.3 19.3-27.1.9-1.7-1.7-3.2-2.6-1.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2112.7 2113.8a55.1 55.1 0 0112.8 16.7c.9 1.7 3.5.2 2.6-1.5a56.4 56.4 0 00-13.3-17.3c-1.5-1.3-3.6.8-2.1 2.1z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1887.6 2063.5a507.1 507.1 0 0077.4-45.9c1.5-1.1.1-3.7-1.5-2.6a507.1 507.1 0 01-77.4 45.9c-1.7.8-.2 3.4 1.5 2.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1886.7 2066.3l22.2 47.6c.8 1.8 3.4.3 2.6-1.5l-22.2-47.7c-.8-1.7-3.4-.2-2.6 1.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1956.9 2221.2l18.7 33.6c.9 1.7 3.5.2 2.5-1.5l-18.6-33.7a1.5 1.5 0 00-2.6 1.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1858.2 1933.1c11.5 26.3 22 52.7 36.6 77.4q10.2 17.1 20.1 34.2c2 3.4 7.2.3 5.2-3-9.3-15.9-19-31.7-28-47.8-5-8.8-8.9-18.1-12.9-27.5l-15.8-36.3c-1.6-3.6-6.8-.5-5.2 3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><path
+                  d="M1873.5 1919.9c7.7 20.1 14.3 40.6 22.2 60.6s18.5 38.5 29 57.1c1.9 3.4 7.1.4 5.2-3-10.3-18.4-21-36.8-28.7-56.4s-14.3-40.1-21.9-59.9c-1.3-3.6-7.1-2.1-5.8 1.6z"
+                  class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><g
+                  class="DIANE-5"><path d="M1906.1 1910.5c5.7 19.7 10.8 40 18.7 59s17.4 36.5 25.9 54.8c1.7 3.5 6.9.5 5.2-3-8.4-18-17.9-35.7-25.6-54s-12.8-38.9-18.5-58.4c-1-3.7-6.8-2.1-5.7 1.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1843.4 1954.5a1179 1179 0 0031.6 61.2c7.3 13.3 15.3 26.5 21.5 40.5 1.6 3.5 6.7.5 5.2-3-6.2-14-14.2-27.2-21.5-40.5-11-20.2-21.8-40.5-31.6-61.2-1.6-3.5-6.8-.5-5.2 3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2151.3 2502.3a676.7 676.7 0 00-1.9 183.7c2.1 16.8 4.9 33.5 8.3 50.2.2.9 1.7.5 1.5-.4a668.9 668.9 0 01-6.5-233.1c.2-.9-1.3-1.4-1.4-.4z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2205.9 2498.6a891.5 891.5 0 00-29.3 221 .7.7 0 001.5 0 889 889 0 0129.2-220.7c.3-.9-1.2-1.3-1.4-.3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2070 2491c-1 83.6 2.5 167.2 13.1 250.2.1.9 1.6.9 1.5 0-10.6-83-14.1-166.6-13.1-250.2a.8.8 0 00-1.5 0z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2120.8 2500a432.8 432.8 0 00-16 184.1 417.5 417.5 0 009.7 50.8c.2 1 1.6.6 1.4-.4a433.1 433.1 0 016.4-234.1c.3-1-1.2-1.3-1.5-.4z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2234.5 2761.7c-22.3 3.1-44.9.7-67.3 1.3-1 .1-1 1.6 0 1.5 22.5-.6 45.2 1.7 67.7-1.3.9-.2.5-1.6-.4-1.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2115.2 2735.9c14.3-3.5 30.6-6.7 43.9 1.3 6 3.6 11 10 10.8 17.3-.3 9.2-9.4 11.9-17 12.5-14.4 1.1-28.9 1.2-43.4 1.8-7.5.4-16.5 1.5-22.1-4.8s-4.3-16.9-3-25c.2-1-1.3-1.4-1.4-.4-1.7 10.2-3.2 24.7 8.2 30.1 6.2 3 13.7 1.8 20.3 1.6l25-1.1c9.7-.4 26.8 1.8 33-8.1s-1.7-20.4-9.6-25.2c-13.7-8.3-30.4-5.1-45.1-1.5-.9.2-.5 1.7.4 1.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2176.9 2729.7c25.3-10.8 53.6 6.6 58.2 33 .1.9 1.6.5 1.4-.4a44.4 44.4 0 00-60.3-33.9c-.9.4-.2 1.7.7 1.3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2176.7 2718a82.8 82.8 0 01-.9 9.9c-.1 1 1.3 1.4 1.5.4a87.6 87.6 0 00.9-10.3c.1-1-1.4-1-1.5 0z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2207.8 2031.3a16.7 16.7 0 011.3 8.8c-.3 3.9 5.7 3.8 6 0a23.4 23.4 0 00-2.1-11.9 2.9 2.9 0 00-4.1-1c-1.6.8-1.7 2.6-1.1 4.1z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2224.4 2024.8a36.2 36.2 0 012.1 15.3c-.3 3.9 5.7 3.8 6 0a38.8 38.8 0 00-2.3-16.9c-1.4-3.6-7.2-2-5.8 1.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2092 2026.4a25.4 25.4 0 001.3 20.4c1.7 3.5 6.9.5 5.2-3a20 20 0 01-.7-15.9c1.3-3.6-4.5-5.2-5.8-1.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2110 2030a41.2 41.2 0 001.7 12.6c1.1 3.7 6.9 2.1 5.8-1.6a34 34 0 01-1.5-11c0-3.9-6-3.9-6 0z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2214.2 1976.2a45.1 45.1 0 00-10.4-.7 15.1 15.1 0 00-9.5 4c-4 4-4.4 10.4-4.3 16s1.2 12.9 6 16.5 8.1 2.8 12.5 3a41.9 41.9 0 0010-.4 14.6 14.6 0 008.7-4.8c2.4-2.9 3-6.9 2.8-10.7a28.4 28.4 0 00-15.6-23.7"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2215 1973.3c-6.6-1-13.8-1.8-19.9 1.8s-7.4 8.8-7.9 14.7c-1.2 12.1 1.7 25.7 15.5 27.7 12.2 1.8 28.2.7 30.2-14.3a31 31 0 00-17-30.4c-3.4-1.8-6.4 3.4-3 5.2a25.9 25.9 0 0114 19.7c.7 5.5-.8 11-6.4 13.2s-9.2 1.3-13.7 1-10.3-1.7-12.4-7.4c-1.4-3.7-1.5-7.9-1.4-11.8s.9-9.8 5.2-12.4 10.3-1.9 15.2-1.2 5.5-5.3 1.6-5.8z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2539.2 1919.1c8.8-8.1 18.8-2.1 24.8 5.9 3 5 0 9-1 14 6 7 12 14 8 24-2 6-8 9-14 10-10 1-19 1-29-1-8-1-10-11-12-18-3-11 5-22 14.8-27l15.8 45.5a67.1 67.1 0 01-34.9 12.7h-4.7a41.3 41.3 0 00-11.5-35l3.7-.4c4.8-15.9 16.9-27.7 30.1-37.8 4.2-3.1 2.6-10.8 7.8-10s9.7 6 8.4 11"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2540.3 1920.1c7-5.8 15.3-2.8 20.7 3.6 4 4.8 2.2 8.3 1 13.3-.6 2-.6 2.1.4 3.6 3.9 6.2 9.7 10.6 8.1 18.8s-9.2 11.7-17.2 12.4a90.8 90.8 0 01-22.1-.7c-6.8-1.2-9.6-4.2-11.8-10.7s-3.5-11.4-1.5-17.2 7.6-11.7 13.6-14.9l-2.2-.9 15.8 45.5.7-1.6a65 65 0 01-38.8 12.3l1.5 1.5a42.8 42.8 0 00-12-36l-1 2.5 3.7-.4a1.6 1.6 0 001.5-1.1 67.2 67.2 0 0120.7-29.7c3.4-3.1 8.6-5.8 11-9.8.9-1.5 1-3.3 1.9-4.8 3.3-5.9 10.4 2 9.8 6.7-.3 1.9 2.6 2.7 2.9.8.8-6-3.3-12-9.5-12.8s-5.9 6.8-9.1 10.1c-6 6.1-13.2 10.8-18.8 17.5a63.3 63.3 0 00-11.8 21.2l1.4-1.1-3.7.4c-1.3.2-2.1 1.6-1.1 2.6a40.2 40.2 0 0111.1 33.9c-.1.8.8 1.5 1.5 1.5a66.9 66.9 0 0040.3-12.8 1.3 1.3 0 00.7-1.7l-15.8-45.5a1.5 1.5 0 00-2.2-.9c-10.5 5.7-18.5 16.9-15.3 29.2 1.3 4.9 2.6 10.3 5.8 14.3s9.4 4.8 14.8 5.4c11.4 1.3 30.7 2.8 36.6-9.9a18.4 18.4 0 00-.5-16.9c-1.5-2.8-3.6-4.9-5.4-7.5s.5-6.2.7-9.8c.5-6.7-5.9-12.3-11.4-15s-12-1.8-17.1 2.5c-1.5 1.2.6 3.3 2.1 2.1z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1853.5 1886.7a88.8 88.8 0 015.8-13.4h-1.9c4.2 9.8 10.7 18.9 13.4 29.3 1.1 4.1.5 6.2-2.1 9.6-1.2 1.6-2.4 3.1-3.5 4.8-2.8 4.2-5.1 8.8-7.7 13.2l1.8-.2-1.8.2 1.8-.2c-2.9-2.4-5.7-4.9-8.8-7-1.2-.9-2.3 1.1-1.1 1.9 2.9 2 5.5 4.4 8.3 6.7.5.4 1.5.5 1.8-.3 3-7.1-6.3-4.1-1.8.3a1.1 1.1 0 001.8-.3c2.9-5 5.5-10.4 9-15.2s5.9-5.6 5.2-10.7c-1.6-11.9-9.8-22.4-14.4-33.3-.3-.7-1.6-.6-1.9 0a102.2 102.2 0 00-6.1 14c-.5 1.3 1.6 1.9 2.2.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1866.2 1886.4c.8-7.8.5-15.3 4.4-22.4l-1.5.4h-.3c4.6 4.8 5.7 11 9.6 16.1s8.8 8.5 8 15.1-4.2 11.7-7.8 16.6c-2.2 2.9-3.5 5.7-7.4 4.1a14 14 0 00-3.4-1.3c-1.5-.2-1.5 2.1 0 2.2s3.4 3 5.6 3.1 3-1.8 4.1-3.1c4.6-5.6 9-11.7 10.7-18.8s-.6-10.6-4.8-15.5a38.2 38.2 0 01-6.5-10.3 35.6 35.6 0 00-6.5-9.8 1.1 1.1 0 00-1.6 0c-4.3 5.1 8.2 3.7 1.4-.2a1.1 1.1 0 00-1.5.4c-4.1 7.4-4 15.3-4.7 23.5-.1 1.4 2.1 1.4 2.2 0z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1905.1 1876.2c.3-3.8 2.2-7.1 3.4-10.7a43 43 0 014.2-10.2l-1.6.4c3 1.9 4.1 8.8 5 11.9s2 6.9 2.8 10.4 2.6 10 .2 14.5c-1.5 2.9-4.2 5.3-5.9 8.2a42.3 42.3 0 00-2.5 4.7l-1.3 3.2c-2.1 1.2-5.9-3.7-7.8-4.9l-8.9-5.5a10 10 0 01-4.9-7.6c-.2-1.4-2.4-.8-2.1.6.8 4.5 2 6.6 5.8 9s6.1 3.4 9 5.4 5 4.9 8 6.8a1.2 1.2 0 001.4-.2c1.7-2.2 2.3-4.8 3.5-7.3a55.8 55.8 0 015.7-8.6c3.2-4.1 3.9-7.2 3.2-12.4a130.6 130.6 0 00-4.5-18.7c-1.2-3.9-1.9-9.1-5.6-11.4a1 1 0 00-1.5.4c-2.1 3.3-3.2 7-4.4 10.7s-3.1 7.3-3.4 11.3c-.1 1.4 2.1 1.4 2.2 0z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1903.3 1875.7c-7.2-4-10.2-13.6-17-18.4a1.2 1.2 0 00-1.6.4c-2.2 3-2.4 7.8-2.9 11.3a80.8 80.8 0 00-.9 12 1.1 1.1 0 002.2 0 98.1 98.1 0 01.8-10.7c.4-3.5.6-8.5 2.8-11.5l-1.6.4c6.9 4.8 9.7 14.3 17.1 18.4a1.1 1.1 0 101.1-1.9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1827.7 1915.8c-8-2-14.3-8-21-12.5a1.1 1.1 0 00-1.7 1c-.2 1.7 1.8 3.8 3.6 2.5a1.3 1.3 0 00.5-1.3c-.4-1.1-1.4-1.6-2.4-2.2s-1.6.1-1.7 1c-.8 7.5 4 13 6 20.1s2.6 13.4 5.9 19.2c5.1 9.1 16.9 9.3 26 10.5 1.4.2 1.4-2.1 0-2.2-10.6-1.5-21.4-1.8-25.7-13.3-2-5.3-2.9-11-4.5-16.4s-6.2-11.5-5.5-17.9l-1.7.9 1.7-.9-1.7.9c6.9 4.7 13.3 10.8 21.6 12.8a1.1 1.1 0 00.6-2.2z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2152.5 2188c-5.5.2-7.6 2.9-10.4 7.4a11.2 11.2 0 00.9 12.9c9.5 11.9 26.7-1 22.2-13.7-2.5-6.8-8-6.6-14.4-6.6"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2152.5 2186.5c-8 .6-14.8 8.8-13.3 16.9a13.5 13.5 0 0017.1 10.4c6.6-2.1 11.7-9 11.1-16-.8-9.6-8.5-11.3-16.6-11.3a1.5 1.5 0 000 3c5.8 0 11.9.1 13.4 7.1a12.8 12.8 0 01-6.4 13.3 10.3 10.3 0 01-14.3-3.6c-4.2-6.7 1.5-16.2 9-16.8 1.9-.1 1.9-3.1 0-3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M2251.7 2487.3c-82.3 23.5-188.8 20.6-249-40.4"
+                    class="DIANE-10" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2251.5 2486.5c-64.6 18.4-140.1 21.6-202.1-7.8a165.1 165.1 0 01-46.2-32.3c-.7-.7-1.7.4-1 1.1 49.5 49.6 125.6 59.6 192.4 51.9a372.5 372.5 0 0057.3-11.4.8.8 0 00-.4-1.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M2251.1 2489c21.9 35.4 46 70.2 60.8 109.3 14.2 37.3 19.7 83.3-4.2 118a74.2 74.2 0 01-54 33.1c-1.9.1-1.9 3.1 0 3 18.9-1.6 36-10.8 48.8-24.7s20.8-33.2 23.5-52.8c5.9-43.5-12.2-85.9-33-123-12.2-22-26.1-43-39.3-64.4a1.5 1.5 0 00-2.6 1.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M2002.7 2446.9l-2.9 5 103.6-180.7c12.8-22.3 25.7-44.9 31.5-69.9s4.6-54.8-10.9-75.3c0 0 21.7 19.7 32.6 19.8a42.1 42.1 0 0029.6-11.6l5-5.1a278.1 278.1 0 00-13.9 185.2c3 12 5 24 10 36 3 11 7 21 11 31 10 25 22 49 35 73 7 12 11.4 20 18.4 33"
+                    class="DIANE-10" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2001.4 2446.2l-2.9 5 2.6 1.5 77.2-134.7c12.7-22.1 25.8-44 37.8-66.4 10.5-19.6 19.6-40.2 22.5-62.4s.1-45.7-13.3-64l-2.4 1.9a90 90 0 0028.8 19.3c7.6 2.5 16.8.1 23.9-3.2s11.6-7.9 16.7-13.1l-2.4-1.8a276.1 276.1 0 00-21.9 143.5c5.5 49.7 22 98 43.4 142.9 11.9 25 25.9 48.9 39 73.3.9 1.7 3.5.2 2.6-1.5-23.1-42.8-48.7-85.2-62.9-132.1-3.7-12-7.4-23.7-10.3-36s-5.5-23.4-7.3-35.4a285.5 285.5 0 01-1.7-73.3 266.9 266.9 0 0121.7-79.9c.7-1.4-1-3.1-2.3-1.8-9.9 10.1-25.1 21-39.9 14.7-9.3-4-17.8-11-25.2-17.8-1.2-1-3.5.4-2.4 1.9 27.3 37 10.3 87.1-9.2 123.3-23.1 43-48.5 85-72.8 127.4l-42.2 73.7c-.9 1.7 1.7 3.2 2.6 1.5l2.9-5a1.5 1.5 0 00-2.6-1.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M2083 2753.4c-23.5-9.1-47-18.6-69.3-30.3s-42.2-25.4-57.7-44.8a103.5 103.5 0 01-23.3-74c2.7-29.2 16.3-56.3 30.4-81.5s25.8-48.7 39.5-72.7c.9-1.6-1.7-3.2-2.6-1.5-12.8 22.4-24.1 45.5-36.8 67.9-14.5 25.6-28.7 52.7-32.8 82.1a103.9 103.9 0 0016.8 72.7 158.9 158.9 0 0055.2 49.1 595 595 0 0079.8 35.9c1.8.7 2.5-2.2.8-2.9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1828.5 1917.2a80.9 80.9 0 0111.6-20.7h-2c8.4 16.9 16 35 7.7 53.6-.6 1.3 1.3 2.5 1.9 1.2 8.7-19.5 1.2-38.2-7.6-56-.4-.8-1.5-.6-2 0a87 87 0 00-11.8 21.3c-.5 1.4 1.7 1.9 2.2.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M1837.4 1895l-3.5-11.4-1.3 1.4 18.9 3.4c1.4.2 2-2 .6-2.2l-19-3.4c-.8-.1-1.6.5-1.3 1.4l3.4 11.4a1.1 1.1 0 002.2-.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><path
+                  d="M1174.2 468.9l8.3 345.5M1195.1 849.8l400.1 327.3" class="DIANE-11"></path><g
+                  class="DIANE-5"><path d="M2113.2 1977.4a46.4 46.4 0 00-10.5-.7 15.1 15.1 0 00-9.5 4c-4 4.1-4.4 10.4-4.2 16.1s1.1 12.8 6 16.4 8.1 2.9 12.4 3a37.9 37.9 0 0010.1-.4 13.8 13.8 0 008.6-4.8c2.4-2.9 3.1-6.9 2.9-10.6a28.6 28.6 0 00-15.6-23.8"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2114 1974.5c-6.7-.9-13.9-1.8-19.9 1.8s-7.4 8.9-8 14.7c-1.1 12.1 1.7 25.7 15.6 27.8 12.1 1.8 28.2.6 30.1-14.4a31.3 31.3 0 00-16.9-30.4c-3.4-1.8-6.5 3.4-3 5.2 7.5 4 13 11.2 14 19.7.6 5.6-.8 11.1-6.4 13.3s-9.3 1.3-13.7.9-10.4-1.7-12.5-7.4c-1.3-3.7-1.4-7.9-1.3-11.8s.8-9.8 5.1-12.4 10.3-1.9 15.3-1.2 5.4-5.3 1.6-5.8z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><path
+                  d="M2109 2013c8.6 0 16.9-7.6 16.5-16.5s-7.3-16.5-16.5-16.5-16.9 7.6-16.5 16.5 7.2 16.5 16.5 16.5zM2212.2 2011.7c8.7 0 16.9-7.5 16.5-16.5s-7.2-16.5-16.5-16.5-16.9 7.6-16.5 16.5 7.3 16.5 16.5 16.5z"
+                  class="DIANE-12" transform="translate(-990.5 -1225.7)"></path><g
+                  class="DIANE-5"><path d="M2164.8 2021.5a10.6 10.6 0 002.2 2.9 2.9 2.9 0 004.2 0 3 3 0 000-4.2l-.4-.5-.2-.2.1.2a7.5 7.5 0 01-.7-1.2 3.1 3.1 0 00-4.1-1.1 3.2 3.2 0 00-1.1 4.1z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2115.5 1995c7.7 0 7.7-12 0-12s-7.7 12 0 12z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2218.5 1994c7.7 0 7.7-12 0-12s-7.7 12 0 12z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><path
+                  d="M2140.5 1679.6a12.7 12.7 0 01-7.1-2.9c-1.3-1.1-2.5-2.8-1.7-4.6s2.5-1.3 3.5-.1c2.2 2.7 6-1.2 3.8-3.8-5-5.8-13.7-1-12.9 6.1s7.5 9.8 13 10.5c3.4.5 4.9-4.7 1.4-5.2zM2580.6 2414.1c-2.4 5.4-3.2 13.3 2.2 17.3s14-1 11.7-8.1c-1.1-3.3-6.3-1.9-5.2 1.4.4 1.4-.1 3-1.8 3s-3-2.6-3.2-4.3a12.4 12.4 0 01.9-6.6c1.4-3.2-3.3-5.9-4.6-2.7z"
+                  class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><circle
+                  cx="1162.7" cy="975.3" r="13" fill="#939336" stroke="#fff" stroke-miterlimit="10"
+                  stroke-width="2"></circle></g><g id="Tracé_Arc_" data-name="Tracé Arc +"><path
+                  d="M2138.8 1682.2c177.6 47.9 305.8 137 386.9 241.5M2542 1963.1c68.6 170.7 74.6 326.7 39.9 454.3"
+                  class="DIANE-15" transform="translate(-990.5 -1225.7)"></path></g><g
+                id="Tracé_bras" data-name="Tracé bras"><g class="DIANE-3"><path
+                    d="M2001.6 2206.7a130.9 130.9 0 01-99.6-5.6c-8.8-4.3-17.2-9.8-23.2-17.5s-9-18.1-6.3-27.5 11.9-17.4 20.6-23.7c63.1-45.6 136.9-80.3 214.7-83.8 5-.2 10.1-.3 14.5 2s9 9.1 11.8 14.9 6.5 14.3 3.9 21.2a26.5 26.5 0 01-8.7 10.4 286.5 286.5 0 01-184.6 64.2"
+                    class="DIANE-12" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2001.3 2205.6a130.4 130.4 0 01-66.7 5c-20.5-3.9-47.2-12.8-57.9-32.4a28.2 28.2 0 013.7-33.5c7.1-7.9 16.5-13.8 25.2-19.7a514.8 514.8 0 0157-34.2 366.3 366.3 0 01126.4-39.6c5.1-.6 10.3-1 15.4-1.3s13.1-1.1 18.6 2.4 7.2 7.9 9.5 12.5 6.6 13.1 4.9 20-6.1 9.2-10.2 12.6-9.6 7.4-14.5 10.9a289.3 289.3 0 01-27 16.8 286.1 286.1 0 01-141 35.1 1.1 1.1 0 100 2.2 288.2 288.2 0 00136.2-32.2 271.5 271.5 0 0031.5-19c8.2-5.6 18.6-11.8 24.4-19.9s1.5-20.2-3.1-29-10.5-14.6-20.9-14.9c-11.9-.4-24.2 1.3-36 3.1a352.2 352.2 0 00-35.1 7.2 399.9 399.9 0 00-67.8 25.1 505.3 505.3 0 00-64.4 36.8c-15.8 10.6-40.8 23.8-39 46 2 25.4 30.6 38.4 51.9 44.4a132.4 132.4 0 0079.5-2.2c1.3-.5.7-2.6-.6-2.2z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M2124.8 2049l29.8-16.9c4.6-2.6 11-5 14.7-1.2s2.2 6.2 3.7 9.3c2.3 4.9 8 6.9 13.1 8.7s10.8 4.7 12.1 9.9c1 3.7-.6 7.7-3.2 10.4s-6 4.7-9.4 6.3a215.3 215.3 0 01-49.3 14.6"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path><path
+                    d="M2125.6 2050.3l19.8-11.3c5.2-2.9 13.9-10.1 20.3-8.4 4.6 1.1 4.3 6.5 5.8 10a15.4 15.4 0 003.7 4.7c4.1 3.3 9.4 4.3 14 6.5s6.7 3.7 7.6 7.4-2.5 9.3-6.2 11.9a74 74 0 01-17.9 8.1 275.7 275.7 0 01-36.8 9.4c-1.9.4-1.1 3.3.8 2.9 15.5-3 31.2-6.6 45.8-12.9 6.1-2.6 13.2-5.8 16.2-12.2a11.4 11.4 0 00-3-14c-5-4.5-12.1-4.9-17.6-8.7s-3.8-13-10.5-15.7-12.2 1.9-17.1 4.7l-26.4 15c-1.7.9-.2 3.5 1.5 2.6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g></g>
+              <g id="Ombres"><g class="DIANE-16"><path d="M1927.6 2068.5l-12.7-8.1v18.2l52.5-28.9-15.8-9.1a54.5 54.5 0 0018.3 42.2l2.2-16.5-45 22.1-5.3 2.7-2.6 1.3q-2.5.9 3 1.5c0-.2-4.1-6.9-4.3-7.3a101.8 101.8 0 01-7.6-21.5l-17.6 10.2a48.6 48.6 0 0064.3-.9c4.1-3.8 3.8-10.9 0-14.8s-10.4-3.5-14.9 0l-25.4 19.9c-4.5 3.5-3.7 11.2 0 14.9s10.3 3.5 14.8 0l25.5-20-14.9-14.8a26.9 26.9 0 01-34.5.9c-7.8-6.7-20.3-.4-17.6 10.2a129.7 129.7 0 0010.6 28.2c4.9 9.3 12.9 17.6 24.4 13.6 9.8-3.4 19.3-9.1 28.6-13.7l29.1-14.3c5.8-2.9 7-12.3 2.1-16.5a34.3 34.3 0 01-12.2-27.4c.3-8.1-9-12.7-15.8-9l-52.5 28.8c-7.2 4-6.5 14.1 0 18.2l12.7 8.1c11.4 7.3 21.9-10.9 10.6-18.2z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-16"><path d="M1958.1 2224.6c.8 9 6.8 17.8 16.9 17.6a16 16 0 0012.2-6.1 20.4 20.4 0 003-6.1 12.9 12.9 0 00.7-2.1q.3-.9 0-.3c-1.5 4-5.6 3.8-12.3-.3l-1.4-5.3c.6-2 .6-2.3-.1-1.2l-1.2 1.9-2.5 3.6-4.9 7.4c-3.2 4.8-.9 11.7 3.8 14.4s11.2 1 14.3-3.8 7.1-9.5 9.8-14.6c3.6-7 1.5-15.8-6.2-18.8a14.2 14.2 0 00-17.5 6.4 25.3 25.3 0 00-1.9 4.5l-.4 1.1q-.6 1.8 0 .6l3.3-2.2a3.6 3.6 0 013.6.7 2.8 2.8 0 011.8 2.6c-.5-5.7-4.4-10.5-10.5-10.5s-11 4.8-10.5 10.5z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><path
+                  style="opacity:0.2" d="M2161.1 2522.7a63.8 63.8 0 0040.4-4.2l-13.2-10.2a668 668 0 00-28.4 206.4l17.7-2.3a469.3 469.3 0 01-11.1-95.9 461.4 461.4 0 011.7-48.5c.7-7.8 1.5-15.5 2.6-23.2.4-3.4 1.1-6.8 1.6-10.2a4.2 4.2 0 01.2-1.1c.3.3-3.2.9-3.3 1s.7.9.6 1.1c-6.2 30.9-11.9 62-13.9 93.6a492 492 0 00.8 73.3c.7 8.2 1.5 14.3 4.3 21s9.2 12 14.8 17.8 4.9 12.8 9.5 18.2 12.2 7.5 19.4 7.3c5-.2 12.4-2.7 17.2-.6s7.9 1.6 10.9-1.4 3.6-7.6 1.4-10.9a59.9 59.9 0 00-36.4-26.4c-11.3-2.8-16.1 14.6-4.8 17.3a42.6 42.6 0 0125.7 18.2l12.3-12.3a36.2 36.2 0 00-19.5-2.6c-3.4.4-10.4 2.3-12.9-.7s-2.6-6.9-3.8-9.7a33.5 33.5 0 00-6.3-9.2c-4.7-4.7-9.9-7.9-11.9-14.6s-2.3-15.3-2.7-22.8-.9-17.1-1-25.7a509 509 0 012.3-52.4 478.9 478.9 0 017.6-50.4c2.9-14 11.7-35.7-5.5-44.2a15.4 15.4 0 00-20.6 6.6c-3.6 7-3.6 16.4-4.6 24a489.5 489.5 0 00-3.7 51.3 498.6 498.6 0 0011.7 116.8c2.2 10 17.9 7.7 17.7-2.4a655.5 655.5 0 0127.7-201.6c2.5-8.2-6.5-13.1-13.2-10.1a43 43 0 01-26.5 2.3c-11.3-2.5-16.1 14.8-4.8 17.4z"
+                  transform="translate(-990.5 -1225.7)"></path><path style="opacity:0.2"
+                  d="M2077.5 2506.2q-3.1 71.1-.8 142.2 1.2 35.1 3.7 70.1l1.4 16.7c.5 5.6.2 12.7 3.2 18.1 2.1 3.8 5.5 6.6 8.6 9.5 4.6 4.3 9.3 6.7 15.7 5.4a44.2 44.2 0 015.2-1.4c2.5-.4 5.6 0 8.2 0 5.8 0 11.6-.1 17.4 0h5.9c2.4.3 4.5.8 6.9.5 6.5-.9 9.5-5.6 11.8-11.2s-1.3-9.4-4.8-11.9a44 44 0 00-22.5-8.7 56.8 56.8 0 00-10.9.4c-3.6.5-8.2 2.2-11.7 1.7-1.6-.2-2.1-1.8-2.7-3.8a72.9 72.9 0 01-2.7-12.3q-3-15.1-5.7-30.6c-6.8-39.9-10.3-80.7-1.5-120.6 4.7-21.4 10.9-42.9 8.6-65l-15.8 9c2.9 1.6 6.3 2.2 9.2 3.8l2.5-19.2a16.6 16.6 0 01-5.9 1.3c.9.1-3.4-1.1-2.6-.7-4.4-1.9-8.5-4.3-13-6-6.4-2.4-13.5 3.7-13.3 10.1.5 19.2 1.9 38.4 2.6 57.6.3 7.3-.5 14.2-.8 21.5s2.3 15.8 9.7 19.3 13.3.6 15.4-6.3l4.6-15.4c3.9-13-16.3-18.5-20.2-5.6l-4.7 15.5 15.5-6.3c-1.7-.9-1.4-.5.7 1.3l.1.3c-.2-.7-.2-.7 0 .2a19.3 19.3 0 01-.1-2.4c.1-2.5.4-5 .7-7.5.8-7.3.2-14.8-.2-22.2-.7-16.7-1.9-33.3-2.3-50l-13.3 10.1c4.7 1.8 8.9 4.7 13.7 6.3a30.9 30.9 0 0019-.8c8.1-2.9 10.9-14.6 2.5-19.2-3-1.6-6.4-2.2-9.2-3.8-6.4-3.5-16.7.7-15.8 9.1 2.1 20.1-3.3 39.1-7.7 58.5a263.8 263.8 0 00-6.1 64.5c.5 21.9 3.4 43.7 7 65.3 1.8 10.6 3.7 21.1 5.7 31.6s3.1 18.6 9.3 25.8a21.9 21.9 0 0014.2 7.3c5.3.6 10.5-.9 15.8-1.5 8.9-1.1 13.8.2 21.3 5.5l-4.8-11.8c.4-1.2 5.2-3.3 6.4-4s2.8.4.3 0-4.3-.6-6.4-.7c-4.8-.2-9.5 0-14.3 0h-13.2c-3.4 0-9.6-.4-12.5 1.9s5.5 3.1 4.1.7a8.1 8.1 0 00-1.9-1.8c-1-1-2.8-2.1-3.5-3.4s-.8-8.2-1-10.9c-.8-10.2-1.6-20.4-2.2-30.6-2.6-41.4-3.9-82.9-3.6-124.4q.2-35.6 1.8-71.1c.6-13.5-20.4-13.5-21 0z"
+                  transform="translate(-990.5 -1225.7)"></path><g class="DIANE-18"><path
+                    d="M2417.3 2601c1.2 2.4 1.1 1.9-.4-1.4a17.1 17.1 0 01.9 3c1.6 4.4-.1-5.4 0 .6v2.4c-.3 2.7-.2 2.1.3-1.6.3.2-1.2 5.1-1.3 5.7l-1.8 5.6c-.6 1.9-.8 2.1.5-1l-1.4 3.2c-1.7 3.6-3.6 7.1-5.5 10.6a493.8 493.8 0 01-25.3 43.3c-2.3 3.5-4.7 6.8-7.2 10.2s-1.4 1.9.5-.6l-1.6 2.1-3.8 4.5a159.2 159.2 0 01-15.8 16c-1.2 1.1-3.4 3.7-4.9 4.1l1.7-1.3-2 1.5c-3 2.1-6.1 4.2-9.3 6.1s-6.6 3.5-9.9 5.1-1.9.9 1.3-.5l-2.9 1.1c-2 .8-4.1 1.4-6.1 2a24.2 24.2 0 00-17.2 26.4 24.1 24.1 0 0023.6 20.8 571 571 0 0094.2-5c15.5-2.1 30.9-4.9 46.2-8.1 1.7-.3 8.5-2.6 9.8-1.7l-3.1.4 3.2-.4 4.9-.2h4.8c4.4.1-3.8-.9-1-.1l4.5 1.2c1.5.3 1 .3-2.1-.9a15.1 15.1 0 012.8 1.5 24.2 24.2 0 0031-6.2c7.6-9.9 6-22.3-1.9-31.5l-9.4-11.1-5.2-6.3-2.2-2.8c-2.2-2.7 2.4 3.2.4.5a194.5 194.5 0 01-16.4-24.9c-1.2-2.1-2.2-4.2-3.2-6.3-.2-.3-1.4-3.3-1.5-3.2s1.8 4.6.4.8a105.9 105.9 0 01-4.3-13.5l-1.5-6.9c-.8-4.5.2 3.4.1.3l-.3-3.5a81.4 81.4 0 01.5-14.8l-40.9 16.9 7.9 8.9 4.4 5.2c3.8 4.4-2.9-4.3.4.4s4.5 6.5 6.4 9.9c1 1.7 2.7 4.1 3 6l-1.1-2.6 1 2.9 1.4 5.5c1.1 4.4-.2-5.6-.1-.8a54.2 54.2 0 01.1 5.7v1.4c-.3 2.6-.1 1.9.3-2.1-.6 1.3-.6 3.3-1 4.7l-.6 2c-.9 2.4-.6 1.7.8-1.9-.8.7-1.8 3.1-2.3 4.1s-.5.8 1.7-2.1a18 18 0 01-1.9 2c-2.7 3.3 4.1-2.2.2 0l-2.8 1.6c-2.3 1.1-1.9 1 1.3-.5 0 .5-3.9 1.1-4.6 1.3q-4 .8 1.5 0l-3.2.2h-4.9c-2.6-.2-1.8-.1 2.4.4l-2.6-.6-2-.6c-1.7-.6-.9-.2 2.5 1.2-.7-.6-3.8-2.5-4.7-2.6 2.9 2.3 3.7 2.9 2.3 1.7l-1.3-1.3c-1.7-1.9-1.2-1.2 1.4 1.9-1.2-2.2-.9-1.3.9 2.5-1.2-4-.2 6.1.1 1.5-.7 4.2-.8 5-.2 2.5a11.1 11.1 0 01-3.4 5.8c3-3-4.8 2.3-.7.3-3.7 1.4-4.3 1.7-1.9 1a8.4 8.4 0 01-5.4.3c-2.3-.4-2.5-.4-.6.1-3.5-1.7-4.2-1.9-2-.6-2.9-2.5-3.5-2.8-1.8-1.1a12 12 0 01-3.5-5.8c4.5 11.7 16.5 21 29.6 16.7 11.4-3.7 21.5-16.9 16.7-29.5s-14.6-23.7-28.9-26.6a38.2 38.2 0 00-40.9 56.1 47.5 47.5 0 0027.1 21.5c20.9 7.8 47.5 2.2 63.4-13.4s19.4-38.7 15.3-59.7-20.8-40.9-35.8-57.3c-6.5-7.1-17.7-8.5-26.2-5s-13.6 12.1-14.8 22c-6 49.2 26.8 90.7 56.7 125.6l29.1-37.7c-16.6-9.5-34.5-9.1-52.7-6.2-14.9 2.4-29.5 6-44.4 8.2l-3.6.6c3.5-.6-2.8.3-3.5.4l-12.6 1.4a560.4 560.4 0 01-71.7 2.3l6.4 47.1c38.8-11.7 67.8-40.8 89.7-73.9a461.5 461.5 0 0028.2-49.3c10.7-21.6 17-45.6 4.7-68-6.1-11-22.1-15.5-32.8-8.6s-15.1 21-8.6 32.8z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-18"><path d="M1819.9 2682.9c18.2 32.3 49.7 53.8 84 66.5 37.7 13.9 79.1 15 118.8 16.1v-48l-64.9-1.6c-9.9-.2-19.9-.4-29.9-.8-4.4-.1-8.8-.3-13.2-.7l-3.3-.4c-3.2-.2-.3.9 1.4.3-1.4.5-5.7-1-7.3-1.3-4.2-.9-8.3-2.3-12.4-3.6s4.1 2 1.2.5l-2.2-1a69.6 69.6 0 01-6.9-4.1c-2.5-1.6.7-.8 1.3 1.1-.1-.3-2.1-1.7-2.2-1.9a55.1 55.1 0 01-4.3-4.1l-3.4-3.8c-1.2-1.3 2.8 3.9 1.1 1.3l-2.1-3a107.4 107.4 0 01-5.8-10.5 10.7 10.7 0 00-1.2-2.7c.3.1 2.1 5.5.7 1.5l-2.3-6.4a158.6 158.6 0 01-5.9-25.4l-.6-3.7c-.7-4.7.4 2.9 0-.2l-1.1-8.3-2-16.8a237.5 237.5 0 00-7.7-39.3 24.1 24.1 0 00-26.3-17.2c-12.5 1.7-19.6 11.5-20.8 23.6-4.7 47.2 7 96.1 31.5 136.6 6.5 10.8 21.8 15.7 32.8 8.6s15.6-21.3 8.6-32.8c-2.6-4.5-5.2-9-7.5-13.6l-3.4-7.1a27.6 27.6 0 01-1.8-3.9c.5 1.5 1.5 3.7.4.9a229.3 229.3 0 01-9.5-30.5 261 261 0 01-2.8-15.4c-.6-3.3.5 4.7.1 1.3l-.5-4.3-.6-7.8a201 201 0 01.7-32l-47.2 6.4a156.1 156.1 0 014 15.3l1.5 8.3.6 3.7.3 2.4.2 1.4.6 4.7.8 7.5 2.8 21.2c2.8 19.3 8.1 38.6 18 55.5a91.9 91.9 0 0050.4 41.1c20.2 6.9 42.4 6.6 63.4 7.1l76.7 1.9c12.5.3 24.5-11.3 24-24s-10.6-23.6-24-24c-18.4-.5-36.8-1-55.1-2.9-2.5-.3-5.1-.4-7.5-.9 6.5 1.4-1.8-.3-3-.5-4.4-.6-8.7-1.4-13-2.3a208.2 208.2 0 01-24.6-6.8l-5-1.8c-1.7-.7-7.6-3.9-1.4-.5-3.2-1.8-6.6-3-9.8-4.7a185.1 185.1 0 01-18.9-11.7l1.9 1.4-2.4-1.9-4.6-4q-3.9-3.6-7.5-7.5l-4-4.5c-3-3.6 2.9 4.1.1 0s-4.5-6.7-6.5-10.3c-6.2-10.9-22.1-15.5-32.9-8.6s-15.2 21.2-8.6 32.9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-18"><path d="M2200.8 2035.7c.7.7.7.7 0-.2l.8 1.3c.2.5.8 2.3.2.4l.6 2.1c.2 1 .2 1 0-.2v1.4c0 4.7 4.2 9.2 9 9a9.2 9.2 0 009-9 25.8 25.8 0 00-6.8-17.5c-3.2-3.6-9.6-3.5-12.8 0a9.3 9.3 0 000 12.7z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-18"><path d="M2218.8 2025.9a39.1 39.1 0 011.7 18.6c-.6 4.8 4.6 9 9 9s8.4-4.2 9-9a50.4 50.4 0 00-2.4-23.4c-1.6-4.6-6.2-7.6-11.1-6.3s-7.8 6.5-6.2 11.1z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-18"><path d="M2087.5 2032.9l1.7 12.5c.7 4.7 6.9 7.7 11.1 6.3s7-6.1 6.3-11.1l-1.8-12.5c-.7-4.7-6.8-7.7-11.1-6.3s-7 6.1-6.2 11.1z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-18"><path d="M2105.1 2033.8l1.9 10.1c.9 4.6 6.7 7.7 11.1 6.2s7.2-6.1 6.2-11l-1.8-10c-.9-4.7-6.7-7.7-11.1-6.3s-7.2 6.1-6.3 11z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-19"><path d="M2205.2 2633.2a210.2 210.2 0 0064.9-10.3c12.3-4.1 25.8-8.2 32.8-20 8.6-14.7-.6-29.8-6.8-43.3-4.4-9.8-8.7-19.6-13.3-29.3s-9.7-18.3-17.3-24.8c-11.2-9.7-24.4-14.6-39.3-11.9s-25.6 14.8-28.5 28.9c-1.3 6.5-1.4 13.2-1.9 19.9l-.3 3.5-.3 2.7.3-2.5c.6 2-1.2 6.7-1.6 8.8a158.4 158.4 0 01-4.1 15.4l-3.1 8.4c-.4 1.1-1.1 4 .3-.4a30.2 30.2 0 01-2.3 4.8c-4 8.4-4.1 17.4 1.8 25s15 10.7 23.6 8.1c13-4 26.8-9.3 37.8-17.3 8-5.9 14.3-12.5 17.7-22s2.1-19.6-2.3-29-21.2-14.3-30.8-8.1-13.4 19.3-8 30.8a11.2 11.2 0 01-1.8-5.6q1.1-5.2 0-1.5c1.4-3 1.5-3.4.3-1.3l1.6-2.2a14.5 14.5 0 01-2.2 2.1c2.6-1.9 2.9-2.2.9-.8l-4.7 2.9-5.6 2.9c-.5.3-6.7 3.1-3.9 1.9s-3.4 1.3-4 1.5l-6.9 2.3 25.4 33a175.3 175.3 0 0015.9-52.5c.6-4.5 1.2-9 1.5-13.6l.2-4.9a19.4 19.4 0 00.2-2.4 24 24 0 00-.3 2l.3-1.5c2.1-3.7-2 3.5.2-.2a11.8 11.8 0 01-3.7 4c-.1 0-4.3 1.3-1.9.8s-2.3.2-2.3.2 3 .4.1-.3-.2.2.7.4-3.1-2-1.2-.5a10 10 0 001.9 1.2c-.4.1-3.9-3.7-1-.7.4.3 3.1 3.5 3.4 3.4s-2.5-3.5-1.1-1.4l1.8 2.6 2.8 4.8c3.9 7.4 7.1 15.1 10.5 22.6l10.9 24.1-.7-1.5 1-5.8c-.5-3.8.7-6.6 3.7-8.6 4.5-4.6 3-2.8 1-1.8s1.9-.9 1.9-.8l-12.1 4.4a190.6 190.6 0 01-26.8 6.6 22 22 0 01-3.7.6c1.9-.1 3.1-.4.5-.1l-7.3.7c-4.9.4-9.9.6-14.8.6-11.7.1-23 10.3-22.5 22.5s9.9 22.6 22.5 22.5z"
+                    class="DIANE-20" transform="translate(-990.5 -1225.7)"></path></g><path
+                  fill="#000031" opacity="0.1" d="M2114.5 2630.7l12 1c9.8.7 17-10.3 14.5-19s-2.5-11.8-2.2-19.8a156.5 156.5 0 012.2-21.3c2.5-16 5.5-32.3 3.9-48.5l-15 15h7.1l-12.9-22.6a184.2 184.2 0 00-23.3 90.6c0 7.8 6.8 15.3 15 15s15-6.6 15-15a151.9 151.9 0 0119.2-75.4 15.2 15.2 0 00-13-22.6h-7.1c-7.5-.2-15.8 7-15 15 3.3 32.6-12.3 64.1-2.8 97.5l14.4-18.9-12-1c-7.9-.6-15.4 7.3-15 15s6.6 14.3 15 15z"
+                  transform="translate(-990.5 -1225.7)"></path><g class="DIANE-19"><path
+                    d="M1954.4 2596.9l5 .2c1.5.1 6.5-.3.8 0 3.1-.2 7 1.3 10 1.9 7.2 1.6 14.3 3.5 21.6 4.7s14.7 2.4 22.1 1.8a80.5 80.5 0 0013.9-2.2c6.9-1.9 1.2.8-6.9-1.6s-5.5-2.5-3.3-1.1a65.5 65.5 0 0030.7 11.8c16.7.6 28.9-12.2 32-27.8a103.9 103.9 0 001.8-27.8c-.3-5.6-1.3 8.2-.4 2.4 1.2-8.3 0-14.5-3.3-22l-9.5-21c-6.6-14.5-12.3-29.5-22.5-41.9-13-15.6-37.4-25.1-54.4-10a72.8 72.8 0 00-15 19.1 41.2 41.2 0 00-4.8 16.7v1.5c-.3 2.6-.1 2.2.3-1.2.5.9-1 4.9-1.3 5.9a34 34 0 01-1.5 4.2l.6-1.3-1.4 2.6a90.9 90.9 0 01-5.2 9c-3.8 6.2-7.7 12.3-11 18.8a23 23 0 001.8 25 22.7 22.7 0 0023.6 8.1c5.7-1.5-4.3-.1-.1-.2l4-.2 10-.2c8.7-.2 17.4-1.3 25.2-5.3s15.8-10.5 20.7-18.2a37.6 37.6 0 001.5-37c-5-10.7-21.2-14.2-30.8-8.1s-13.4 19.3-8.1 30.8c-1.3-2.8-1.2-4.2-1.5-7.1s.3-2-.2 0l1.1-2.6c-1.6 3.5 2-1.6.3-.3-3.3 2.4.1 1.3.5-.1-.2.6-2.7 1.7-3.2 2.1-2.6 1.5-3.1.3 1.4-.2-.9.1-2 .6-2.9.8s-3.9-.3 1.5-.1c-4.3-.2-9 .4-13.4.4a71.8 71.8 0 00-17.9 2.1l25.4 33c4.9-9.8 11.6-18.6 16.5-28.4 3-5.9 5.8-12.1 7.2-18.5a83.5 83.5 0 001.8-12.2c.2-4.1-.2.9-.3 1.5.7-2.4.4-1.9-.9 1.4a25.5 25.5 0 011.4-2.4c2.1-3.8-.9 1.2-.9 1s2.5-2.9 3-3.5l1.7-2.3c3.5-4.1 2.6-.1-4.9 1.9-4.8 1.3-11.2-.3-5.6.7 2.9.5-4.8-2.6-.6-.1s-2.5-2.6-.2-.4c.7.8 3.8 2.8 3.8 3.9l-1.5-2.1 1.4 2 2.1 3.4a68.5 68.5 0 013.7 7.1c2.9 6 5.6 12.1 8.4 18.2l8.1 17.8 2.4 5.4.8 1.8a7.3 7.3 0 01-1-6.1c.2-8.5-.7.2-.8 3.4s.2 5 .2 7.5l-.1 5.6c-.1 1.8-1.8 9.4.1 1.6-.4 1.7-.6 3.4-1.1 5.1-1.3 5 2.8-4.5 0-.4 3.2-4.8 3.3-4 2-2.7a16.5 16.5 0 0111.8-5c-3.2 0 3.8.5 3.4.6s-2.9-.8-3.7-1c-3.2-1 2.3 1 2.4 1l-2.9-1.3-4.5-2.5c-3.7-2.1-7.4-4.8-11.6-5.8a24.2 24.2 0 00-14.1.4l-3.9 1.2c-5.8 1.5 3.4.1-1.2.4s-6.4 0-9.6-.1.5.2 1.1.2c-2.1.1-4.6-.8-6.6-1.2-14.8-3-29.2-7.3-44.4-7.5-11.8-.1-23 10.5-22.5 22.5s9.9 22.4 22.5 22.5z"
+                    class="DIANE-20" transform="translate(-990.5 -1225.7)"></path></g></g><g
+                id="Ombres_st_" data-name="Ombres + (st)"><g class="DIANE-22"><path
+                    d="M2483.3 2720c15.5 0 15.5-24 0-24s-15.4 24 0 24z" class="DIANE-4"
+                    transform="translate(-990.5 -1225.7)"></path></g><g class="DIANE-22"><path
+                    d="M2419.3 2735.3c15.5 0 15.5-24 0-24s-15.4 24 0 24z" class="DIANE-4"
+                    transform="translate(-990.5 -1225.7)"></path></g><g class="DIANE-22"><path
+                    d="M2350 2742c15.4 0 15.5-24 0-24s-15.5 24 0 24z" class="DIANE-4"
+                    transform="translate(-990.5 -1225.7)"></path></g><g class="DIANE-22"><path
+                    d="M1872 2730c15.4 0 15.5-24 0-24s-15.5 24 0 24z" class="DIANE-4"
+                    transform="translate(-990.5 -1225.7)"></path></g><g class="DIANE-22"><path
+                    d="M1921.3 2742.7c15.5 0 15.5-24 0-24s-15.4 24 0 24z" class="DIANE-4"
+                    transform="translate(-990.5 -1225.7)"></path></g><g class="DIANE-22"><path
+                    d="M1974.7 2748c15.4 0 15.4-24 0-24s-15.5 24 0 24z" class="DIANE-4"
+                    transform="translate(-990.5 -1225.7)"></path></g></g><g id="idées_design"
+                data-name="idées design"><g class="DIANE-22"><path d="M3611.8 1261.7c9.4 0 18.4-8.3 18-18s-7.9-18-18-18-18.4 8.3-18 18 7.9 18 18 18z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3655.8 1389.7c9.4 0 18.4-8.3 18-18s-7.9-18-18-18-18.4 8.3-18 18 7.9 18 18 18z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3599.8 1375.7c15.4 0 15.5-24 0-24s-15.5 24 0 24z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3575.8 1303.7c15.4 0 15.5-24 0-24s-15.5 24 0 24z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3815.7 1365.9c15.5 0 15.5-24 0-24s-15.5 24 0 24z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3467.8 1444.2c5.8 0 5.8-9 0-9s-5.8 9 0 9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3483.8 1256.2c5.8 0 5.8-9 0-9s-5.8 9 0 9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3367.8 1440.2c5.8 0 5.8-9 0-9s-5.8 9 0 9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3519.8 1348.2c5.8 0 5.8-9 0-9s-5.8 9 0 9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3567.8 1368.2c5.8 0 5.8-9 0-9s-5.8 9 0 9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3551.8 1400.2c5.8 0 5.8-9 0-9s-5.8 9 0 9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3519.8 1430.4c5.8 0 5.8-9 0-9s-5.8 9 0 9z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M3507.8 1320.7c11.6 0 11.6-18 0-18s-11.6 18 0 18z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M3487.8 1372.7c11.6 0 11.6-18 0-18s-11.6 18 0 18z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-3"><path d="M3443.8 1396.7c11.6 0 11.6-18 0-18s-11.6 18 0 18z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3459.8 1414.7c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3323.8 1478.7c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3263.7 1316.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3223.7 1396.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3039.7 1428.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3699.8 1307.7c15.4 0 15.5-24 0-24s-15.5 24 0 24z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3567.8 1718.9c9.4 0 18.4-8.3 18-18s-7.9-18-18-18-18.4 8.2-18 18 7.9 18 18 18z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3261.6 1778.2a1.5 1.5 0 000-3 1.5 1.5 0 000 3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3360.7 1625.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3176.7 1657.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3211.6 1818.2a1.5 1.5 0 000-3 1.5 1.5 0 000 3z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-22"><path d="M3410.8 1747.7c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3350.7 1585.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3310.7 1665.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g><g
+                  class="DIANE-5"><path d="M3126.7 1697.9c3.9 0 3.9-6 0-6s-3.9 6 0 6z"
+                    class="DIANE-4" transform="translate(-990.5 -1225.7)"></path></g></g></g></svg>
+        </div>
+      </div>
+      <div class="d1">
+        <div class="d2">
+          <p class="p2" style="text-indent:50px;"> <i>Diane is one of the most
+              important figures in the Greek-Roman pantheon. Goddess of hunting,
+              war and night, she lives in the woods surrounded by nymphs.</i><br>
+            <br>
+            While Diane, praised for her dexterity and vivacity, travels the
+            forests in search of prey, the DIANE device precisely seeks the
+            bacteria responsible for an infection. </p>
+        </div>
+        <div class="d2" style="margin-top:150px;">
+          <p class="p2"> Today, someone dies of sepsis every 5 seconds in the
+            world [1]. Sepsis is a clinical syndrome of organ malfunction
+            potentially fatal provoked by a deregulated host response to the
+            infection. Its current diagnosis relies on hemoculture, a slow
+            process (24 to 48 hours), while every hour spent to detect which
+            strain is responsible for the infection greatly enhances the risks
+            of neurological and muscular complications and drastically reduces
+            the chances of survival. </p>
+        </div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-top:100px">
+          <p style="font-family:'Lato',sans-serif;text-align:center;color:white;font-size:45px;">
+            CURRENT DIAGNOSTIC METHODS </p>
+          <p style="font-family:'Lato',sans-serif;text-align:center;color:white;font-size:45px;margin-bottom:5px">
+h - 48h </p>
+          <svg viewBox="0 0 1909 541"><defs><radialGradient id="Dégradé_sans_nom_11"
+                cx="736.2" cy="403.4" r="94" gradientUnits="userSpaceOnUse"><stop
+                  offset="0" stop-color="#2f6a6a"></stop><stop offset="1" stop-color="#1a3a3a"
+                  stop-opacity=".2"></stop></radialGradient><radialGradient id="Dégradé_sans_nom_11-2"
+                cx="267.5" cy="183.5" r="143" xlink:href="#D%E9grad%E9_sans_nom_11"></radialGradient><radialGradient
+                id="Dégradé_sans_nom_11-3" cx="748.7" cy="183.5" r="143" xlink:href="#D%E9grad%E9_sans_nom_11"></radialGradient><radialGradient
+                id="Dégradé_sans_nom_11-4" cx="1236.2" cy="184.7" r="143" xlink:href="#D%E9grad%E9_sans_nom_11"></radialGradient><radialGradient
+                id="Dégradé_sans_nom_11-5" cx="1718.9" cy="184.7" r="143" xlink:href="#D%E9grad%E9_sans_nom_11"></radialGradient><style>.CRRDIA-20{fill:#265757}.CRRDIA-11,.CRRDIA-14,.CRRDIA-15,.CRRDIA-17,.CRRDIA-20,.CRRDIA-36,.CRRDIA-37,.CRRDIA-4,.CRRDIA-5,.CRRDIA-7,.CRRDIA-8{stroke-miterlimit:10}.CRRDIA-11,.CRRDIA-14,.CRRDIA-36,.CRRDIA-37,.CRRDIA-4,.CRRDIA-5,.CRRDIA-7,.CRRDIA-8{fill:none}.CRRDIA-11,.CRRDIA-14,.CRRDIA-15,.CRRDIA-17,.CRRDIA-20,.CRRDIA-36,.CRRDIA-37,.CRRDIA-4,.CRRDIA-5,.CRRDIA-7,.CRRDIA-8{stroke:#fff}.CRRDIA-4{stroke-width:1.5px}.CRRDIA-15,.CRRDIA-28,.CRRDIA-6{fill:#fff}.CRRDIA-17,.CRRDIA-7{stroke-width:.75px}.CRRDIA-8{stroke-width:.5px}.CRRDIA-12{fill:#c1272d;opacity:.85}.CRRDIA-11{stroke-width:.25px}.CRRDIA-13,.CRRDIA-22{fill:#f2f2f2}.CRRDIA-14,.CRRDIA-15,.CRRDIA-20{stroke-width:2px}.CRRDIA-17{fill:#d9e021}.CRRDIA-22{opacity:.8;font-size:26px;font-family:Lato-Regular,Lato}.CRRDIA-28{font-size:38px;font-family:Lato-Light,Lato
+                Light}.CRRDIA-36,.CRRDIA-37{stroke-linecap:round}.CRRDIA-36{stroke-width:17px}.CRRDIA-37{stroke-width:20px}</style></defs><g
+              id="Calque_3" data-name="Calque 3"><path fill="#1a3a3a" d="M1656 849a19 19 0 00-8 19 19 19 0 0016 15c5 0 12-2 17 2s2 15 7 20 10 3 16 2 12 0 15 4-2 13-1 19c1 5 5 9 10 10h14c12-1 27-3 33-13 5-7 5-17 5-25l-1-41c0-3-1-8-4-10s-5-1-7-1l-112-1"
+                transform="translate(9 -498)"></path><path id="Calque_5" fill="#265757"
+                d="M1172 878c2 16 39 63 43 60l-1-4-2-62c-13-1-38-3-40 4a6 6 0 000 2z"
+                data-name="Calque 5" transform="translate(9 -498)"></path></g><g
+              id="Calque_2" data-name="Calque 2"><circle cx="736.2" cy="403.4" r="94"
+                fill="url(#Dégradé_sans_nom_11)" stroke="#f2f2f2" stroke-miterlimit="10"
+                stroke-width="3"></circle><path d="M182 833l7-37" class="CRRDIA-4"
+                transform="translate(9 -498)"></path><path d="M172 877l4-17" class="CRRDIA-5"
+                transform="translate(9 -498)"></path><path d="M189 796a37 37 0 0028 7v-1a37 37 0 01-27-7c-1-1-2 1-1 1zM200 819a89 89 0 0113 2v-1a91 91 0 00-13-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M203 349l-4 19M209 321l-3 12M193 356l-2 10M201 319l-3 12"
+                class="CRRDIA-7"></path><path d="M207 331l3 1" class="CRRDIA-8"></path><path
+                d="M214 786v4a4 4 0 002-4 1 1 0 00-2 0zM214 789l-16-3a1 1 0 100 1l16 4v-2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M198 786a3 3 0 000 5l1-1a2 2 0 010-3 1 1 0 00-1-1zM212 790a2 2 0 010 3v1a3 3 0 002-4h-2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M197 782a5 5 0 000 5 1 1 0 001-1 3 3 0 010-3c1-1 0-2-1-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M215 786l-17-4a1 1 0 00-1 1c6 2 12 4 18 4v-1zM190 796c1-4 5-5 8-5a1 1 0 000-2c-4 0-8 2-9 6-1 1 1 1 1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M200 884l1-7 1-5 15-71"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M190 866c4 2 8 2 13 3v-1c-5 0-9-1-13-3v1zM175 863a43 43 0 007 2v-1a31 31 0 01-7-1s-1 0 0 0zM192 817a38 38 0 00-6-2c-1 0-1 0 0 0a46 46 0 016 3v-1zM172 878c8 6 18 8 28 6v-1c-10 1-19-1-27-7-1 0-2 1-1 2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M208 339l1 1M205 347h2M202 354l3 1M200 362l4 1M208 324l4 1"
+                class="CRRDIA-8"></path><path d="M218 802c1-4-3-8-6-9v1c2 1 5 5 5 8h1zM126 833c9-8 17-17 29-21s21-6 32-8v-1c-12 2-24 4-35 8s-19 14-27 21a1 1 0 001 1zM151 838a116 116 0 0133-19v-2a118 118 0 00-34 20l1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M150 839a83 83 0 0128-5 1 1 0 000-1 85 85 0 00-28 5v1zM212 830h3l5 1c2 1 3 4 2 7s-5 4-8 5a15 15 0 01-5 0v1a20 20 0 007-1c3-1 7-3 7-7 1-7-6-7-11-7v1zM209 845a11 11 0 014 2c2 1 4 3 2 6s-6 4-9 5v1a15 15 0 005-2c3-1 5-3 6-6s-5-6-8-6h-1zM205 861c3 0 3 4 2 5l-4 5v1c3-2 5-4 5-8 0-2-1-4-3-4v1zM111 933a30 30 0 0021-12l11-17c1-1 0-2-1-1l-10 14c-5 8-11 13-21 14v2zM110 932l-35 33-19 20c-3 4-8 9-10 14h2c2-6 7-11 11-15l19-20 33-31a1 1 0 00-1-1zM125 832a139 139 0 00-20 21l-17 26c-4 6-11 10-17 14-19 14-39 26-60 39l-19 13v1l47-30 31-20c5-4 12-7 17-12 6-7 9-16 14-23a134 134 0 0125-28c1-1 0-2-1-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M180 835c5-5 17-10 18 1 1 7-5 11-10 15l-27 18c-7 5-12 10-15 17-3 10-4 20-11 28-1 1 0 2 1 1 8-9 8-21 13-32 4-7 10-11 16-15l18-12c7-5 20-12 16-23s-14-4-20 1l1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M139 856c18 1 30-14 43-23a1 1 0 10-1-1c-13 8-24 23-42 22a1 1 0 000 2zM166 877c-6 10-15 18-24 26l1 1c10-8 18-16 24-26a1 1 0 00-1-1zM167 878l5-1v-2l-5 1v2zM42 913c2 23 15 41 36 51 1 0 2-1 1-2-21-9-34-27-35-49a1 1 0 00-2 0z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path fill="#c1272d"
+                stroke="#c1272d" stroke-miterlimit="10" stroke-width=".8" d="M199 299a21 21 0 004 3 26 26 0 008 3 38 38 0 0011 1h3l-4 15v1l-3-1h-5l-4-1-1 1-2 10h0l-1-1h-5l2-8v-3l-2-1-4-1h0l3-18"
+                opacity=".8"></path><path fill="#c1272d" stroke="#c1272d" stroke-miterlimit="10"
+                d="M176 864h1l5 1h1l1-3 1-5v-1a4 4 0 013-2l4-3-2 5a13 13 0 01-1 6v4a2 2 0 000 1 4 4 0 002 1h3a18 18 0 004 1l3 1v4l-2 6-1 2-3 1a33 33 0 01-4 0 43 43 0 01-6-2c-6-1-7-1-9-3l-2-1v-4l2-6v-2"
+                opacity=".8" transform="translate(9 -498)"></path><path d="M376 964v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M375 892a33 33 0 0026 1c1-1 0-2-1-2-8 3-16 3-24-1-1 0-2 1-1 2zM389 909a100 100 0 0111-1 71 71 0 00-11 1c-1 0 0 0 0 0z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M398 411v42M391 411v42"
+                class="CRRDIA-5"></path><path d="M398 420h3" class="CRRDIA-7"></path><path
+                d="M395 879a3 3 0 010 2c-1 1 1 2 1 1a4 4 0 001-4l-2 1z" class="CRRDIA-6"
+                transform="translate(9 -498)"></path><path d="M396 881h-15v1h15v-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M381 881a3 3 0 001 4 1 1 0 101-1 2 2 0 01-1-2c1-1-1-1-1-1zM394 882a2 2 0 010 3 1 1 0 001 1 3 3 0 001-4h-2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M380 878a5 5 0 001 4 1 1 0 001-1 3 3 0 01-1-2 1 1 0 00-1-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M396 878h-15v1h15v-1zM376 891c1-3 4-5 6-5v-2c-3 1-7 3-7 7a1 1 0 001 0z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M401 964v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M389 951h11v-1h-11v1zM376 952a41 41 0 006 0v-1a31 31 0 01-6 0v1zM382 909a30 30 0 00-6-1v1a35 35 0 016 1v-1zM376 964c8 4 16 4 25 1l-1-2c-8 3-16 4-24 0v1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M398 427h3M398 434h3M398 441h3M398 448h3M398 414h3"
+                class="CRRDIA-7"></path><path d="M401 891c0-3-3-6-6-7l-1 2c3 0 6 2 6 5h1zM381 879c4-3 11-3 15 0v-1c-4-4-11-4-16 0l1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M390 387h14"
+                class="CRRDIA-5"></path><path d="M376 893v14l3 1h3v43l-1 1h-5v10l1 1 3 1 3 1h10l3-1h4v-12h-6l-4-1a1 1 0 01-2 0 2 2 0 010-1v-41l1-1a26 26 0 013 0h4l4-1v-14a46 46 0 01-12 2c-8 0-12-2-12-2z"
+                class="CRRDIA-12" transform="translate(9 -498)"></path><path d="M198 783a23 23 0 0117 4l1-2a24 24 0 00-18-4v2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M321 964v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M321 891a34 34 0 0026 1s0-2-1-1a32 32 0 01-24-1l-1 1zM335 909a80 80 0 0111-1v-1a70 70 0 00-11 1v1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M344 411v41M336 411v42"
+                class="CRRDIA-5"></path><path d="M344 420h3" class="CRRDIA-7"></path><path
+                d="M341 878v3l1 1a4 4 0 000-4h-1zM341 881h-14a1 1 0 000 1h14v-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M327 881a3 3 0 001 4v-1a1 1 0 010-2l-1-1zM340 882a2 2 0 010 2c-1 1 0 2 1 1a3 3 0 000-4 1 1 0 00-1 1zM325 878a5 5 0 001 4l1-1a3 3 0 010-3h-2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M342 877h-16v2h16v-2zM322 890c0-2 4-4 6-5s1-1 0-1c-3 0-7 3-7 6h1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M346 964v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M335 951a39 39 0 0011 0v-1h-11v1zM321 951a31 31 0 006 0l1-1a25 25 0 01-7 0v1zM328 909a29 29 0 00-6-1c-1 0-1 0 0 0a36 36 0 015 1h1zM321 964c9 4 17 4 25 1v-2c-8 3-16 3-24 0-1-1-2 1-1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M344 427h3M344 433h3M343 441h4M344 448h3M344 414h3"
+                class="CRRDIA-7"></path><path d="M347 891c0-4-3-6-7-7v2c1 1 5 2 6 5a1 1 0 001 0zM327 878c4-3 10-2 14 1 1 0 2-1 1-2-5-3-12-3-16 0-1 1 0 2 1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M336 387h13"
+                class="CRRDIA-5"></path><path d="M322 892v15l3 1h3v43h-6v11h1l3 1 3 1 3 1h5l2-1h3l4-1v-12h-10a1 1 0 01-2-1v-42h1a11 11 0 013 0l3-1h5v-14a48 48 0 01-13 1c-8 1-11-2-11-2z"
+                class="CRRDIA-12" transform="translate(9 -498)"></path><path d="M272 964v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M271 891c9 4 17 4 26 1 1 0 0-2-1-1a32 32 0 01-24-1l-1 1zM285 909a80 80 0 0111-1v-1a70 70 0 00-11 1v1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M294 411v41M287 411v42"
+                class="CRRDIA-5"></path><path d="M294 420h3" class="CRRDIA-7"></path><path
+                d="M291 878v3l1 1a4 4 0 001-4h-2zM291 881h-14a1 1 0 000 1h14v-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M277 881a3 3 0 001 4v-1a2 2 0 010-2c1-1-1-2-1-1zM290 882a2 2 0 010 2c-1 1 0 2 1 1a3 3 0 000-4l-1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M276 878a5 5 0 001 4l1-1a3 3 0 01-1-3h-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M292 877h-16v2h16v-2zM272 890l6-5c2-1 1-1 0-1-3 0-7 3-7 6h1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M297 964v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M285 951a39 39 0 0011 0v-1h-11v1zM272 951a31 31 0 006 0v-1a25 25 0 01-6 0v1zM278 909a29 29 0 00-6-1c-1 0-1 0 0 0a38 38 0 016 1c0 1 0 0 0 0zM271 964c9 4 17 4 26 1 1-1 0-2-1-2-8 3-16 3-24 0-1-1-1 1-1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M294 427h3M294 433h3M294 441h3M294 448h3M294 414h3"
+                class="CRRDIA-7"></path><path d="M297 891c0-4-3-6-7-7v2c1 1 6 2 6 5h1zM277 878c4-3 11-2 15 1v-2c-4-3-12-3-16 0-1 1 0 2 1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M286 387h14"
+                class="CRRDIA-5"></path><path d="M272 892v15l3 1h3v43h-5v11l3 1 4 1 2 1h5l2-1h3l4-1v-12h-10a1 1 0 01-1-1l-1-39v-3h1a11 11 0 013 0l4-1h4v-14a46 46 0 01-12 1c-8 1-12-2-12-2z"
+                class="CRRDIA-12" transform="translate(9 -498)"></path><path d="M222 963v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M221 891c9 3 17 4 26 1 1-1 0-2-1-2a32 32 0 01-24-1c-1 0-2 1-1 2zM235 908a100 100 0 0111-1 70 70 0 00-11 1c-1 0 0 0 0 0z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M244 410v42M237 410v42"
+                class="CRRDIA-5"></path><path d="M244 419h3" class="CRRDIA-7"></path><path
+                d="M241 878v2a1 1 0 001 1 4 4 0 001-4c-1-1-2 0-2 1zM241 880h-14v1h14v-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M227 880a3 3 0 001 4c1 1 1 0 1-1a2 2 0 01-1-2c1-1-1-1-1-1zM240 881a2 2 0 010 3l1 1a3 3 0 000-4 1 1 0 00-1 0z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M226 877a5 5 0 001 4l1-1a3 3 0 01-1-2l-1-1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M242 877h-16v1h16v-1zM222 890c1-3 4-5 6-5s1-2 0-2c-3 1-7 3-7 7h1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M247 963v-73"
+                class="CRRDIA-4" transform="translate(9 -498)"></path><path d="M235 950h11l-11-1v1zM222 951a43 43 0 006 0v-1a26 26 0 01-7 0l1 1zM228 908a24 24 0 00-6-1v1a38 38 0 016 1v-1zM221 963c9 4 17 4 26 1 1 0 0-2-1-1-8 2-16 3-24-1l-1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M244 426h3M244 433h3M244 440h3M244 447h3M244 413h3"
+                class="CRRDIA-7"></path><path d="M247 890c0-3-3-6-7-6v1c2 0 5 3 6 5h1zM227 878c4-3 11-3 14 0 1 1 2-1 1-1-4-4-11-4-16 0l1 1z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path d="M236 386h14"
+                class="CRRDIA-5"></path><path d="M222 892v14l3 1 3 1v43h-6v11h1l3 1 3 1h10l3-1h4v-12h-6l-4-1a1 1 0 01-2 0 1 1 0 010-1v-41l1-1a27 27 0 013 0h3l5-1v-14a45 45 0 01-13 2c-7 0-11-2-11-2z"
+                class="CRRDIA-12" transform="translate(9 -498)"></path><path d="M207 292l14 3"
+                class="CRRDIA-4"></path><path d="M639 903c4 0 4-6 0-6s-4 6 0 6zM659 952c4 0 4-6 0-6s-4 6 0 6zM659 944c4 0 4-6 0-6s-4 6 0 6z"
+                class="CRRDIA-13" transform="translate(9 -498)"></path><path d="M665 945c4 0 4-6 0-6s-4 6 0 6zM670 856c3 0 3-6 0-6s-4 6 0 6zM675 867c4 0 4-6 0-6s-4 6 0 6zM687 847c4 0 4-6 0-6s-4 6 0 6zM718 855c4 0 4-6 0-6s-4 6 0 6zM725 851c4 0 4-6 0-6s-4 6 0 6zM718 846c4 0 4-6 0-6s-4 6 0 6z"
+                class="CRRDIA-13" transform="translate(9 -498)"></path><path d="M718 851c4 0 4-6 0-6s-4 6 0 6zM727 846c4 0 4-6 0-6s-4 6 0 6zM707 839c4 0 4-6 0-6s-4 6 0 6zM702 856c4 0 4-6 0-6s-4 6 0 6zM709 850c4 0 4-6 0-6s-4 6 0 6zM714 861c4 0 4-6 0-6s-4 6 0 6zM722 864c4 0 4-6 0-6s-4 6 0 6zM727 859c4 0 4-6 0-6s-4 6 0 6zM775 935c4 0 4-6 0-6s-4 6 0 6zM775 915c4 0 4-6 0-6s-4 6 0 6zM738 912c4 0 4-6 0-6s-4 6 0 6zM704 895c4 0 4-6 0-6s-4 6 0 6zM707 887c4 0 4-6 0-6s-4 6 0 6zM711 900c4 0 4-6 0-6s-4 6 0 6z"
+                class="CRRDIA-13" transform="translate(9 -498)"></path><path d="M713 890c4 0 4-6 0-6s-4 6 0 6zM719 895c4 0 4-6 0-6s-4 6 0 6zM717 904c3 0 3-6 0-6s-4 6 0 6zM725 887c4 0 4-6 0-6s-4 6 0 6zM697 880c4 0 4-6 0-6s-4 6 0 6zM667 897c4 0 4-6 0-6s-4 6 0 6zM690 936c4 0 4-6 0-6s-4 6 0 6zM702 955c4 0 4-6 0-6s-4 6 0 6zM711 958c4 0 4-6 0-6s-4 6 0 6zM711 944c4 0 4-6 0-6s-4 6 0 6z"
+                class="CRRDIA-13" transform="translate(9 -498)"></path><path d="M709 946c4 0 4-6 0-6s-4 6 0 6zM710 952c4 0 4-6 0-6s-4 6 0 6zM722 955c4 0 4-6 0-6s-4 6 0 6zM727 976c4 0 4-6 0-6s-4 6 0 6zM702 979c4 0 4-6 0-6s-4 6 0 6zM683 967c4 0 4-6 0-6s-4 6 0 6zM680 977c4 0 4-6 0-6s-4 6 0 6zM688 986c4 0 4-6 0-6s-4 6 0 6zM700 990c3 0 3-6 0-6s-4 6 0 6zM709 993c4 0 4-6 0-6s-4 6 0 6z"
+                class="CRRDIA-13" transform="translate(9 -498)"></path><path d="M703 991c4 0 4-6 0-6s-4 6 0 6zM763 962c4 0 4-6 0-6s-4 6 0 6zM765 881c4 0 4-6 0-6s-4 6 0 6zM771 869c4 0 4-6 0-6s-4 6 0 6zM786 873c4 0 4-6 0-6s-4 6 0 6zM781 884c4 0 4-6 0-6s-4 6 0 6z"
+                class="CRRDIA-13" transform="translate(9 -498)"></path><path d="M779 872c4 0 4-6 0-6s-4 6 0 6zM774 850c4 0 4-6 0-6s-4 6 0 6zM760 846c4 0 4-6 0-6s-4 6 0 6zM767 857c4 0 4-6 0-6s-4 6 0 6zM753 832c4 0 4-6 0-6s-4 6 0 6z"
+                class="CRRDIA-13" transform="translate(9 -498)"></path><path d="M1238 879a22 22 0 016-20 19 19 0 017-5 20 20 0 019-1 21 21 0 019 3 21 21 0 0110 10 27 27 0 011 6v3M1238 879l2 61 1 8a28 28 0 000 5c1 5 6 8 7 9a21 21 0 0014 4 20 20 0 0016-9 20 20 0 003-7 21 21 0 001-7"
+                class="CRRDIA-14" transform="translate(9 -498)"></path><path d="M1289 377l2 69"
+                class="CRRDIA-14"></path><path d="M1240 905a32 32 0 0040-3c2-1 0-3-1-2a30 30 0 01-38 3c-2-1-3 1-1 2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><circle cx="1668.6"
+                cy="374.9" r="4" class="CRRDIA-15"></circle><circle cx="1703.9"
+                cy="374.9" r="4" class="CRRDIA-15"></circle><circle cx="1736.3"
+                cy="374.9" r="4" class="CRRDIA-15"></circle><circle cx="1768.7"
+                cy="374.9" r="4" class="CRRDIA-15"></circle><circle cx="1668.6"
+                cy="402.1" r="4" class="CRRDIA-15"></circle><circle cx="1703.7"
+                cy="400.8" r="4" class="CRRDIA-15"></circle><circle cx="1737.7"
+                cy="400.8" r="4" class="CRRDIA-15"></circle><circle cx="1768.4"
+                cy="402.1" r="4" class="CRRDIA-15"></circle><circle cx="1669.7"
+                cy="431" r="4" class="CRRDIA-15"></circle><circle cx="1703.9" cy="431"
+                r="4" class="CRRDIA-15"></circle><circle cx="1737.7" cy="431" r="4"
+                class="CRRDIA-15"></circle><circle cx="1768.4" cy="429.7" r="4"
+                class="CRRDIA-15"></circle><circle cx="1669.7" cy="459.9" r="4"
+                class="CRRDIA-15"></circle><circle cx="1703.9" cy="459.9" r="4"
+                class="CRRDIA-15"></circle><circle cx="1737.7" cy="459.9" r="4"
+                class="CRRDIA-15"></circle><circle cx="1768.4" cy="459.9" r="4"
+                class="CRRDIA-15"></circle><rect width="150.3" height="137" x="1641"
+                y="350" class="CRRDIA-14" rx="12" ry="12"></rect><path fill="#fff"
+                stroke="#fff" stroke-miterlimit="10" stroke-width=".8" d="M1249 407a33 33 0 009 4 34 34 0 0013 1 23 23 0 009-2c5-2 8-6 9-6v1a38 38 0 000 5v15l1 7v16a13 13 0 010 2 22 22 0 01-8 13 21 21 0 01-8 3 20 20 0 01-8 1 20 20 0 01-5-2 22 22 0 01-9-7 8 8 0 01-2-3 6 6 0 010-3v-10"></path><path
+                d="M1250 442l-1-34" class="CRRDIA-17"></path><path d="M1100 877a22 22 0 015-20 19 19 0 018-5 20 20 0 019-1 23 23 0 019 3 21 21 0 019 10 29 29 0 012 6v3M1100 877l2 61 1 8a26 26 0 000 4c1 6 6 9 7 10a21 21 0 0014 4 20 20 0 0011-4 21 21 0 005-5 20 20 0 003-7 21 21 0 001-7"
+                class="CRRDIA-14" transform="translate(9 -498)"></path><path d="M1151 375l2 69"
+                class="CRRDIA-14"></path><path d="M1101 903a32 32 0 0041-3c1-1 0-3-1-2a30 30 0 01-38 3c-2-1-3 1-2 2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path fill="#47a29f"
+                stroke="#fff" stroke-miterlimit="10" stroke-width=".8" d="M1111 405a32 32 0 009 4 33 33 0 0013 1 28 28 0 009-2c5-2 8-6 9-6v1a38 38 0 000 4v16l1 7v16a12 12 0 010 2 20 20 0 01-4 8 27 27 0 01-4 5 22 22 0 01-9 3 19 19 0 01-7 1 20 20 0 01-5-2 21 21 0 01-9-7 7 7 0 01-2-3 6 6 0 010-3v-11"></path><path
+                d="M1112 439l-1-33" class="CRRDIA-17"></path><path d="M1304 876a21 21 0 010-10 22 22 0 015-10 19 19 0 018-5 20 20 0 019-1 23 23 0 019 3 22 22 0 019 11 27 27 0 012 5v3M1304 876l2 61 1 8a28 28 0 000 5c1 5 6 8 7 9a21 21 0 0014 4 21 21 0 0011-4 23 23 0 005-5 19 19 0 003-6 19 19 0 001-8"
+                class="CRRDIA-14" transform="translate(9 -498)"></path><path d="M1355 374l2 69"
+                class="CRRDIA-14"></path><path d="M1305 902a32 32 0 0041-3c1-1 0-2-1-1a30 30 0 01-39 2c-1-1-2 1-1 2z"
+                class="CRRDIA-6" transform="translate(9 -498)"></path><path fill="#1a3a3a"
+                stroke="#fff" stroke-miterlimit="10" stroke-width=".8" d="M1315 404a34 34 0 009 5 36 36 0 0013 1 23 23 0 008-3c6-2 9-6 10-6v1a36 36 0 000 5v22l1 11v5a14 14 0 01-1 3 22 22 0 01-7 12 21 21 0 01-8 3 22 22 0 01-8 1 18 18 0 01-6-2c-4-2-6-5-8-7a8 8 0 01-2-3 6 6 0 010-3v-10"></path><path
+                d="M1316 439l-1-34" class="CRRDIA-17"></path><path d="M1171 877a21 21 0 010-10 22 22 0 015-10 19 19 0 018-6 20 20 0 019 0 21 21 0 019 3 21 21 0 019 10 27 27 0 011 6l1 3M1171 877l2 61v8a28 28 0 001 4c1 6 5 9 7 10a21 21 0 0013 4 20 20 0 0017-9 20 20 0 003-7 19 19 0 001-8"
+                class="CRRDIA-20" transform="translate(9 -498)"></path><path fill="#2e3192"
+                stroke="#fff" stroke-miterlimit="10" stroke-width="2" d="M1221 375l3 68"></path><text
+                class="CRRDIA-22" transform="translate(1179 503)">CIT</text><text
+                class="CRRDIA-22" transform="translate(1105 503)">LDC</text><text
+                class="CRRDIA-22" transform="translate(1241 503)">H2S</text><text
+                class="CRRDIA-22" transform="translate(1312 503)">URE</text><rect
+                width="378" height="144" x="79" y="112" fill="url(#Dégradé_sans_nom_11-2)"
+                stroke="#f2f2f2" stroke-miterlimit="10" stroke-width="2" rx="12"
+                ry="12"></rect><rect width="378" height="144" x="560" y="112" fill="url(#Dégradé_sans_nom_11-3)"
+                stroke="#f2f2f2" stroke-miterlimit="10" stroke-width="2" rx="12"
+                ry="12"></rect><rect width="378" height="144" x="1047" y="113" fill="url(#Dégradé_sans_nom_11-4)"
+                stroke="#f2f2f2" stroke-miterlimit="10" stroke-width="2" rx="12"
+                ry="12"></rect><rect width="378" height="144" x="1530" y="113" fill="url(#Dégradé_sans_nom_11-5)"
+                stroke="#f2f2f2" stroke-miterlimit="10" stroke-width="2" rx="12"
+                ry="12"></rect><text class="CRRDIA-28" transform="translate(117 201)">BLOOD
+                SAMPLES</text>
+              <text class="CRRDIA-28" transform="translate(596 201)">HEMOCULTURE</text>
+              <text class="CRRDIA-28" transform="translate(1105 201)">API
+                GALLERIES</text><text class="CRRDIA-28" transform="translate(1584 201)">ANTIBIOGRAM</text><path
+                fill="none" stroke="#fff" stroke-linecap="round" stroke-miterlimit="10"
+                stroke-width="4" d="M93 13h1804"></path><path d="M1873 25l-1-3 24-9-24-9 1-4 35 13-35 12z"
+                class="CRRDIA-6"></path></g></svg> </div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-top:200px;">
+          <p class="p1" style="text-align:center;font-size:40px;"> In this
+            context, we decided to create DIANE : </p>
+        </div>
+        <div class="d2" style="width:30%;margin-left:35%;margin-top:100px;">
+          <svg viewBox="0 0 261 174">
+            <defs><style>.DVC1-1{fill:none;stroke:#fff;stroke-linecap:round;stroke-linejoin:round;stroke-width:.5px}</style></defs><path
+              d="M260.5 71.4l-.7 14.2" class="DVC1-1"></path><path d="M85.4 168.9l-.1 4.7M86.4 158.4a8.7 8.7 0 01.7-1.7M88.4 157.1a4.6 4.6 0 00-.7 1.6M86.2 158.8l.2-.4M87.7 158.7l-.2.4M87.5 159.1c-.8 2.4-.8 7.4-.9 9.9M85.4 168.9c0-2.4.1-7.8.8-10.1M92 186.9a16 16 0 005.8-.8M97.6 185l-2 .5M91.5 185.6c-2.2-.6-3.4-2.8-4-4.7M86.2 181.3c.9 2.6 2.8 5.2 5.8 5.6M97.3 185.1a14.2 14.2 0 01-5.8.5M90.3 186.6a15.9 15.9 0 007.5-.5M92.6 154.3a20 20 0 006.9-.5M256.7 171.5l-.5.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M246.2 122.9l-35.5 11.7"
+              class="DVC1-1"></path><path d="M11.2 158.7v-.7M153 55.6l.5-.3M103.1 222.1a11.4 11.4 0 01-9.2-1.2M19.6 175.8a19.1 19.1 0 01-7.9-13.2M11.7 162.6l-.5-3.8"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M143.6 6.5L165.8.6"
+              class="DVC1-1"></path><path d="M269.7 134.4c-.4 6.5-1 12.8-2 19.2M267.7 153.6c-.9 5.5-4.6 14.8-10.3 17.6"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M210.5 134.7L93.2 173.3"
+              class="DVC1-1"></path><path d="M261.7 86c5.6 2.6 8.4 9.6 8.7 15.2M270.4 101.2c.3 6.4.3 12.7 0 19M175.7 49.4a8.3 8.3 0 016 .5"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M84 172L9.9 127.1M172 1.2l79.7 36"
+              class="DVC1-1"></path><path d="M255.2 108.3c-.6-.3-1.7.5-2 .8a6.2 6.2 0 00-1.4 1.9 4.4 4.4 0 00-.6 2.3c-.1.5 0 1.8.6 2.1M257.3 104a6.4 6.4 0 013.3 6.5M260.6 110.5a11.5 11.5 0 01-3.3 7.4c-1.9 1.8-4.9 3-7.5 1.8M158.4 75.2a3.1 3.1 0 011.8 2.9M154 77.9a3.1 3.1 0 012.3-2.9M156.3 75a2.6 2.6 0 012.1.2M152.6 72.4a2.8 2.8 0 011.7 2.8M148.1 75.1a3.3 3.3 0 012.3-2.9M150.4 72.2a2.8 2.8 0 012.2.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M103.2 54.7v1.5M63 59.6v-1.5"
+              class="DVC1-1"></path><path d="M193.1 87.4c.6.7 3.6 1 4.3 1s3.4-.1 4.2-.7M188.6 88.2c.1-3.3 4-4.2 6.4-4.4a16.5 16.5 0 018.2 1.1M203.2 84.9c1.5.7 2.9 1.9 2.9 3.8M233.9 92.8c3.4 1.5 5.1 6.2 4.9 9.5M152.5 55.6a3.3 3.3 0 012.2.3M98.1 204.5c-3.1 1-8.2 1-11.2-.8M12.6 159.4a2.6 2.6 0 01-1.5-2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M215.9 114.7l-127.7 41M77 154.9L2.7 110.6M144.8 7.1L224 43.9M228.9 53.5l-1.2 28.6M227.7 82.2v.1"
+              class="DVC1-1"></path><path d="M237.6 131.1c-.3 3.9-1.2 14.1-2.2 17.9s-4.6 12.8-9.6 14.5"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M13.2 41.5L142.5 6.8"
+              class="DVC1-1"></path><path d="M11 157.3c-.4-4.5-.7-9-.8-13.5" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M.3 94.9v-4.8" class="DVC1-1"></path><path
+              d="M10.8 110v-.5M10.8 109.5c.6-6.3 4.9-17.2 12.3-19.1" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M246.4 122.8l-35.5 11.7M210.9 134.5"
+              class="DVC1-1"></path><path d="M91.9 154.3h.7M257.1 171.3a1.1 1.1 0 01-.8.3M220.8 183.3l-.3.2M89.3 156a3.1 3.1 0 00-.9 1.1M87.1 156.7a5.8 5.8 0 014.8-2.4M99.3 153.8a16.7 16.7 0 01-7.7.4M85.8 180l.4 1.3M87.5 180.9l-.3-1.2M85.8 179.6v.4M237.6 130.8h.9M87.2 179.7a.4.4 0 01-.1-.3M85.7 179.4v.2M87.1 179.4v-.3M87 179.1a25 25 0 01-.4-5.5M85.3 173.6a28.8 28.8 0 00.4 5.8M201.3 131.5l-.6 4.4M200.3 138.2l-.1.4M200.2 138.6l-.7 2.7M256.5 171.6l.9-.4"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M210.9 134.5l35.7-11.7"
+              class="DVC1-1"></path><path d="M220.4 183.5l.4-.2M199.4 141.4a29.6 29.6 0 01-2 4.9M195.4 150h-.1M192.7 153.3a14.1 14.1 0 01-1.8 1.7M190.8 155.1h-.1M190.1 155.6a9.3 9.3 0 01-2 1M188 156.6h-.1M187.9 156.7h-.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M188.2 157.7c4.8-1.5 8.4-7.1 10.4-11.1s3.1-9 3.8-15M251.2 113.1a3 3 0 002-2.8M253.2 110.3a1.6 1.6 0 00-.2-1"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M257.3 104a5.5 5.5 0 00-5.5.9 10.3 10.3 0 00-3.6 4.4 10.7 10.7 0 00-1.2 5.6 5.5 5.5 0 002.8 4.8M255.2 108.3a2.6 2.6 0 011.3 2.6M251.8 115.4"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M256.5 110.9a5.2 5.2 0 01-1.4 3.4c-.7.8-2.1 1.7-3.3 1.1M160.2 78.1c0 .5-1 .8-1.4.9a5 5 0 01-1.7.1 5.5 5.5 0 01-1.8-.2c-.4-.1-1.3-.4-1.3-1M154.3 75.2c0 .6-1 .9-1.3 1h-1.8a5 5 0 01-1.7-.2c-.4-.1-1.4-.4-1.4-1M105.3 98.9a9.4 9.4 0 00-5.5-.3"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M102.4 53.8l-7-3.7"
+              class="DVC1-1"></path><path d="M111.6 104.7c1.4-.4 2.3-1.3.7-2.1M111.6 106.2c.4-.2 1.5-.5 1.5-1.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M76.3 63.1l25.4-7.2M87.9 137.3l90.4-28.4M76.3 64.6l25.4-7.2"
+              class="DVC1-1"></path><path d="M80.7 111.5a8.6 8.6 0 005.5.4" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M177.8 107.9l-90.4 28.4"
+              class="DVC1-1"></path><path d="M80.7 113a8.6 8.6 0 005.5.4" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M63.8 59l7 3.7M186 75.9L89.4 105M63.8 60.5l7 3.7"
+              class="DVC1-1"></path><path d="M74.5 105.7c-1.3.4-2.3 1.3-.8 2.1M199 125.5l.2.2M72.9 108.4c0 .6.4.7.8.9"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M89.9 49.8l-25.3 7.1"
+              class="DVC1-1"></path><path d="M188.6 88.2c0 1.6 2.7 2.5 3.8 2.8a26.3 26.3 0 004.9.7 27.7 27.7 0 004.9-.4c1.1-.3 3.8-1 3.9-2.6M193.7 87.7c1.4-1.2 5.2-.9 6.7-.2M200.4 87.5l.6.5M126 70.8c-3.6-1.7-10-1.5-13.6-.5M126 72.3c-3.6-1.8-10-1.6-13.7-.6M200.5 127a5.9 5.9 0 01.4.8"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M133.3 31.8l-17.2-8.4"
+              class="DVC1-1"></path><path d="M140.9 84.2a6.5 6.5 0 003.7-1.8c1.2-1.5 0-2.6-1.4-3.2M201.2 129.2a4.1 4.1 0 01.1 1.1M144.9 82a3.3 3.3 0 00-1.7-1.4M59.6 102.3c3.7 2 10.5 1.7 14.3.6M46 88.2a8.8 8.8 0 00-3.9 1.8c-1.5 1.4-.8 2.6.8 3.4M46 89.6c-1.3.4-3.7 1.2-4.5 2.6M202.4 131.6c.5-4.2-1.8-8.3-6.5-6.9"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M102.5 21.4l-66.4 18M102.4 22.9L36.1 40.8M133.3 30.3L116.1 22M64 54.1l67-18.7M87.9 136.6l90.4-28.4"
+              class="DVC1-1"></path><path d="M85.9 174a22.7 22.7 0 00.3 4.5M86 169.3l-.1 4.7M86.2 178.5a10.8 10.8 0 002.5 5.8c1.7 1.8 3.4 2 5.7 1.7M86.9 159.4c.6-1.9 1.4-3.2 3.4-3.9s3.6-.2 5.4-.2M86 169.3c0-2.4.1-7.5.9-9.9M200.3 138.2a15.7 15.7 0 00.4-2.3M199.4 141.4h.1M195.4 150l2-3.7M195.1 150.3l.2-.3M192.7 153.3a21.7 21.7 0 002.4-2.9M190.8 155.1h.1M190.1 155.6l.6-.5M188 156.6h.1M187.9 156.7"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M188.2 157c4.6-1.4 8.1-7 9.9-10.8 2.6-5.4 3-8.7 3.7-14.5"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M84.5 137.2l2.9-.9M33 44.6l16.7 8.9"
+              class="DVC1-1"></path><path d="M94.4 186a18.6 18.6 0 003.4-.6M99.2 154.6a13.6 13.6 0 01-3.5.7"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M186 76.6l-96.7 29.2"
+              class="DVC1-1"></path><path d="M237.3 131.2l.3-.2M200.5 127a4 4 0 00-1.3-1.3M201.2 129.2a3.5 3.5 0 00-.3-1.4M201.3 131.5v-1.2M201.8 131.7c.4-3.8-1.7-7.5-5.9-6.3M10.2 138.9a1.8 1.8 0 01.4-.9l.3-.9a10.5 10.5 0 00.5-1.9M11.6 131.2a26.1 26.1 0 01-.2 4M11.6 126.7v4.5M10.8 110c-.1.9.8 6.1.9 7M11.6 126.7c.1-3.2.5-6.4.1-9.7M86.6 173.6V169M233.6 92.7c3.4 1.6 5.1 6.5 4.9 9.9M154.4 55.9a2.8 2.8 0 00-2-.2M86.7 203.3a16 16 0 0011.6.7M98.1 204.5c.2-.1.2-.3.2-.5M12.4 159a2.1 2.1 0 01-1.3-1.6M225.8 163.5c.2-.1.2-.3.3-.5M86.9 203.7a.5.5 0 01-.2-.4M12.4 159a.4.4 0 00.2.4M154.7 55.9h-.3M233.6 92.7h.3"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M227.4 82.4l1.2-28.7"
+              class="DVC1-1"></path><path d="M238.8 102.3c0 .2-.1.2-.3.3" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M227.4 82.5v-.1M191.9 82.9l-.5-.2"
+              class="DVC1-1"></path><path d="M237.3 131.3c.1 0 .3 0 .3-.2M25.1 90.7a2.4 2.4 0 00-2-.3"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M144.5 7.1L15.2 41.9M76.8 154.5L2.5 110.1"
+              class="DVC1-1"></path><path d="M11.6 145.5c.1 4.5.3 9 .8 13.5" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M178.3 108.2l-.5-.3M88.4 155.2l127.8-41"
+              class="DVC1-1"></path><path d="M226.1 163c4.8-1.6 8.2-10.4 9.2-14.3s1.7-13.6 2-17.4"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M36.1 40.8v-1.4M144.5 7.1l79.2 36.8"
+              class="DVC1-1"></path><path d="M11.6 145.5c-.6-.4-1.4-1-1.4-1.8" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M1.5 86.4l.2 10.3M102.4 22.9l.1-1.5M133.3 31.8v-1.5M116.1 23.4V22M63.8 60.5V59M70.8 64.2v-1.5M76.3 64.6v-1.5M101.7 57.4v-1.5M216.1 115.6L88.5 156.7M229.8 53.4L228.6 82"
+              class="DVC1-1"></path><path d="M238.5 130.8v.2M238.5 131c-.3 4.1-1.2 14.5-2.3 18.5s-4.9 13.2-10.2 14.9M181.9 50a5.3 5.3 0 00-4.1-.4"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M167.9.8L247.5 37"
+              class="DVC1-1"></path><path d="M261.6 86a5.6 5.6 0 00-4.2-.2" class="DVC1-1"
+              transform="translate(-9.9 -48.8)"></path><path d="M76.9 155.9L2.6 111.5"
+              class="DVC1-1"></path><path d="M12.5 160.4c.4 2.9.6 5.8 1.8 8.7a14.7 14.7 0 005.5 6.8M177.8 49.6a3.1 3.1 0 00-2.1-.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M247.5 37l-22.6 6.6M167.9.8l-22.2 6M224.9 43.6L145.7 6.8"
+              class="DVC1-1"></path><path d="M153.5 55.3a3 3 0 012.1.3M239.7 102.2c.2-3.3-1.5-8.2-4.9-9.8M12.5 160.4c-.7-.5-1.2-.8-1.3-1.7M86.8 204.8c3.1 1.8 8.4 1.7 11.6.7M237.6 131h.9M225.6 163.5a1.1 1.1 0 01.4.9M98.4 205.5a1.2 1.2 0 00-.3-1M155.6 55.6a.6.6 0 00-.5.5M234.3 92.9a.8.8 0 01.5-.5M239.7 102.2h-.9M12.9 159.5a1.1 1.1 0 00-.4.9M87.2 203.9a1 1 0 00-.4.9M256.3 171.6h-.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M15.2 41.9l76 40.9"
+              class="DVC1-1"></path><path d="M92.6 154.4" class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path
+              d="M223.7 43.9L91.2 82.8" class="DVC1-1"></path><path d="M101.1 131.6c-5.1 1.5-8.9 7.6-10.8 11.8-2.7 6-2.9 9.7-3.4 16M258.8 167c-.1 1.7-.7 3.8-2.3 4.6M258.8 167c2-.6 4.1-4.9 4.7-6.4a26.4 26.4 0 002-7.8c.8-5.4 1.3-10.8 1.6-16.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M257.2 87.7l.7-14.2"
+              class="DVC1-1"></path><path d="M267.8 122.3c.3-4.9.3-9.8.2-14.7a25.4 25.4 0 00-.9-7.2 10.4 10.4 0 00-1.7-3.3c-.6-.8-1.8-2-3.1-1.6"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M252.4 46.7l-22.6 6.7M76.3 129.7v10.7"
+              class="DVC1-1"></path><path d="M86.2 189.2a132.9 132.9 0 00.5 14.1M106.1 142c-2 .6-4 4.2-4.7 5.6a24.8 24.8 0 00-2.2 7"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path><path d="M228.6 53.7L96.2 93.2M87.9 136.6v4.6"
+              class="DVC1-1"></path><path d="M97.8 190c0 4.7.1 9.4.5 14M25.1 90.7c-5 1.3-8.6 7-10.4 11.1-2.5 5.6-2.6 9.2-3 15.2"
+              class="DVC1-1" transform="translate(-9.9 -48.8)"></path> </svg> </div>
+      </div>
+      <div class="d1" style="margin-top:100px;">
+        <div class="d2">
+          <p class="p2"> DIANE is a swift diagnosis device which aims at
+            allowing the physicians to get almost immediate results of the body
+            fluid sample analysis (blood, urine, saliva, cerebrospinal fluid
+            etc) and to quickly provide the proper treatment to the patient. </p>
+          <p class="p2"> Time is a crucial element. As advised by the
+            international guidelines for the management of sepsis and septic
+            shock of the 2016 Surviving Sepsis Campaign [2], physicians
+            often have to act even before getting the results of the analysis
+            and launch a broad empirical antibiotic treatment based on
+            hypotheses regarding the origin of the infection. This can lead to
+            an inadequate and thus inefficient treatment, a loss of time and can
+            eventually result in the diminution of the patient’s chances of
+            survival. Moreover, bring wrong or no specific treatment contributes
+            to antimicrobial resistance (AMR). This is the most problematic
+            as it would become the most deadly cause in 2050, ahead of cancer,
+            with more than 10 million deaths worldwide. </p>
+        </div>
+      </div>
+      <div class="d1" style="margin-top:150px;">
+        <div class="d2" style="width:50%;margin-left:25%;">
+          <svg viewBox="0 0 894.4 688.1">
+            <defs><style>.grph-1,.grph-19,.grph-21{fill:none;stroke:#fff;stroke-miterlimit:10}.grph-11{font-size:17px}.grph-11,.grph-20{fill:#fff}.grph-11{font-family:Lato-Light,Lato
+                Light}.grph-13,.grph-16{letter-spacing:0}.grph-19{stroke-width:2px}.grph-21{stroke-linecap:round}.grph-30{letter-spacing:-.01em}.grph-32,.grph-37,.grph-39{letter-spacing:0}</style></defs><g
+              id="cercles"><circle cx="399" cy="371" r="119.3" class="grph-1"></circle><ellipse
+                cx="399" cy="370.9" fill="none" stroke="#fff" stroke-miterlimit="10"
+                opacity=".9" rx="142.2" ry="143"></ellipse><circle cx="399" cy="371"
+                r="163.8" fill="none" stroke="#fff" stroke-miterlimit="10" opacity=".8"></circle><ellipse
+                cx="399.1" cy="371" fill="none" stroke="#fff" stroke-miterlimit="10"
+                opacity=".7" rx="185.1" ry="186.5"></ellipse><ellipse cx="399" cy="371"
+                fill="none" stroke="#fff" stroke-miterlimit="10" opacity=".6" rx="207.4"
+                ry="209.2"></ellipse><ellipse cx="399" cy="371" fill="none" stroke="#fff"
+                stroke-miterlimit="10" opacity=".5" rx="228.7" ry="229.7"></ellipse><ellipse
+                cx="646.1" cy="815.9" fill="none" stroke="#fff" stroke-miterlimit="10"
+                opacity=".4" rx="252.5" ry="250.8" transform="rotate(-84.1 276 730.4)"></ellipse><ellipse
+                cx="646.1" cy="815.9" fill="none" stroke="#fff" stroke-miterlimit="10"
+                opacity=".3" rx="274.5" ry="276.4" transform="rotate(-84.1 276 730.5)"></ellipse><circle
+                cx="399" cy="371" r="295.9" fill="none" stroke="#fff" stroke-miterlimit="10"
+                opacity=".2"></circle><ellipse cx="646.1" cy="815.9" fill="none"
+                stroke="#fff" stroke-miterlimit="10" opacity=".1" rx="316.7" ry="317.6"
+                transform="rotate(-83.6 273.2 731.5)"></ellipse></g><g id="Calque_1"
+              data-name="Calque 1"><text class="grph-11" transform="translate(129.2 109)"><tspan>Tetanus</tspan></text><text
+                class="grph-11" transform="translate(133.9 136.5)">60,000</text><text
+                class="grph-11" transform="translate(26.9 236)"><tspan class="grph-13">Road
+                  traffic</tspan>
+                <tspan x="0" y="20.4">accidents</tspan></text><text class="grph-11"
+                transform="translate(26.9 285)">1,2 million</text><text class="grph-11"
+                transform="translate(21.9 467)"><tspan letter-spacing="0em">Measles</tspan></text><text
+                class="grph-11" transform="translate(21.9 494)">130,000</text><text
+                class="grph-11" transform="translate(110.9 608.3)">Diarrhoeal</text><text
+                class="grph-11" transform="translate(115.4 640)">1,4 million</text></g><g
+              id="Calque_2" data-name="Calque 2"><path d="M748.3 857.5l116.3 47.6c4.5 2 9.2 4.1 14 6 9.2 3.7 11.9 5 15.9 6A71.1 71.1 0 00906 919c10.6.9 58.5 1.2 123.8.5"
+                class="grph-1" transform="translate(-247.1 -445)"></path><path d="M747.1 861a3.7 3.7 0 112.8-6.9 3.8 3.8 0 012.1 4.9 3.7 3.7 0 01-4.9 2z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><path
+                d="M701 942.3l36.5 90.2a41.2 41.2 0 006 12.3c2.2 3 6.4 7.8 15 12.5a72 72 0 0029 8.2c19.4 1.3 76 1.9 152.5 0"
+                class="grph-1" transform="translate(-247.1 -445)"></path><path d="M697.6 943.9a3.7 3.7 0 012.1-4.9 3.8 3.8 0 014.9 2.1 3.8 3.8 0 01-7 2.8z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><path
+                d="M347 497.3L307.4 592" class="grph-1"></path><path d="M590.6 941a3.7 3.7 0 014.9-2 3.8 3.8 0 012.1 4.9 3.9 3.9 0 01-5 2 3.7 3.7 0 01-2-4.9z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><path
+                d="M354 1065.5h159a51.4 51.4 0 0012-2.2 49.2 49.2 0 0030.2-28" class="grph-1"
+                transform="translate(-247.1 -445)"></path><path d="M145.6 265.4l131.5 53.5"
+                class="grph-21"></path><path d="M522.7 767.3a3.8 3.8 0 004.9-2.1 3.9 3.9 0 00-2.1-4.9 3.8 3.8 0 10-2.8 7z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><path
+                d="M375.1 559.4l129 .4a32.6 32.6 0 017.6.1c8.3.8 14.2 4 18.5 6.5a55.7 55.7 0 0113.5 10.2 59.5 59.5 0 015 5.8c5.4 7.2 27.3 58.6 56.1 132.1"
+                class="grph-1" transform="translate(-247.1 -445)"></path><path d="M601.2 715.8a3.9 3.9 0 004.9 2.1 3.7 3.7 0 002.1-4.9 3.6 3.6 0 00-4.9-2.1 3.8 3.8 0 00-2.1 4.9z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><path
+                d="M561.6 33.4l215 .6" class="grph-1"></path><path d="M768.3 513.7c.9-3.8 2.8-8.5 7.7-15.4a48.5 48.5 0 0115-13.6 50.4 50.4 0 0117.7-6.4"
+                class="grph-1" transform="translate(-247.1 -445)"></path><path d="M772 514.2a3.8 3.8 0 11-7.4-1.3 3.8 3.8 0 014.4-3 3.7 3.7 0 013 4.3z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><path
+                d="M384.8 919.4a83.6 83.6 0 009.7-1.1s3.7-.8 7.5-2c6.2-1.9 61.2-24.7 142-58.7"
+                class="grph-1" transform="translate(-247.1 -445)"></path><path d="M545.3 861.1a3.7 3.7 0 10-4.9-2 3.7 3.7 0 004.9 2z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><path
+                d="M0 265.2h145.6" class="grph-1"></path><path d="M19.1 474.4h119.3"
+                class="grph-21"></path><path fill="#747cff" d="M566.1 917l18.2-22.9h.6a117 117 0 0022.1 12.5 118.8 118.8 0 0025.4 7.7l-4 29.3a123.6 123.6 0 01-62.4-25.4"
+                transform="translate(-247.1 -445)"></path><path fill="#ffb294" d="M661.1 913.4l3.6 31.3v.4c1.1 2.5 23.3-2.6 41.7-11.7a119.8 119.8 0 0021.8-14h-.2L707.5 893l-1 .9a81.9 81.9 0 01-23.4 13.5 83.6 83.6 0 01-22.9 4.9"
+                transform="translate(-247.1 -445)"></path><path fill="#fffc6a" d="M865 649.3a280.4 280.4 0 0135.3 59.4 288.4 288.4 0 0120.7 72h.9L744 804.3c-.3-5.9-3-16.3-7.2-26.4s-8.3-17.1-12.1-21.5"
+                transform="translate(-247.1 -445)"></path><path fill="#ff953f" d="M687.2 502.1a302.8 302.8 0 01152.3 63.4l.5-.7L708.7 738v1a87.8 87.8 0 00-27.2-15.5 84.5 84.5 0 00-22.2-4.5q14.9-108.4 29.5-217"
+                transform="translate(-247.1 -445)"></path><path fill="#f1bfff" d="M545.7 739.7a117.8 117.8 0 00-15.7 26.2 116.1 116.1 0 00-9 34.1l.2-.3 25.5 3.1a108.8 108.8 0 015.9-21.3 105.4 105.4 0 0114.8-26.3l-.5-.2-20.8-16"
+                transform="translate(-247.1 -445)"></path><path fill="#ffd82a" d="M566.1 880.1a95.1 95.1 0 01-14.4-22.6 93.7 93.7 0 01-8-27h4.1a89.2 89.2 0 006.9 24.1 102.2 102.2 0 0015 23.3l-2.9 1.3"
+                opacity=".6" transform="translate(-247.1 -445)"></path><path fill="#3fffb0"
+                d="M585.8 737a114.1 114.1 0 0122.8-12.5 109.2 109.2 0 0124.1-6.9l-.5-2.8a102.9 102.9 0 00-27.4 7.4 100.1 100.1 0 00-21.5 12.5"
+                opacity=".6" transform="translate(-247.1 -445)"></path><path fill="#ff3f9b"
+                d="M729.6 875.6a87.7 87.7 0 0013.1-23.1 88.7 88.7 0 005.7-23.7H745a84.3 84.3 0 01-5.8 23.3 89.4 89.4 0 01-12.8 22.3"
+                opacity=".5" transform="translate(-247.1 -445)"></path><path d="M573.3 774l79.2 1.3a26.3 26.3 0 007.7-3.9 24 24 0 006.2-7"
+                class="grph-1" transform="translate(-247.1 -445)"></path><path d="M435.2 279.7L418.6 321"
+                class="grph-1"></path><path d="M745 815.9c0 54.2-44.3 98.1-98.9 98.1s-98.8-43.9-98.8-98.1 44.3-98 98.8-98 98.9 43.9 98.9 98z"
+                class="grph-1" transform="translate(-247.1 -445)"></path><text class="grph-11"
+                transform="translate(628.9 613.5)">Diabetes</text><text class="grph-11"
+                transform="translate(611.4 640)">1,5 million</text><text class="grph-11"
+                transform="translate(711.4 467)">Cholera</text>
+              <text class="grph-11" transform="translate(708.4 494)">100,000-<tspan
+                  x="0" y="20.4">120,000</tspan></text><text class="grph-11" transform="translate(815.4 256.6)"><tspan
+                  letter-spacing="0em">Cancer</tspan></text><text fill="#fff" font-family="Lato-Light,Lato Light"
+                font-size="29" transform="translate(628.9 26)"><tspan letter-spacing="0">AMR
+                  in 2050</tspan><tspan x="0" y="34.8">10 million</tspan></text><path
+                d="M662.3 263.7h232.1" class="grph-1"></path><path d="M909.6 712.4a3.8 3.8 0 113.8-3.7 3.8 3.8 0 01-3.8 3.7z"
+                class="grph-20" transform="translate(-247.1 -445)"></path><text
+                fill="#fff" font-family="Lato-Light,Lato Light" font-size="21" transform="translate(322.6 324.9)"><tspan
+                  class="grph-37">AMR now</tspan><tspan x="0" y="25.2">700,000</tspan><tspan
+                  x="0" y="50.4">(low estimate)</tspan></text><text class="grph-11"
+                transform="translate(794.9 285)">8,2 millions</text></g></svg> </div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-top:100px;">
+          <p class="p2"> In that way, DIANE would be a major tool against
+            sepsis, but not only. More broadly, it could be used for any
+            situation suggesting a bacterial infection with the advantages of
+            being almost instantaneous, specific and selective. A rapid
+            diagnosis would allow to provide the proper antibiotic treatment
+            immediately and therefore to enhance the chances of survival, to
+            reduce the complications due to the infection, as well as
+            contributing to the fight against antimicrobial resistance, which is
+            one of the biggest current threats for the global public health. </p>
+          <p class="p2"> The diagnostic method we developed relies on an
+            electrochemical detection of bacteria using aptamers, single-strand
+            RNA or DNA capable of binding to a specific ligand, connected to
+            carbon nanotubes electrodes. </p>
+        </div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="width:40%;margin-left:30%;margin-top:100px;">
+          <svg  viewBox="0 0 707 272"><defs><linearGradient id="Dégradé_sans_nom_8"
+                x1="27.6" x2="732" y1="141.7" y2="141.7" gradientUnits="userSpaceOnUse"><stop
+                  offset="0" stop-color="#1a3a3a" stop-opacity=".4"></stop><stop
+                  offset="0" stop-color="#1a3a3a" stop-opacity=".4"></stop><stop
+                  offset=".2" stop-color="#224c4c" stop-opacity=".6"></stop><stop
+                  offset=".3" stop-color="#285959" stop-opacity=".8"></stop><stop
+                  offset=".5" stop-color="#2c6363" stop-opacity=".9"></stop><stop
+                  offset=".7" stop-color="#2e6868"></stop><stop offset="1" stop-color="#2f6a6a"></stop></linearGradient><clipPath
+                id="clip-path-1" transform="translate(-26 -8)"><rect width="49.8"
+                  height="168.1" x="130" y="64" class="cntb-1" rx="24.9" ry="24.9"></rect></clipPath><style>.cntb-1,.cntb-2,.cntb-6,.cntb-7,.cntb-8,.cntb-9{fill:none}.cntb-1,.cntb-2,.cntb-6,.cntb-7{stroke:#fff}.cntb-1,.cntb-2,.cntb-6,.cntb-7,.cntb-8,.cntb-9{stroke-miterlimit:10}.cntb-2{stroke-width:3px}.cntb-6,.cntb-8{stroke-width:7px}.cntb-7{stroke-width:2px}.cntb-8{stroke:#2f6a6a}.cntb-9{stroke:#d9e021}</style></defs><path
+              fill="url(#Dégradé_sans_nom_8)" stroke="#fff" stroke-miterlimit="10"
+              stroke-width="2.5" d="M586 275H35c-4 0-7-7-7-11V16a7 7 0 017-7h690a7 7 0 017 7v248c0 4-3 11-7 11h-67"
+              transform="translate(-26 -8)"></path><circle cx="628.5" cy="267.1"
+              r="3.8" fill="#fff" stroke="#fff" stroke-miterlimit="10" stroke-width="3"></circle><circle
+              cx="563.9" cy="267.1" r="3.8" class="cntb-2"></circle><g clip-path="url(#clip-path-1)"><path
+                d="M97 34h-6l-3 5 3 5h6l2-5-2-5z" class="cntb-1"></path><path d="M105 30h-6l-2 4 2 5h6l3-5-3-4z"
+                class="cntb-6"></path><path d="M105 39h-6l-2 5 2 5h6l3-5-3-5z" class="cntb-1"></path><path
+                d="M113 34h-5l-3 5 3 5h5l3-5-3-5zM113 44h-5l-3 5 3 4h5l3-4-3-5z"
+                class="cntb-1"></path><path d="M121 39h-5l-3 5 3 5h5l3-5-3-5zM157 91h6l2-4-2-5h-6l-3 5 3 4z"
+                class="cntb-1"></path><path d="M149 96h5l3-5-3-4h-5l-3 4 3 5zM149 87h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M141 91h5l3-4-3-5h-5l-3 5 3 4zM141 82h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M132 87h6l3-5-3-5h-6l-2 5 2 5zM99 125h6l3-5-3-5h-6l-2 5 2 5z"
+                class="cntb-1"></path><path d="M91 129h6l2-4-2-5h-6l-3 5 3 4zM91 120h6l2-5-2-5h-6l-3 5 3 5z"
+                class="cntb-1"></path><path d="M83 125h5l3-5-3-5h-5l-3 5 3 5zM83 115h5l3-5-3-4h-5l-3 4 3 5z"
+                class="cntb-1"></path><path d="M75 120h5l3-5-3-5h-5l-3 5 3 5zM116 144h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M108 148h5l3-4-3-5h-5l-3 5 3 4zM108 139h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M99 144h6l3-5-3-5h-6l-2 5 2 5zM99 134h6l3-5-3-4h-6l-2 4 2 5z"
+                class="cntb-1"></path><path d="M91 139h6l2-5-2-5h-6l-3 5 3 5zM113 129h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M121 134h-5l-3-5 3-4h5l3 4-3 5zM121 125h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M130 129h-6l-3-4 3-5h6l2 5-2 4zM130 120h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M138 125h-6l-2-5 2-5h6l3 5-3 5zM121 77h-5l-3-5 3-4h5l3 4-3 5z"
+                class="cntb-1"></path><path d="M130 82h-6l-3-5 3-5h6l2 5-2 5zM130 72h-6l-3-4 3-5h6l2 5-2 4z"
+                class="cntb-1"></path><path d="M138 77h-6l-2-5 2-4h6l3 4-3 5zM138 68h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-1"></path><path d="M146 72h-5l-3-4 3-5h5l3 5-3 4zM113 101h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M122 106h-6l-3-5 3-5h6l2 5-2 5zM122 96h-6l-3-5 3-4h6l2 4-2 5z"
+                class="cntb-1"></path><path d="M130 101h-6l-2-5 2-5h6l2 5-2 5zM130 91h-6l-2-4 2-5h6l2 5-2 4zM138 96h-5l-3-5 3-4h5l3 4-3 5zM91 101h6l2-5-2-5h-6l-2 5 2 5zM83 106h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M83 96h5l3-5-3-4h-5l-3 4 3 5z" class="cntb-1"></path><path
+                d="M75 101h5l3-5-3-5h-5l-3 5 3 5zM75 91h5l3-4-3-5h-5l-3 5 3 4z"
+                class="cntb-1"></path><path d="M67 96h5l3-5-3-4h-5l-3 4 3 5z" class="cntb-7"></path><path
+                d="M116 115h5l3-5-3-4h-5l-3 4 3 5z" class="cntb-1"></path><path d="M108 120h5l3-5-3-5h-5l-3 5 3 5zM108 110h5l3-4-3-5h-5l-3 5 3 4z"
+                class="cntb-1"></path><path d="M99 115h6l3-5-3-4h-6l-2 4 2 5zM99 106h6l3-5-3-5h-6l-2 5 2 5z"
+                class="cntb-1"></path><path d="M91 110h6l2-4-2-5h-6l-3 5 3 4zM97 91h-6l-2-4 2-5h6l2 5-2 4zM105 96h-5l-3-5 3-4h5l3 4-3 5z"
+                class="cntb-1"></path><path d="M105 87h-5l-3-5 3-5h5l3 5-3 5z" class="cntb-1"></path><path
+                d="M113 91h-5l-3-4 3-5h5l3 5-3 4zM113 82h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M121 87h-5l-3-5 3-5h5l3 5-3 5zM80 82h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M89 87h-6l-3-5 3-5h6l2 5-2 5zM89 77h-6l-3-5 3-4h6l2 4-2 5z"
+                class="cntb-1"></path><path d="M97 82h-6l-2-5 2-5h6l2 5-2 5zM97 72h-6l-2-4 2-5h6l2 5-2 4z"
+                class="cntb-1"></path><path d="M105 77h-6l-2-5 2-4h6l3 4-3 5zM80 63h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M89 68h-6l-3-5 3-5h6l2 5-2 5zM89 58h-6l-3-5 3-4h6l2 4-2 5z"
+                class="cntb-1"></path><path d="M97 63h-6l-2-5 2-5h6l2 5-2 5zM97 53h-6l-2-4 2-5h6l2 5-2 4z"
+                class="cntb-1"></path><path d="M105 58h-6l-2-5 2-4h6l3 4-3 5zM105 68h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-1"></path><path d="M113 72h-5l-3-4 3-5h5l3 5-3 4zM113 63h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M121 68h-5l-3-5 3-5h5l3 5-3 5zM121 58h-5l-3-5 3-4h5l3 4-3 5z"
+                class="cntb-1"></path><path d="M130 63h-6l-3-5 3-5h6l2 5-2 5z" class="cntb-1"></path><path
+                d="M64 120h-6l-3 5 3 4h6l2-4-2-5z" class="cntb-7"></path><path d="M72 115h-6l-2 5 2 5h6l3-5-3-5zM72 125h-6l-2 4 2 5h6l3-5-3-4z"
+                class="cntb-7"></path><path d="M80 120h-5l-3 5 3 4h5l3-4-3-5zM80 129h-5l-3 5 3 5h5l3-5-3-5z"
+                class="cntb-1"></path><path d="M88 125h-5l-3 4 3 5h5l3-5-3-4z" class="cntb-1"></path><path
+                d="M66 210h6l3-5-3-4h-6l-2 4 2 5z" class="cntb-7"></path><path d="M58 215h6l2-5-2-5h-6l-3 5 3 5zM58 205h6l2-4-2-5h-6l-3 5 3 4z"
+                class="cntb-7"></path><path d="M50 210h5l3-5-3-4h-5l-3 4 3 5zM50 201h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M42 205h5l3-4-3-5h-5l-3 5 3 4zM83 229h5l3-5-3-4h-5l-3 4 3 5z"
+                class="cntb-1"></path><path d="M75 234h5l3-5-3-5h-5l-3 5 3 5z" class="cntb-7"></path><path
+                d="M75 224h5l3-4-3-5h-5l-3 5 3 4z" class="cntb-1"></path><path d="M66 229h6l3-5-3-4h-6l-2 4 2 5zM66 220h6l3-5-3-5h-6l-2 5 2 5z"
+                class="cntb-7"></path><path d="M58 224h6l2-4-2-5h-6l-3 5 3 4z" class="cntb-7"></path><path
+                d="M80 215h-5l-3-5 3-5h5l3 5-3 5z" class="cntb-1"></path><path d="M88 220h-5l-3-5 3-5h5l3 5-3 5zM88 210h-5l-3-5 3-4h5l3 4-3 5z"
+                class="cntb-1"></path><path d="M97 215h-6l-3-5 3-5h6l2 5-2 5zM97 205h-6l-3-4 3-5h6l2 5-2 4z"
+                class="cntb-1"></path><path d="M105 210h-6l-2-5 2-4h6l3 4-3 5zM88 163h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M97 167h-6l-3-4 3-5h6l2 5-2 4zM97 158h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M105 163h-6l-2-5 2-5h6l3 5-3 5zM105 153h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-1"></path><path d="M113 158h-5l-3-5 3-5h5l3 5-3 5zM80 186h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M89 191h-6l-3-5 3-4h6l2 4-2 5zM89 182h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M97 186h-6l-2-4 2-5h6l2 5-2 4zM97 177h-6l-2-5 2-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M105 182h-6l-2-5 2-5h6l3 5-3 5zM83 201h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M75 205h5l3-4-3-5h-5l-3 5 3 4zM75 196h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M66 201h6l3-5-3-5h-6l-2 5 2 5zM66 191h6l3-5-3-4h-6l-2 4 2 5z"
+                class="cntb-7"></path><path d="M58 196h6l2-5-2-5h-6l-3 5 3 5zM64 177h-6l-3-5 3-5h6l2 5-2 5zM72 182h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-7"></path><path d="M72 172h-5l-3-5 3-4h5l3 4-3 5z" class="cntb-7"></path><path
+                d="M80 177h-5l-3-5 3-5h5l3 5-3 5zM80 167h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M88 172h-5l-3-5 3-4h5l3 4-3 5zM47 167h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M56 172h-6l-3-5 3-4h6l2 4-2 5zM56 163h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M64 167h-6l-3-4 3-5h6l2 5-2 4zM64 158h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-7"></path><path d="M72 163h-6l-2-5 2-5h6l3 5-3 5z" class="cntb-7"></path><path
+                d="M47 148h-5l-3-4 3-5h5l3 5-3 4z" class="cntb-1"></path><path d="M56 153h-6l-3-5 3-4h6l2 4-2 5zM56 144h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M64 148h-6l-3-4 3-5h6l2 5-2 4zM64 139h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-7"></path><path d="M72 144h-6l-2-5 2-5h6l3 5-3 5zM182 182h6l2 4-2 5h-6l-3-5 3-4z"
+                class="cntb-7"></path><path d="M174 177h5l3 5-3 4h-5l-3-4 3-5zM174 186h5l3 5-3 5h-5l-3-5 3-5z"
+                class="cntb-7"></path><path d="M166 182h5l3 4-3 5h-5l-3-5 3-4zM166 191h5l3 5-3 5h-5l-3-5 3-5z"
+                class="cntb-7"></path><path d="M157 186h6l3 5-3 5h-6l-2-5 2-5zM154 220h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M163 224h-6l-3-4 3-5h6l2 5-2 4zM163 215h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M171 220h-6l-2-5 2-5h6l3 5-3 5zM171 210h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-7"></path><path d="M179 215h-5l-3-5 3-5h5l3 5-3 5zM187 248h-5l-3-5 3-4h5l3 4-3 5zM196 253h-6l-2-5 2-5h6l2 5-2 5z"
+                class="cntb-7"></path><path d="M196 243h-6l-2-4 2-5h6l2 5-2 4z" class="cntb-7"></path><path
+                d="M204 248h-6l-2-5 2-4h6l3 4-3 5zM204 239h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-7"></path><path d="M212 243h-5l-3-4 3-5h5l3 5-3 4zM182 239h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-7"></path><path d="M174 243h5l3-4-3-5h-5l-3 5 3 4zM174 234h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-7"></path><path d="M166 239h5l3-5-3-5h-5l-3 5 3 5zM166 229h5l3-5-3-4h-5l-3 4 3 5zM157 234h6l2-5-2-5h-6l-2 5 2 5zM199 229h5l3-5-3-4h-5l-3 4 3 5zM190 234h6l2-5-2-5h-6l-3 5 3 5z"
+                class="cntb-7"></path><path d="M190 224h6l2-4-2-5h-6l-3 5 3 4z" class="cntb-7"></path><path
+                d="M182 229h5l3-5-3-4h-5l-3 4 3 5zM182 220h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-7"></path><path d="M174 224h5l3-4-3-5h-5l-3 5 3 4zM199 210h5l3-5-3-4h-5l-3 4 3 5zM190 215h6l2-5-2-5h-6l-3 5 3 5z"
+                class="cntb-7"></path><path d="M190 205h6l2-4-2-5h-6l-3 5 3 4z" class="cntb-7"></path><path
+                d="M182 210h5l3-5-3-4h-5l-3 4 3 5zM182 201h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-7"></path><path d="M174 205h5l3-4-3-5h-5l-3 5 3 4zM72 153h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-7"></path><path d="M80 158h-5l-3-5 3-5h5l3 5-3 5zM80 148h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M88 153h-5l-3-5 3-4h5l3 4-3 5zM88 144h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M97 148h-6l-3-4 3-5h6l2 5-2 4z" class="cntb-1"></path><path
+                d="M174 167h5l3-4-3-5h-5l-3 5 3 4z" class="cntb-7"></path><path d="M165 172h6l3-5-3-4h-6l-2 4 2 5zM165 163h6l3-5-3-5h-6l-2 5 2 5z"
+                class="cntb-7"></path><path d="M157 167h6l2-4-2-5h-6l-3 5 3 4zM157 158h6l2-5-2-5h-6l-3 5 3 5z"
+                class="cntb-1"></path><path d="M149 163h5l3-5-3-5h-5l-3 5 3 5zM121 144h-5l-3 4 3 5h5l3-5-3-4z"
+                class="cntb-1"></path><path d="M130 139h-6l-3 5 3 4h6l2-4-2-5zM130 148h-6l-3 5 3 5h6l2-5-2-5z"
+                class="cntb-1"></path><path d="M138 144h-6l-2 4 2 5h6l3-5-3-4zM138 153h-6l-2 5 2 5h6l3-5-3-5z"
+                class="cntb-1"></path><path d="M146 148h-5l-3 5 3 5h5l3-5-3-5z" class="cntb-1"></path><path
+                d="M124 234h6l2-5-2-5h-6l-3 5 3 5z" class="cntb-7"></path><path d="M116 239h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-7"></path><path d="M116 229h5l3-5-3-4h-5l-3 4 3 5z" class="cntb-1"></path><path
+                d="M108 234h5l3-5-3-5h-5l-3 5 3 5z" class="cntb-7"></path><path d="M108 224h5l3-4-3-5h-5l-3 5 3 4z"
+                class="cntb-1"></path><path d="M99 229h6l3-5-3-4h-6l-2 4 2 5z" class="cntb-1"></path><path
+                d="M141 253h5l3-5-3-5h-5l-3 5 3 5z" class="cntb-7"></path><path d="M132 258h6l3-5-3-5h-6l-2 5 2 5zM132 248h6l3-5-3-4h-6l-2 4 2 5z"
+                class="cntb-7"></path><path d="M124 253h6l2-5-2-5h-6l-3 5 3 5zM124 243h6l2-4-2-5h-6l-3 5 3 4z"
+                class="cntb-7"></path><path d="M116 248h5l3-5-3-4h-5l-3 4 3 5zM138 239h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-7"></path><path d="M146 243h-5l-3-4 3-5h5l3 5-3 4zM146 234h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-7"></path><path d="M154 239h-5l-3-5 3-5h5l3 5-3 5z" class="cntb-7"></path><path
+                d="M154 229h-5l-3-5 3-4h5l3 4-3 5z" class="cntb-1"></path><path d="M163 234h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-7"></path><path d="M146 186h-5l-3-4 3-5h5l3 5-3 4z" class="cntb-1"></path><path
+                d="M154 191h-5l-3-5 3-4h5l3 4-3 5zM154 182h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M163 186h-6l-3-4 3-5h6l2 5-2 4zM163 177h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M171 182h-6l-2-5 2-5h6l3 5-3 5z" class="cntb-7"></path><path
+                d="M138 210h-6l-2-5 2-4h6l3 4-3 5z" class="cntb-1"></path><path d="M146 215h-5l-3-5 3-5h5l3 5-3 5zM146 205h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M154 210h-5l-3-5 3-4h5l3 4-3 5zM154 201h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M163 205h-6l-3-4 3-5h6l2 5-2 4zM116 210h5l3-5-3-4h-5l-3 4 3 5z"
+                class="cntb-1"></path><path d="M108 215h5l3-5-3-5h-5l-3 5 3 5zM108 205h5l3-4-3-5h-5l-3 5 3 4z"
+                class="cntb-1"></path><path d="M99 210h6l3-5-3-4h-6l-2 4 2 5zM99 201h6l3-5-3-5h-6l-2 5 2 5z"
+                class="cntb-1"></path><path d="M91 205h6l2-4-2-5h-6l-3 5 3 4zM141 224h5l3-4-3-5h-5l-3 5 3 4z"
+                class="cntb-1"></path><path d="M132 229h6l3-5-3-4h-6l-2 4 2 5zM132 220h6l3-5-3-5h-6l-2 5 2 5z"
+                class="cntb-1"></path><path d="M124 224h6l2-4-2-5h-6l-3 5 3 4zM124 215h6l2-5-2-5h-6l-3 5 3 5z"
+                class="cntb-1"></path><path d="M116 220h5l3-5-3-5h-5l-3 5 3 5zM121 201h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M130 205h-6l-3-4 3-5h6l2 5-2 4zM130 196h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M138 201h-6l-2-5 2-5h6l3 5-3 5zM138 191h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-1"></path><path d="M146 196h-5l-3-5 3-5h5l3 5-3 5zM105 191h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-1"></path><path d="M113 196h-5l-3-5 3-5h5l3 5-3 5zM113 186h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M121 191h-5l-3-5 3-4h5l3 4-3 5zM121 182h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M130 186h-6l-3-4 3-5h6l2 5-2 4zM130 139h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M138 144h-6l-2-5 2-5h6l3 5-3 5zM138 134h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-1"></path><path d="M146 139h-5l-3-5 3-5h5l3 5-3 5zM146 129h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M154 134h-5l-3-5 3-4h5l3 4-3 5zM130 110h-6l-3-4 3-5h6l2 5-2 4zM138 115h-5l-3-5 3-4h5l3 4-3 5z"
+                class="cntb-1"></path><path d="M138 106h-5l-3-5 3-5h5l3 5-3 5z" class="cntb-1"></path><path
+                d="M146 110h-5l-3-4 3-5h5l3 5-3 4zM146 101h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M154 106h-5l-3-5 3-5h5l3 5-3 5z" class="cntb-1"></path><path
+                d="M174 158h5l3-5-3-5h-5l-3 5 3 5z" class="cntb-7"></path><path d="M165 163h6l3-5-3-5h-6l-2 5 2 5zM165 153h6l3-5-3-4h-6l-2 4 2 5z"
+                class="cntb-7"></path><path d="M157 158h6l2-5-2-5h-6l-3 5 3 5zM157 148h6l2-4-2-5h-6l-3 5 3 4z"
+                class="cntb-1"></path><path d="M149 153h5l3-5-3-4h-5l-3 4 3 5z" class="cntb-1"></path><path
+                d="M190 177h6l2-5-2-5h-6l-3 5 3 5z" class="cntb-7"></path><path d="M182 182h5l3-5-3-5h-5l-3 5 3 5zM182 172h5l3-5-3-4h-5l-3 4 3 5z"
+                class="cntb-7"></path><path d="M174 177h5l3-5-3-5h-5l-3 5 3 5zM174 167h5l3-4-3-5h-5l-3 5 3 4z"
+                class="cntb-7"></path><path d="M165 172h6l3-5-3-4h-6l-2 4 2 5zM187 163h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-7"></path><path d="M196 167h-6l-3-4 3-5h6l2 5-2 4zM196 158h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-7"></path><path d="M204 163h-6l-2-5 2-5h6l3 5-3 5zM204 153h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-7"></path><path d="M212 158h-5l-3-5 3-5h5l3 5-3 5zM196 110h-6l-3-4 3-5h6l2 5-2 4z"
+                class="cntb-7"></path><path d="M204 115h-6l-2-5 2-4h6l3 4-3 5zM204 106h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-7"></path><path d="M212 110h-5l-3-4 3-5h5l3 5-3 4zM212 101h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-7"></path><path d="M220 106h-5l-3-5 3-5h5l3 5-3 5zM187 134h-5l-3-5 3-4h5l3 4-3 5z"
+                class="cntb-7"></path><path d="M196 139h-6l-3-5 3-5h6l2 5-2 5zM196 129h-6l-3-4 3-5h6l2 5-2 4z"
+                class="cntb-7"></path><path d="M204 134h-6l-2-5 2-4h6l3 4-3 5zM204 125h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-7"></path><path d="M212 129h-5l-3-4 3-5h5l3 5-3 4zM165 134h6l3-5-3-4h-6l-2 4 2 5z"
+                class="cntb-7"></path><path d="M157 139h6l2-5-2-5h-6l-3 5 3 5zM157 129h6l2-4-2-5h-6l-3 5 3 4z"
+                class="cntb-1"></path><path d="M149 134h5l3-5-3-4h-5l-3 4 3 5zM141 148h5l3-4-3-5h-5l-3 5 3 4zM149 125h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-1"></path><path d="M141 129h5l3-4-3-5h-5l-3 5 3 4z" class="cntb-1"></path><path
+                d="M190 148h6l2-4-2-5h-6l-3 5 3 4z" class="cntb-7"></path><path d="M182 153h5l3-5-3-4h-5l-3 4 3 5zM182 144h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-7"></path><path d="M174 148h5l3-4-3-5h-5l-3 5 3 4zM174 139h5l3-5-3-5h-5l-3 5 3 5z"
+                class="cntb-7"></path><path d="M165 144h6l3-5-3-5h-6l-2 5 2 5zM171 125h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-7"></path><path d="M179 129h-5l-3-4 3-5h5l3 5-3 4zM179 120h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-7"></path><path d="M187 125h-5l-3-5 3-5h5l3 5-3 5zM187 115h-5l-3-5 3-4h5l3 4-3 5z"
+                class="cntb-7"></path><path d="M196 120h-6l-3-5 3-5h6l2 5-2 5z" class="cntb-7"></path><path
+                d="M154 77h-5l-3-5 3-4h5l3 4-3 5z" class="cntb-1"></path><path d="M163 82h-6l-3-5 3-5h6l2 5-2 5zM163 72h-6l-3-4 3-5h6l2 5-2 4z"
+                class="cntb-1"></path><path d="M171 77h-6l-2-5 2-4h6l3 4-3 5zM171 68h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-7"></path><path d="M179 72h-5l-3-4 3-5h5l3 5-3 4z" class="cntb-7"></path><path
+                d="M163 25h-6l-3-5 3-5h6l2 5-2 5z" class="cntb-8"></path><path d="M171 30h-6l-2-5 2-5h6l3 5-3 5zM171 20h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-8"></path><path d="M179 25h-5l-3-5 3-5h5l3 5-3 5zM179 15h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-8"></path><path d="M187 20h-5l-3-5 3-4h5l3 4-3 5z" class="cntb-8"></path><path
+                d="M154 49h-5l-3-5 3-5h5l3 5-3 5z" class="cntb-1"></path><path d="M163 53h-6l-3-4 3-5h6l2 5-2 4zM163 44h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M171 49h-6l-2-5 2-5h6l3 5-3 5z" class="cntb-7"></path><path
+                d="M171 39h-6l-2-5 2-4h6l3 4-3 5z" class="cntb-6"></path><path d="M179 44h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-7"></path><path d="M157 63h6l2-5-2-5h-6l-3 5 3 5z" class="cntb-1"></path><path
+                d="M149 68h5l3-5-3-5h-5l-3 5 3 5zM149 58h5l3-5-3-4h-5l-3 4 3 5z"
+                class="cntb-1"></path><path d="M141 63h5l3-5-3-5h-5l-3 5 3 5zM141 53h5l3-4-3-5h-5l-3 5 3 4z"
+                class="cntb-1"></path><path d="M132 58h6l3-5-3-4h-6l-2 4 2 5z" class="cntb-1"></path><path
+                d="M138 39h-6l-2-5 2-4h6l3 4-3 5z" class="cntb-6"></path><path d="M146 44h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M146 34h-5l-3-4 3-5h5l3 5-3 4z" class="cntb-8"></path><path
+                d="M154 39h-5l-3-5 3-4h5l3 4-3 5z" class="cntb-6"></path><path d="M154 30h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-8"></path><path d="M163 34h-6l-3-4 3-5h6l2 5-2 4z" class="cntb-8"></path><path
+                d="M154 115h-5l-3-5 3-4h5l3 4-3 5z" class="cntb-1"></path><path d="M163 120h-6l-3-5 3-5h6l2 5-2 5zM163 110h-6l-3-4 3-5h6l2 5-2 4z"
+                class="cntb-1"></path><path d="M171 115h-6l-2-5 2-4h6l3 4-3 5zM171 106h-6l-2-5 2-5h6l3 5-3 5z"
+                class="cntb-7"></path><path d="M179 110h-5l-3-4 3-5h5l3 5-3 4z" class="cntb-7"></path><path
+                d="M105 172h-6l-2-5 2-4h6l3 4-3 5z" class="cntb-1"></path><path d="M113 177h-5l-3-5 3-5h5l3 5-3 5zM113 167h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M121 172h-5l-3-5 3-4h5l3 4-3 5zM121 163h-5l-3-5 3-5h5l3 5-3 5z"
+                class="cntb-1"></path><path d="M130 167h-6l-3-4 3-5h6l2 5-2 4zM130 177h-6l-3-5 3-5h6l2 5-2 5z"
+                class="cntb-1"></path><path d="M138 182h-6l-2-5 2-5h6l3 5-3 5zM138 172h-6l-2-5 2-4h6l3 4-3 5z"
+                class="cntb-1"></path><path d="M146 177h-5l-3-5 3-5h5l3 5-3 5zM146 167h-5l-3-4 3-5h5l3 5-3 4z"
+                class="cntb-1"></path><path d="M154 172h-5l-3-5 3-4h5l3 4-3 5z" class="cntb-1"></path></g><rect
+              width="49.8" height="168.1" x="104" y="56" class="cntb-1" rx="24.9"
+              ry="24.9"></rect><path d="M180 109h19l2-10s-3-2-3-4a4 4 0 014-4 4 4 0 013 4l-3 4-1 10c4 0 9-1 12-5 1-2 2-4 4-4 1-1 4-1 5 1s1 4-2 5h-5a51 51 0 00-4 4l4 1 6 1c2 0 4 2 4 4s-4 4-6 4l-5-6-8-3 1 8 2 2a2 2 0 01-1 3 2 2 0 01-4-1l1-3-1-9h-19M180 154h19l2-11s-3-2-3-4a4 4 0 117 0c0 2-3 4-3 4l-1 11c4 0 9-1 12-6l4-4c1-1 4-1 5 1s1 4-2 5l-5 1a51 51 0 00-4 3l4 2h6c2 0 4 2 4 4 0 3-4 5-6 4l-5-6-8-2 1 8c0 1 2 0 2 2a2 2 0 01-1 3 2 2 0 01-4-2l1-3-1-8h-19M180 198h19l2-11c0-1-3-1-3-3a4 4 0 117-1c0 2-3 5-3 5l-1 10c4 0 9-1 12-6l4-4c1 0 4 0 5 2s1 4-2 5h-5a51 51 0 00-4 3l4 2h6c2 1 4 2 4 5 0 2-4 4-6 4l-5-6-8-3 1 8 2 2a2 2 0 01-1 3 2 2 0 01-4-1l1-4-1-8h-19"
+              class="cntb-9" transform="translate(-26 -8)"></path><text fill="#fff"
+              font-family="Lato-Italic,Lato" font-size="25.8" font-style="italic"
+              transform="translate(238 144)">Aptamers bound to a carbone nanotube</text></svg></div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-top:100px;">
+          <p class="p2"> We chose to work with DNA aptamers for their stability.
+            They are resistant to room temperature (around 25°C) and not as easy
+            to degrade as RNA strands. Aptamers were designed to specifically
+            bind a bacteria. </p>
+          <p class="p2"> To this end, we performed the SELEX (Systematic
+            Evolution of Ligands By Exponential Enrichment) method [3].
+            SELEX is based on several rounds of oligonucleotide selection, in
+            order to become more and more selective with the element we want to
+            target. </p>
+          <p class="p2"> The starting library is composed by 10^15 80 base-pair
+            random oligonucleotides. This library is put in solution with one
+            strain of bacteria, in order to make possible the specific
+            interactions between them. Non-binding aptamers are then removed
+            from the solution while binding aptamer stay with the bacteria. This
+            cycle is repeated around ten times to finally obtain the aptamers
+            showing the best affinity with the target. </p>
+        </div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-top:100px;">
+          <svg viewBox="0 0 834.6 498.1">
+            <defs>
+              <linearGradient id="Dégradé_sans_nom_63" x1="42.5" x2="234.2" y1="230.2"
+                y2="230.2" gradientTransform="translate(.7 36.7)" gradientUnits="userSpaceOnUse"><stop
+                  offset="0" stop-color="#437475"></stop><stop offset=".2" stop-color="#77979c"></stop><stop
+                  offset=".5" stop-color="#608896"></stop><stop offset=".8" stop-color="#77979c"></stop><stop
+                  offset="1" stop-color="#437475"></stop></linearGradient><linearGradient
+                id="Dégradé_sans_nom_63-2" x1="43.8" x2="235.6" y1="215.2" y2="215.2"
+                gradientTransform="translate(-2 66.7)" xlink:href="#D%E9grad%E9_sans_nom_63"></linearGradient><linearGradient
+                id="Dégradé_sans_nom_63-3" x1="43.5" x2="235.2" y1="131.5" y2="131.5"
+                gradientTransform="translate(-1.3 234)" xlink:href="#D%E9grad%E9_sans_nom_63"></linearGradient><linearGradient
+                id="Dégradé_sans_nom_63-4" x1="-346.5" x2="-154.8" y1="386.1" y2="386.1"
+                gradientTransform="translate(778.7 -275.3)" xlink:href="#D%E9grad%E9_sans_nom_63"></linearGradient><linearGradient
+                id="Dégradé_sans_nom_10" x1="310.4" x2="399.1" y1="237.8" y2="237.8"
+                gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#fff"
+                  stop-opacity=".1"></stop><stop offset=".1" stop-color="#d2dee2"
+                  stop-opacity=".4"></stop><stop offset=".3" stop-color="#aac1c8"
+                  stop-opacity=".6"></stop><stop offset=".5" stop-color="#8aaab4"
+                  stop-opacity=".8"></stop><stop offset=".6" stop-color="#7499a5"
+                  stop-opacity=".9"></stop><stop offset=".8" stop-color="#668f9d"></stop><stop
+                  offset="1" stop-color="#628c9a"></stop></linearGradient><linearGradient
+                id="Dégradé_sans_nom_20" x1="321.9" x2="410.1" y1="406.8" y2="406.8"
+                gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#628c9a"></stop><stop
+                  offset=".2" stop-color="#668f9d"></stop><stop offset=".4" stop-color="#7499a5"
+                  stop-opacity=".9"></stop><stop offset=".5" stop-color="#8aaab4"
+                  stop-opacity=".8"></stop><stop offset=".7" stop-color="#aac1c8"
+                  stop-opacity=".6"></stop><stop offset=".9" stop-color="#d2dee2"
+                  stop-opacity=".4"></stop><stop offset="1" stop-color="#fff" stop-opacity=".1"></stop></linearGradient><linearGradient
+                id="Dégradé_sans_nom_10-2" x1="496.7" x2="584.8" y1="230.7" y2="230.7"
+                xlink:href="#D%E9grad%E9_sans_nom_10"></linearGradient><linearGradient
+                id="Dégradé_sans_nom_20-2" x1="497.3" x2="586.1" y1="405" y2="405"
+                xlink:href="#D%E9grad%E9_sans_nom_20"></linearGradient><style>.selex-5{font-size:15px}.selex-40,.selex-5,.selex-58,.selex-9{fill:#fff}.selex-5,.selex-58,.selex-9{font-family:'Lato';font-weight:300}.selex-9{font-size:12px}.selex-10,.selex-11{letter-spacing:-.09em}.selex-17{letter-spacing:-.01em}.selex-21{fill:none;stroke:#fff}.selex-21,.selex-40,.selex-41,.selex-42,.selex-43{stroke-miterlimit:10}.selex-21{stroke-width:2.16px}.selex-23{fill:#1b75bc}.selex-26{fill:#fff200}.selex-27{fill:#be1e2d}.selex-28{fill:#00aeef}.selex-30,.selex-43{fill:#a7a9ac}.selex-42{fill:#6d6e71}.selex-35{letter-spacing:-.01em}.selex-36,.selex-37{letter-spacing:0}.selex-39{fill:#628e9c}.selex-40,.selex-41,.selex-42,.selex-43{stroke:#231f20;stroke-width:.25px}.selex-41{fill:#24a1db}.selex-58{font-size:6px}</style></defs><g
+              id="Calque_4" data-name="Calque 4"><path fill="url(#Dégradé_sans_nom_63)"
+                d="M43.2 261.9H235v9.8H43.2z" transform="rotate(180 129.6 237.7)"></path><path
+                fill="url(#Dégradé_sans_nom_63-2)" d="M41.8 276.9h191.8v9.8H41.8z"
+                transform="rotate(180 128.2 252.7)"></path><path fill="url(#Dégradé_sans_nom_63-3)"
+                d="M42.2 360.6H234v9.8H42.2z" transform="rotate(180 128.6 336.3)"></path><path
+                fill="url(#Dégradé_sans_nom_63-4)" d="M432.2 105.9H624v9.8H432.2z"
+                transform="rotate(180 518.6 81.7)"></path></g><g id="Calque_2" data-name="Calque 2"><text
+                class="selex-5" transform="translate(435 39.8)"><tspan letter-spacing="0em">Random
+                  ssDNA library</tspan></text><text class="selex-9" transform="translate(408.2 56.5)">5<tspan
+                  x="6.2" y="0" class="selex-10">’</tspan></text><text class="selex-9"
+                transform="translate(602 55.6)">3<tspan x="6.2" y="0" class="selex-11">’</tspan></text><path
+                fill="url(#Dégradé_sans_nom_10)" d="M395 202.4a134.6 134.6 0 00-75.8 79.4l-8.8-2.8a143.5 143.5 0 0181.3-85.3c3.1.8 4.5 1.3 7.5 2.3-1.8 2.5-2.6 3.8-4.2 6.4z"
+                transform="translate(-18.9 -58.4)"></path><path fill="url(#Dégradé_sans_nom_20)"
+                d="M330.6 366.5a134.2 134.2 0 0079.5 75.8l-2.9 8.9a143.5 143.5 0 01-85.2-81.4c.8-3 1.3-4.5 2.3-7.4 2.5 1.7 3.8 2.6 6.3 4.1z"
+                transform="translate(-18.9 -58.4)"></path><path fill="url(#Dégradé_sans_nom_10-2)"
+                d="M576.1 271a134.3 134.3 0 00-79.4-75.8l2.8-8.9a143.7 143.7 0 0185.3 81.4c-.8 3-1.3 4.5-2.3 7.4-2.5-1.7-3.8-2.6-6.4-4.1z"
+                transform="translate(-18.9 -58.4)"></path><path fill="url(#Dégradé_sans_nom_20-2)"
+                d="M501.4 440.4a134.2 134.2 0 0075.8-79.5l8.9 2.9a143.7 143.7 0 01-81.4 85.3l-7.4-2.3c1.7-2.6 2.6-3.8 4.1-6.4z"
+                transform="translate(-18.9 -58.4)"></path><text class="selex-5"
+                transform="translate(546 160.7)"><tspan letter-spacing="0em">Wash</tspan></text><text
+                class="selex-5" transform="translate(290 157.7)">Bind</text><text
+                class="selex-9" transform="translate(408 186.1)">Binding
+                <tspan x="-25" y="14.4">targeted bacteria</tspan></text><path d="M603.5 223.6v62.1h-81.4v-62.1M474.8 365.7v62.1h-81.5v-62.1"
+                class="selex-21"></path><path fill="none" stroke="#fff" stroke-miterlimit="10"
+                stroke-width="1.8" d="M339.2 226.6v52.8c-.1 26.6-69.7 26.6-69.3 0 .2-18.5.2-18.5 0-52.8"></path><path
+                d="M466.8 104.1v62.1h-81.5v-62.1" class="selex-21"></path><path
+                d="M474.2 219.4l.7-1.1-4-1.7a11.7 11.7 0 00.2 3.2 19.8 19.8 0 00.8 3.3l-.4-.6a13 13 0 01-.8-1.7 7 7 0 01-.5-2.5 11.3 11.3 0 010-2.6l.6-2.4a7.7 7.7 0 011-1.8 5.3 5.3 0 011.2-1l1.4-.6.1-.3a7.4 7.4 0 01-.2-3 4 4 0 011.4-2.6 4.7 4.7 0 012.1-1.1l1.6-.4.5-.2.1-.3a12.7 12.7 0 01.1-2 5.8 5.8 0 01.4-1.9 4.2 4.2 0 011.1-1.8 3.8 3.8 0 011.3-.9l.6-.3h.1a1 1 0 00-.5.4 6.5 6.5 0 00-1.5 1.8 4.9 4.9 0 00-.6 1.7c-.1.2 0 .2.1.3l.8.4.4.2a4.9 4.9 0 00.6-1.7h.1a5.3 5.3 0 01.3 1.2 2.2 2.2 0 01-.8 2 3.8 3.8 0 01-1.5.9c-.2.1-.3.2-.3.4v1.5a5.4 5.4 0 01-.4 2.2 4.6 4.6 0 01-1.7 2.2l-2 1.1-.9.5.1.6.3.8a8.6 8.6 0 01.3 2.8 5.5 5.5 0 01-.7 2.8 5.2 5.2 0 01-1.4 1.9zm-3.2-3.5l4.1 1.8.3-.8-4.2-2.1zm4.5.3l.1-.9c0-.3 0-.1-.1-.2l-3.6-1.7-.4.8zm-3.2-3.4l3.3 1.6v-.7l-.2-.2-.8-.5-1.5-.7c-.1-.1-.2-.1-.2 0zm7.4-7.6l-.9-.5-.9-.4a.2.2 0 00-.3 0l-.7.6 2.4 1.2zm-3.9 1.4l-.3 1v.2l1.4.7h.1l1-.7zm.2-.5l2.5 1.3.5-.7-.9-.5-1.5-.8h-.2zm-2.5 5.6l1.9 1-.5-1.9zm6.3-7.1l.2-1.6-1.7.9zm2.2-4l-1.2-.6v.8l.7.4h.2zm-6.5 8.8l.9-.5-.9-.5zm5.4-7.7h-.2v.3z"
+                class="selex-23" transform="translate(-18.9 -58.4)"></path><path
+                fill="#2bb673" d="M413.9 195.8v1.3l4.3-.7a15.7 15.7 0 00-1.9-2.6l-2.4-2.3.6.2 1.6 1a10.9 10.9 0 011.8 1.9 15.9 15.9 0 011.3 2.2 8.5 8.5 0 01.8 2.4 4.4 4.4 0 01.1 2 2.8 2.8 0 01-.4 1.5l-.8 1.2a.2.2 0 000 .3 8.4 8.4 0 011.8 2.4 3.5 3.5 0 01.2 3 5.3 5.3 0 01-1.1 2.1l-1.2 1.1-.3.4.1.4a16.3 16.3 0 001.1 1.7 12.7 12.7 0 01.6 1.8 8.1 8.1 0 010 2.2 3.5 3.5 0 01-.6 1.4l-.3.6h-.1l.2-.7a5.8 5.8 0 00.2-2.3 11.3 11.3 0 00-.3-1.8c-.1-.1-.2-.2-.3-.1h-1.4a6.1 6.1 0 00.5 1.8h-.1a3.9 3.9 0 01-1-.8 2.3 2.3 0 01-.4-2.1 3.5 3.5 0 01.8-1.6.5.5 0 000-.5 5.7 5.7 0 01-.8-1.3 6.1 6.1 0 01-.9-2 5 5 0 01.3-2.7 13.9 13.9 0 011.1-2.1 4.1 4.1 0 01.5-.9l-.4-.4-.7-.6a9.1 9.1 0 01-1.8-2.1 7.1 7.1 0 01-.9-2.8 6.5 6.5 0 01.2-2.4zm4.6 1.2l-4.5.8.3.8 4.5-.5zm-4 2.2l.4.8c.1.3.1.2.2.1l4-.5v-.9zm4.5 1.1l-3.6.5.4.6h1.2l1.7-.2h.1a2.4 2.4 0 00.2-.9zm-2.1 10.4h2l.3-.2.3-.9-2.8.3zm2.6-3.3a3.6 3.6 0 01-.4-.9h-1.8a4.2 4.2 0 00-.4 1zm.1.6l-2.9.3v.8h2.8l.1-1.1zm-.9-6.1l-2.2.2 1.4 1.3zm-1.5 9.5l.7 1.4 1-1.6zm.3 4.5l1.3-.2-.4-.7h-.7l-.1.2a1.5 1.5 0 00-.1.7zm.7-10.9l-.5.8h1zm-.4 9.4h.2z"
+                transform="translate(-18.9 -58.4)"></path><path fill="#f7941d" d="M413.1 175.3l1.2.7 1.3-4.2a12.5 12.5 0 00-3.2.5l-3.1 1.1.5-.4 1.6-1a9.5 9.5 0 012.4-.7 7.6 7.6 0 012.6-.2 10.7 10.7 0 012.5.3l1.9.8a5.7 5.7 0 011.1 1.1l.7 1.3c.1.1.1.2.3.1a7.1 7.1 0 012.9-.5 3.6 3.6 0 012.8 1.2 5 5 0 011.3 1.9 10.4 10.4 0 01.6 1.6l.2.4c.1.1.2.2.3.1h2.1l1.8.2a4.4 4.4 0 011.9 1 3.2 3.2 0 011.1 1.2l.3.5-.5-.5-1.9-1.3-1.8-.4h-.3l-.3.9-.2.4a3.9 3.9 0 001.8.4h-.1a4.3 4.3 0 01-1.2.5 2.4 2.4 0 01-2-.6 3.6 3.6 0 01-1.1-1.4c-.1-.2-.2-.3-.4-.3l-1.5.2a8.2 8.2 0 01-2.2-.2 4.4 4.4 0 01-2.3-1.5l-1.4-1.8-.6-.9h-.5l-.8.4a8.8 8.8 0 01-2.7.6 7 7 0 01-2.9-.4 5.7 5.7 0 01-2.1-1.3zm3.2-3.5l-1.3 4.3.8.2 1.6-4.3zm.1 4.6h.9c.1 0 .2 0 .3-.2l1.3-3.7-.9-.4zm3.1-3.5l-1.2 3.4h.7l.2-.2.3-.9.6-1.6c.1 0 .1-.1 0-.1zm8.3 6.5l.4-.9a3.6 3.6 0 01.4-.9.6.6 0 00-.1-.4l-.6-.6-1 2.6zm-1.8-3.7l-1-.2h-.2a8.8 8.8 0 00-.5 1.5c-.1.1-.1.1 0 .1l.7.9zm.6.2l-1.1 2.6.8.4.3-.9.7-1.6v-.2zm-5.9-2l-.8 2 1.9-.7zm7.8 5.6h1.6l-1-1.6zm4.1 1.8l.5-1.3h-.8l-.3.7.1.2zm-9.4-5.6l.6.9.4-1.1zm8.2 4.6v-.2h-.3z"
+                transform="translate(-18.9 -58.4)"></path><path d="M450.5 168.8l.8 1 2.8-3.3a14.1 14.1 0 00-3.1-.8l-3.3-.3.7-.2 1.8-.2a10.7 10.7 0 012.5.3l2.5.8a12.8 12.8 0 012.1 1.4 6.7 6.7 0 011.4 1.5 3.5 3.5 0 01.6 1.4 7.7 7.7 0 00.2 1.5l.1.2a8.2 8.2 0 013 .7 5 5 0 012.1 2.2 5.9 5.9 0 01.4 2.3l-.2 1.6v.5l.3.3 1.9.6 1.6 1a4.6 4.6 0 011.4 1.7 2.5 2.5 0 01.5 1.5l.1.6h-.1l-.2-.6a7.9 7.9 0 00-2.7-3.1h-.3l-.7.6-.3.4a5.6 5.6 0 001.5 1h-1.4a2.4 2.4 0 01-1.7-1.4 3.9 3.9 0 01-.4-1.8c0-.1 0-.3-.2-.3l-1.5-.5a8.5 8.5 0 01-1.9-1 4.6 4.6 0 01-1.6-2.3 18.9 18.9 0 01-.5-2.3 3.6 3.6 0 00-.2-1h-1.4a9.2 9.2 0 01-2.8-.5 6.1 6.1 0 01-2.4-1.5 6.6 6.6 0 01-1.4-2zm4.3-2l-3 3.4.7.5 3.2-3.3zM453 171l.9.4c.1 0 .1.1.2-.1l2.7-2.9-.6-.6zm4.3-2l-2.5 2.7h.9l.7-.7 1.2-1.2a.1.1 0 000-.2zm5 9.4a2.3 2.3 0 01.7-.7l.7-.7c.1-.1.2-.2.1-.3a3.6 3.6 0 00-.4-.9l-1.9 2zm-.2-4.2l-.8-.5h-.2l-1.2 1.1.3 1.1zm.5.4l-2 2 .5.7a2.3 2.3 0 01.7-.7l1.2-1.2c0-.1.1-.2 0-.2zm-4.6-4.2l-1.6 1.6h2zm4.8 8.3l1.5.7h.1l-.3-1.8zm3.1 3.3l1-1-.8-.3-.5.5c-.1.1-.1.1 0 .2zm-6.3-8.9v1l.8-.7zm5.6 7.5h-.1z"
+                class="selex-26" transform="translate(-18.9 -58.4)"></path><path
+                d="M431.2 160.7l-2.5 4.3h-5l-2.5-4.3 2.5-4.3h5l2.5 4.3z" class="selex-27"></path><path
+                d="M447.1 214.4l1.1-.8-3.2-3a14 14 0 00-.9 3.1 18.6 18.6 0 00-.4 3.3 1.4 1.4 0 01-.2-.6 6.2 6.2 0 01-.1-1.9 10.7 10.7 0 01.3-2.5 24.4 24.4 0 011-2.4 7.7 7.7 0 011.4-2.1 6.5 6.5 0 011.6-1.3 3.5 3.5 0 011.4-.6h1.5c.1 0 .2 0 .2-.2a7.4 7.4 0 01.8-2.9 4.5 4.5 0 012.3-2 5.8 5.8 0 012.3-.3l1.6.2h.5c.2 0 .2-.1.3-.2a15.9 15.9 0 01.7-2l1.1-1.5a3.7 3.7 0 011.7-1.3 3.3 3.3 0 011.5-.5h.7l-.7.3a8.2 8.2 0 00-2 1.2 7.6 7.6 0 00-1.1 1.4.2.2 0 000 .3l.6.7.3.3a4.2 4.2 0 001.1-1.5v.2a4.9 4.9 0 01-.1 1.2 2.3 2.3 0 01-1.4 1.6 3.9 3.9 0 01-1.8.4c-.2 0-.3 0-.4.2a8.8 8.8 0 01-.5 1.5 7.2 7.2 0 01-1.1 1.9 4.9 4.9 0 01-2.3 1.4l-2.3.4-1.1.2v.5a2.8 2.8 0 00-.1.9 6.3 6.3 0 01-.6 2.7 7.8 7.8 0 01-1.6 2.4 5.7 5.7 0 01-2.1 1.3zm-1.8-4.4l3.3 3.1.5-.7-3.2-3.3zm4.2 1.9a2 2 0 01.4-.8c0-.1.1-.2-.1-.3L447 208l-.7.6zm-1.9-4.3l2.6 2.5.2-.6a.4.4 0 00-.1-.3l-.6-.6-1.2-1.3h-.1zm9.6-4.7l-.7-.7a4.6 4.6 0 00-.7-.7c0-.1-.1-.2-.3-.2l-.8.4 1.8 2zm-4.2 0a4.1 4.1 0 00-.5.9c-.1 0-.1.1 0 .2a5.7 5.7 0 001.1 1.1h.1l1.1-.3zm.4-.4l2 2.1.7-.5-.7-.7-1.2-1.3h-.1zm-4.3 4.4l1.4 1.6h.1l.2-1.9zm8.4-4.5l.8-1.4h-.1l-1.8.2zm3.4-3l-.9-1-.3.8.4.5h.2zm-9.1 6h1l-.7-.8zm7.8-5.3l-.2-.2v.3z"
+                class="selex-28" transform="translate(-18.9 -58.4)"></path><path
+                d="M565.9 280.3l-2.5 4.3h-5l-2.5-4.3 2.5-4.3h5l2.5 4.3z" class="selex-27"></path><path
+                fill="#27aae1" d="M581.8 334l1.1-.8-3.2-3a14 14 0 00-.9 3.1l-.4 3.3a6.4 6.4 0 01-.2-.7l-.1-1.8a7.3 7.3 0 01.4-2.5 8.5 8.5 0 01.9-2.4 11 11 0 011.4-2.1 10.7 10.7 0 011.6-1.4l1.4-.5h1.5c.1 0 .2 0 .2-.2a7.4 7.4 0 01.8-2.9 4.5 4.5 0 012.3-2 6.1 6.1 0 012.3-.3l1.6.2h.5c.2 0 .2-.1.3-.3l.7-1.9a8.3 8.3 0 011.1-1.5 3.7 3.7 0 011.7-1.3 2.7 2.7 0 011.5-.5h.7l-.6.3a4.1 4.1 0 00-2 1.2 4.9 4.9 0 00-1.2 1.3c-.1.2-.1.3 0 .4l.6.6.3.4a4.2 4.2 0 001.1-1.5l.1.2a4.9 4.9 0 01-.1 1.2 2.3 2.3 0 01-1.4 1.6 3.9 3.9 0 01-1.8.4c-.1 0-.3 0-.3.2l-.6 1.5a4.9 4.9 0 01-1.1 1.7 4.4 4.4 0 01-2.3 1.5l-2.3.4h-1.1v.6a2.8 2.8 0 00-.1.9 6.6 6.6 0 01-.6 2.7 7.8 7.8 0 01-1.6 2.4 5.7 5.7 0 01-2.1 1.3zm-1.7-4.4l3.2 3.1.5-.7-3.1-3.3zm4.1 1.9a3.6 3.6 0 01.4-.9.1.1 0 000-.2l-2.9-2.8-.6.6zm-1.8-4.3l2.5 2.5a1.4 1.4 0 00.2-.6.4.4 0 00-.1-.3l-.6-.7-1.1-1.2h-.2zm9.5-4.7l-.7-.7-.7-.7c0-.1-.1-.2-.3-.2l-.8.4 1.8 2zm-4.2 0a4.1 4.1 0 00-.5.9c-.1 0-.1.1 0 .1l1.1 1.2.1.1 1.1-.3zm.5-.4l1.9 2.1.7-.5-.7-.8-1.2-1.2h-.1zm-4.4 4.4l1.5 1.6.2-2zm8.5-4.5l.7-1.5h-.1l-1.8.2zm3.4-3l-1-1-.3.8.5.5h.2zm-9.2 6h1l-.7-.8zm7.8-5.3l-.2-.2v.2z"
+                transform="translate(-18.9 -58.4)"></path><path d="M437.6 422.4l-2.4 4.4h-5l-2.5-4.4 2.5-4.3h5l2.4 4.3z"
+                class="selex-27"></path><path d="M454.4 461.6l1.1-.7-3.2-3a14 14 0 00-.9 3.1l-.4 3.3a6.4 6.4 0 01-.2-.7 10.9 10.9 0 01-.1-1.8 6.9 6.9 0 01.4-2.5 8.5 8.5 0 01.9-2.4 11 11 0 011.4-2.1 7 7 0 011.6-1.4l1.4-.5h1.5l.2-.2a7.4 7.4 0 01.8-2.9 4.5 4.5 0 012.3-2 4.5 4.5 0 012.3-.3l1.6.2h.5c.2 0 .2-.1.3-.3l.7-1.9a5.8 5.8 0 011.1-1.5 4.7 4.7 0 011.7-1.4 3.7 3.7 0 011.5-.4h.7l-.6.3a4.1 4.1 0 00-2 1.2 4.9 4.9 0 00-1.2 1.3q-.2.3 0 .3l.6.7.3.4a4.2 4.2 0 001.1-1.5h.1a5.3 5.3 0 01-.1 1.3 2.3 2.3 0 01-1.4 1.6 3.9 3.9 0 01-1.8.4c-.2 0-.3 0-.3.2l-.6 1.5a6.7 6.7 0 01-1.1 1.8 4.4 4.4 0 01-2.3 1.5l-2.3.4h-1.1v.6a2.8 2.8 0 00-.1.9 6.6 6.6 0 01-.6 2.7 7.8 7.8 0 01-1.6 2.4 5.7 5.7 0 01-2.1 1.3zm-1.7-4.3l3.2 3.1.5-.7-3.2-3.3zm4.1 1.8a5.9 5.9 0 01.4-.8.1.1 0 000-.2l-2.9-2.8-.6.6zm-1.8-4.2l2.5 2.5.2-.6a.4.4 0 00-.1-.3l-.6-.7-1.1-1.2h-.2zm9.5-4.7l-.7-.7-.7-.8h-.3l-.8.3 1.8 2.1zm-4.2 0l-.5.8c-.1.1-.1.2 0 .2l1.1 1.2a.1.1 0 00.1.1l1.1-.4zm.5-.4l1.9 2.1.7-.5-.7-.8-1.2-1.2h-.1zm-4.4 4.4l1.5 1.6.2-2zm8.5-4.5l.7-1.5h-.1l-1.8.2zm3.4-3l-1-1-.3.8.4.5c.1.1.2.1.2 0zm-9.2 6h1l-.7-.8zm7.8-5.3l-.2-.2v.2zM330.5 347l1-.8-3.1-3a11.2 11.2 0 00-1 3.1 18.4 18.4 0 00-.3 3.3 1.4 1.4 0 01-.2-.6 13.7 13.7 0 01-.2-1.9 10.9 10.9 0 01.4-2.5 11.7 11.7 0 01.9-2.4 8 8 0 011.5-2.1 4.7 4.7 0 011.5-1.3 3.9 3.9 0 011.5-.6h1.4c.2 0 .2 0 .2-.2a9.6 9.6 0 01.8-2.9 5 5 0 012.3-2 6.6 6.6 0 012.4-.3l1.6.2h.5a.2.2 0 00.2-.2l.8-1.9a5.4 5.4 0 011-1.6 5.2 5.2 0 011.7-1.3 4.4 4.4 0 011.5-.5h.7l-.6.3a8.2 8.2 0 00-2 1.2 8.1 8.1 0 00-1.2 1.4.2.2 0 000 .3 4.6 4.6 0 01.7.7l.3.3a5.8 5.8 0 001.1-1.5v.2a2.4 2.4 0 010 1.2 2.8 2.8 0 01-1.5 1.7 4.7 4.7 0 01-1.7.3c-.2 0-.3 0-.4.2l-.5 1.5a7.2 7.2 0 01-1.1 1.9 5.8 5.8 0 01-2.4 1.4l-2.3.4-1 .2a4.3 4.3 0 00-.1.5v.9a11.8 11.8 0 01-.6 2.7 8.1 8.1 0 01-1.7 2.4 9 9 0 01-2 1.4zm-1.8-4.4l3.3 3.1.5-.7-3.2-3.3zm4.1 1.9a5.9 5.9 0 01.4-.8v-.3l-2.8-2.8-.7.6zm-1.8-4.3l2.6 2.6.1-.7v-.3l-.7-.6a6.9 6.9 0 00-1.1-1.3h-.2zm9.5-4.7a4.6 4.6 0 00-.7-.7l-.6-.7c-.1-.1-.2-.2-.3-.1l-.9.3 1.9 2zm-4.1.1l-.6.8v.2l1.1 1.2h.1l1.1-.3zm.4-.5l1.9 2.1.7-.5a4.6 4.6 0 00-.7-.7l-1.1-1.3h-.2zm-4.4 4.4l1.5 1.6h.1v-1.9zm8.5-4.5l.7-1.4-1.9.2zm3.4-3l-.9-1-.4.8.5.5h.2zm-9.1 6h1l-.8-.8zm7.7-5.3l-.2-.2v.3zM323.5 347.2l.3-1.3h-4.3a10.4 10.4 0 001.3 2.9 26.1 26.1 0 001.9 2.7l-.6-.4-1.3-1.2a10.2 10.2 0 01-1.4-2.2 11.7 11.7 0 01-.9-2.4 10.1 10.1 0 01-.3-2.5 4.4 4.4 0 01.2-2 3.9 3.9 0 01.8-1.4l1-1.1c.1-.1.1-.1 0-.2a7.5 7.5 0 01-1.3-2.7 3.9 3.9 0 01.3-3 7.4 7.4 0 011.6-1.9l1.3-.9.4-.3c.1-.1.1-.2 0-.4l-.7-1.9a5.7 5.7 0 01-.3-1.8 4.6 4.6 0 01.4-2.1 4.2 4.2 0 01.9-1.4l.4-.5h.1l-.3.6a5.7 5.7 0 00-.7 2.2 5.4 5.4 0 000 1.8c0 .2.1.2.2.2h1.4a6.2 6.2 0 00-.1-1.9h.1a3.9 3.9 0 01.8 1 2.4 2.4 0 010 2.2 4.9 4.9 0 01-1.1 1.4c-.1.1-.2.2-.1.4l.6 1.4a7.8 7.8 0 01.4 2.2 5 5 0 01-.8 2.6 8.6 8.6 0 01-1.4 1.8l-.7.8.3.5.6.7a9.2 9.2 0 011.3 2.4 5.9 5.9 0 01.4 2.9 10.5 10.5 0 01-.6 2.4zm-4.3-2.1h4.6v-.8l-4.6-.4zm4.4-1.4l-.3-.8c0-.1 0-.2-.2-.2l-3.9-.2v.9zm-4.2-2l3.6.2a3.3 3.3 0 01-.3-.6h-1.1l-1.8-.2h-.1zm4-9.8h-2.3l-.4.8 2.7.3zm-3.1 2.8l.1 1h.1l1.7.2.7-.9zm0-.6l2.8.3.2-.9h-2.8l-.2.6zm-.3 6.2l2.2.2-1.2-1.6zm3.3-9l-.4-1.6h-.1l-1.2 1.4zm.5-4.5h-1.3l.2.8h.9a2.5 2.5 0 00.2-.8zm-2.8 10.6l.7-.8h-1zm2.3-9.2h-.3v.2zM328.5 321.6l1.3.4.4-4.3a12.1 12.1 0 00-3 1.1 28.2 28.2 0 00-2.9 1.8l.4-.6a14.9 14.9 0 011.4-1.2 9.8 9.8 0 012.2-1.3 10.3 10.3 0 012.5-.7 7.1 7.1 0 012.5-.2 4.5 4.5 0 012 .4 2.9 2.9 0 011.3.8l1 1.1a.2.2 0 00.3 0 7.5 7.5 0 012.8-1.1 4.6 4.6 0 013 .5 6.9 6.9 0 011.7 1.7l.8 1.4.3.3c.1.2.2.1.4.1l1.9-.6a6.2 6.2 0 011.9-.2 8.3 8.3 0 012.1.6 3.8 3.8 0 011.3.9l.4.5-.6-.3a5.8 5.8 0 00-2.2-.8 5.5 5.5 0 00-1.8-.1c-.2 0-.2.1-.2.2l-.2.9a.9.9 0 01-.1.5 5.9 5.9 0 001.9-.1l-.1.2-1 .7a2.8 2.8 0 01-2.2-.1 3.7 3.7 0 01-1.3-1.2c-.1-.2-.2-.2-.4-.2l-1.5.5a5.3 5.3 0 01-2.2.3 5.1 5.1 0 01-2.6-.9 12.9 12.9 0 01-1.7-1.6l-.8-.7-.5.3-.7.5a9.6 9.6 0 01-2.5 1.2 7 7 0 01-2.9.2 6.3 6.3 0 01-2.3-.8zm2.4-4.1l-.4 4.5h.8l.6-4.6zm1 4.4l.9-.2h.2l.5-4h-.9zm2.3-4l-.4 3.6.6-.3a.3.3 0 00.1-.2l.2-.9.3-1.7-.1-.2zm9.5 4.6l.2-1a3.6 3.6 0 01.2-1 .4.4 0 00-.1-.3l-.8-.5-.5 2.7zm-2.6-3.3H340a8.8 8.8 0 00-.2 1.6c-.1 0 0 .1 0 .1l.9.7zm.7.1l-.5 2.8.8.2.2-1 .3-1.7h-.1zm-6.2-.7l-.4 2.1h.1l1.6-1.1zm8.8 3.8l1.6-.3-1.3-1.3zm4.4.9l.3-1.4-.9.2-.1.7.1.2zm-10.3-3.5l.7.7v-1zm8.9 2.8v-.3h-.3z"
+                class="selex-28" transform="translate(-18.9 -58.4)"></path><path
+                d="M297.4 313.1l.8-1.1-4-1.7a17.4 17.4 0 00.1 3.2l.8 3.3-.4-.6a8.9 8.9 0 01-.8-1.7 18.4 18.4 0 01-.5-2.5 23.5 23.5 0 01.1-2.6 10.5 10.5 0 01.6-2.4 6.4 6.4 0 011-1.8 2.9 2.9 0 011.2-1l1.3-.6.2-.2a7.7 7.7 0 01-.3-3 4.1 4.1 0 011.5-2.7 5.3 5.3 0 012.1-1.1l1.5-.4h.5a.5.5 0 00.2-.4v-2a10.6 10.6 0 01.4-1.9 9.4 9.4 0 011.2-1.8 3.8 3.8 0 011.3-.9l.6-.3-.5.4a6.5 6.5 0 00-1.5 1.8 11.5 11.5 0 00-.6 1.7l.1.3.9.4.4.3a6.1 6.1 0 00.5-1.8h.1a5.6 5.6 0 01.4 1.2 2.4 2.4 0 01-.8 2 3.7 3.7 0 01-1.6.9.5.5 0 00-.2.4v1.5a5.4 5.4 0 01-.4 2.2 5.2 5.2 0 01-1.7 2.2l-2 1.1a3.1 3.1 0 01-1 .5l.2.6a2.4 2.4 0 00.2.8 8.6 8.6 0 01.4 2.8 6.8 6.8 0 01-.7 2.8 9.5 9.5 0 01-1.5 2zm-3.2-3.5l4.2 1.8.2-.8-4.1-2zm4.6.4a2.5 2.5 0 01.1-.9.4.4 0 00-.1-.3l-3.7-1.7-.4.8zm-3.2-3.4l3.3 1.5a1.7 1.7 0 00-.1-.7v-.2l-.9-.4-1.5-.8c0-.1-.1-.1-.1 0a1.7 1.7 0 00-.7.6zm7.3-7.7l-.9-.4-.8-.5c-.1-.1-.2-.1-.4 0l-.6.6 2.4 1.2zm-3.9 1.5l-.2.9c-.1.3 0 .2.1.2l1.4.7h.1l.9-.6zm.3-.6l2.5 1.3.5-.7-.9-.5-1.5-.8h-.2zm-2.6 5.7l1.9.9h.1l-.5-1.9zm6.4-7.2l.2-1.6h-.1l-1.7.9zm2.2-4l-1.2-.6v.8l.6.4h.2zm-6.5 8.8l.9-.5-1-.4zm5.4-7.7h-.2v.3zM305.6 342l-.4-1.3-3.8 2.1a10 10 0 002.6 1.8l3 1.5h-.7l-1.8-.4a9.4 9.4 0 01-2.2-1.2 10.6 10.6 0 01-2-1.7 7.5 7.5 0 01-1.5-2 6.4 6.4 0 01-.8-1.9 3.8 3.8 0 010-1.5l.3-1.5c.1-.1.1-.1-.1-.2a8.1 8.1 0 01-2.4-1.7 3.8 3.8 0 01-1.2-2.8 6.9 6.9 0 01.5-2.4l.7-1.4a4.3 4.3 0 00.1-.5c.1-.1 0-.2-.1-.3l-1.6-1.3a8.3 8.3 0 01-1.1-1.5 4.8 4.8 0 01-.7-2 2.9 2.9 0 01.1-1.6l.1-.7h.1v.7a6.4 6.4 0 00.5 2.3 8.3 8.3 0 00.9 1.6.2.2 0 00.3 0l.9-.3a.5.5 0 01.4-.2 4 4 0 00-1-1.5h.1l1.2.5a2.5 2.5 0 011.1 1.9 5.7 5.7 0 01-.3 1.8.2.2 0 00.1.4l1.2 1a5.2 5.2 0 011.4 1.6 4.5 4.5 0 01.6 2.7 8.5 8.5 0 01-.3 2.3l-.2 1 .5.3.8.3a9.7 9.7 0 012.4 1.5 6.6 6.6 0 011.7 2.3 5.3 5.3 0 01.6 2.4zm-4.7.2l4-2-.5-.7-4.2 1.9zm3.1-3.2l-.6-.7h-.3l-3.6 1.8.4.8zm-4.6.3l3.2-1.6-.5-.4h-.3a2 2 0 00-.8.4l-1.6.6-.1.2a1.9 1.9 0 00.1.8zm-1.4-10.5l-.9.4-.9.4a.2.2 0 00-.2.2v.9l2.5-1.1zm-1.3 3.9l.6.8h.2l1.5-.7a3.7 3.7 0 00.1-1.1zm-.3-.5l2.6-1.2-.2-.8-.9.4-1.6.7h-.1l.2.9zm2.8 5.5l2-.8-1.8-.8zm-1.5-9.5l-1.2-1.1-.4 1.9zm-1.8-4.1l-1.2.5.6.6.7-.3.1-.2a2 2 0 00-.2-.6zm2.8 10.5l.2-1-1 .5zm-2.6-9h-.2l.2.2z"
+                class="selex-23" transform="translate(-18.9 -58.4)"></path><path
+                d="M300.3 331.9l.7-1-4-1.8a11.7 11.7 0 00.2 3.2 19.8 19.8 0 00.8 3.3l-.5-.6-.7-1.6a7.4 7.4 0 01-.5-2.5 11.3 11.3 0 010-2.6 10.2 10.2 0 01.6-2.5 16.2 16.2 0 011-1.8 5.8 5.8 0 011.2-1l1.4-.6.1-.2a6.1 6.1 0 01-.2-3 4 4 0 011.4-2.7 5.3 5.3 0 012.1-1.1l1.6-.4h.4c.2-.1.2-.2.2-.4v-2a12.1 12.1 0 01.5-1.8 4.2 4.2 0 011.1-1.8 4.1 4.1 0 011.3-1l.6-.3-.5.4-1.4 1.8a13.4 13.4 0 00-.7 1.8c0 .1 0 .2.2.2l.8.5.4.2a5.3 5.3 0 00.5-1.8h.1a2.8 2.8 0 01.4 1.2 2.5 2.5 0 01-.8 2.1 4.6 4.6 0 01-1.5.9.3.3 0 00-.3.3v1.7a5.2 5.2 0 01-.4 2.1 4.6 4.6 0 01-1.7 2.2l-2 1.1-.9.5a1.3 1.3 0 00.1.6l.3.8a8.9 8.9 0 01.3 2.8 5.5 5.5 0 01-.7 2.8 5.9 5.9 0 01-1.5 2zm-3.2-3.5l4.1 1.8.3-.8-4.2-2zm4.5.4l.1-.9a.4.4 0 00-.1-.3L298 326l-.5.8zm-3.2-3.4l3.3 1.5a2 2 0 00-.1-.7l-.1-.2-.8-.4-1.5-.8h-.2zm7.4-7.7l-.9-.4-.9-.5h-.3l-.7.6 2.4 1.3zm-3.9 1.5l-.3.9.1.2 1.4.8.1-.1 1-.6zm.2-.6l2.5 1.3.5-.7-.9-.4-1.5-.8c-.1-.1-.1-.1-.2 0zm-2.6 5.7l2 1-.5-1.9zm6.4-7.2l.2-1.6h-.1l-1.6.8zm2.2-4l-1.2-.6v.9l.6.3h.2zm-6.5 8.8l.9-.4-1-.5zm5.4-7.7h-.2v.3zM314.2 350.1v-1.3l-4.2 1a11.7 11.7 0 002.1 2.4 17.1 17.1 0 002.5 2.2l-.7-.2a12.9 12.9 0 01-1.6-.9 15.4 15.4 0 01-1.9-1.7l-1.4-2.1a10.1 10.1 0 01-1-2.4 6.4 6.4 0 01-.3-2 8.3 8.3 0 01.4-1.5l.7-1.3a.2.2 0 000-.3 7 7 0 01-2-2.2 4.5 4.5 0 01-.4-3 8.8 8.8 0 011-2.2l1.1-1.2.3-.4a.8.8 0 00-.1-.4l-1.2-1.6a13.4 13.4 0 01-.7-1.8 5 5 0 01-.2-2.1 3.8 3.8 0 01.5-1.5l.3-.6h.1a6.4 6.4 0 00-.2.7 8.7 8.7 0 00-.1 2.3 8.4 8.4 0 00.5 1.7c.1.2.2.2.3.2l.9-.2h.5a6.4 6.4 0 00-.6-1.8.1.1 0 00.1.1l1 .7a2.3 2.3 0 01.6 2.1 5.1 5.1 0 01-.7 1.7c-.1.1-.1.2 0 .4l.9 1.3a6.9 6.9 0 011 1.9 5.3 5.3 0 01-.1 2.8l-.9 2.1a9.3 9.3 0 00-.5 1l.4.3.7.5a10 10 0 012 2.1 8.5 8.5 0 011.1 2.6 6.9 6.9 0 01-.1 2.5zm-4.6-1l4.4-1-.3-.7-4.6.8zm3.8-2.3a5.6 5.6 0 00-.5-.8c0-.1 0-.2-.2-.2l-3.9.8v.9zm-4.6-.9l3.6-.7a1.2 1.2 0 00-.5-.5h-1.1l-1.7.3h-.2a1.9 1.9 0 01-.1.9zm1.4-10.5l-1 .2h-.9c-.2 0-.3 0-.3.2l-.2.9 2.7-.5zm-2.3 3.5a3.6 3.6 0 01.4.9h.2l1.6-.3a7.6 7.6 0 00.4-1.1zm-.1-.6l2.8-.5v-.8h-1l-1.7.3a.1.1 0 00-.1.1zm1.3 6.1l2.1-.4-1.5-1.2zm.9-9.6l-.8-1.4h-.1l-.9 1.7zm-.6-4.5l-1.4.2.5.7h.7l.1-.1a2 2 0 01.1-.8zm-.1 10.9l.5-.9-1.1.2zm-.1-9.4h-.3l.2.2z"
+                class="selex-23" transform="translate(-18.9 -58.4)"></path><path
+                d="M331.1 325.5l-.2 1.3 4.3-.2a11.2 11.2 0 00-1.6-2.8 17.1 17.1 0 00-2.1-2.6l.6.3 1.4 1.2a7.4 7.4 0 011.6 2 17.5 17.5 0 011.1 2.4 6.9 6.9 0 01.5 2.4 5 5 0 01-.1 2.1 3.5 3.5 0 01-.6 1.4l-.9 1.1a.2.2 0 000 .3 8.4 8.4 0 011.5 2.6 4.4 4.4 0 01-.1 3 4.5 4.5 0 01-1.4 1.9l-1.2 1.1-.4.3c-.1.1-.1.2 0 .4l.9 1.8a10.6 10.6 0 01.4 1.9 5 5 0 01-.2 2.1 3.9 3.9 0 01-.8 1.4 1 1 0 01-.4.5l.2-.6a5.9 5.9 0 00.5-2.3 5.5 5.5 0 00-.1-1.8c-.1-.2-.1-.2-.3-.2h-1.4a5.7 5.7 0 00.3 1.8h-.1a7.6 7.6 0 01-.9-.9 2.8 2.8 0 01-.2-2.2l1-1.5c.1-.1.2-.2.1-.4l-.7-1.4a6.5 6.5 0 01-.6-2.1 4.5 4.5 0 01.6-2.7 12.2 12.2 0 011.2-1.9l.7-.9-.4-.4-.6-.6a7.5 7.5 0 01-1.5-2.4 5.5 5.5 0 01-.6-2.8 6.7 6.7 0 01.4-2.4zm4.4 1.7l-4.5.3v.8h4.6zm-4.2 1.7l.3.9c0 .1 0 .2.2.2h3.9v-1zm4.3 1.7H332l.3.5.3.2h2.8l.2-.7zm-3.2 10.1h2.3l.3-.9h-2.7zm2.9-3.1a2.9 2.9 0 01-.2-.9h-1.9a9.3 9.3 0 00-.5 1zm0 .7h-2.8l-.2.9h2.8a.1.1 0 00.1-.1l.1-.8zm-.2-6.2h-2.2l1.3 1.4zm-2.6 9.2l.6 1.5h.1l1.1-1.5zm-.1 4.5h1.3l-.3-.8h-.7l-.2.2-.1.6zm1.9-10.7l-.6.8h1.1zm-1.5 9.3h.3v-.3z"
+                class="selex-28" transform="translate(-18.9 -58.4)"></path><ellipse
+                cx="734" cy="63.4" class="selex-30" rx="36" ry="19.2"></ellipse><ellipse
+                cx="734" cy="55.5" fill="#bcbec0" rx="36" ry="19.2"></ellipse><ellipse
+                cx="717.9" cy="55.5" fill="#6d6e71" rx="7.4" ry="4.9"></ellipse><ellipse
+                cx="728.4" cy="45.4" fill="#939598" rx="6.7" ry="3.5"></ellipse><ellipse
+                cx="733.4" cy="61.6" fill="#58595b" rx="3.4" ry="1.8"></ellipse><text
+                class="selex-5" transform="translate(721.2 12.6)"><tspan class="selex-35">Plating</tspan>
+              </text><text class="selex-5" transform="translate(695.2 168)"><tspan
+                  class="selex-37">Amplification of</tspan><tspan x="-2.8" y="18">individual
+                  clones</tspan></text><text class="selex-5" transform="translate(709.2 491.8)"><tspan
+                  letter-spacing="0em">Sequencing</tspan></text>
+              <path d="M722.6 175.5l4.8 3c.3-12.9.1-5.8 0-22.4-15.9 7.5-7.2 3.2-21.2 10a24.4 24.4 0 014.3 2.6c.7.5 1.5 2 1.2 2.7-3.8 11-132.2 316.1-164.7 313.1-6.9.8-14.2-1-21.2-2-3.9-.5-7.7-1.9-11.6-2.6 12.8 8.3 26.1 14.7 42.1 12 30.7-9.7 158.5-304.8 165.2-315zM550.7 167.3h8c-4.6 10.7-6 13.8-11.9 29.3-4.8-10.7-7.1-18.5-11.6-29.1h8.7V123h6.8zM766.2 191.8h5.5c-3.2 7.4-4.1 9.5-8.2 20.3-3.4-7.5-4.9-12.9-8.1-20.3h6V161h4.8zM766.2 285h5.5c-3.2 7.4-4.1 9.5-8.2 20.3-3.4-7.5-4.9-12.9-8.1-20.3h6v-30.8h4.8z"
+                class="selex-39" transform="translate(-18.9 -58.4)"></path><circle
+                cx="688.8" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="698.2" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="708.1" cy="261.4" r="3.8" class="selex-41"></circle><circle
+                cx="717.5" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="764.9" cy="261.4" r="3.8" class="selex-42"></circle><circle
+                cx="774.3" cy="261.4" r="3.8" class="selex-41"></circle><circle
+                cx="784.1" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="793.5" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="726.9" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="736.3" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="746.2" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="755.6" cy="261.4" r="3.8" class="selex-40"></circle><circle
+                cx="689" cy="270.1" r="3.8" class="selex-40"></circle><circle cx="698.4"
+                cy="270.1" r="3.8" class="selex-40"></circle><circle cx="708.2"
+                cy="270.1" r="3.8" class="selex-43"></circle><circle cx="717.6"
+                cy="270.1" r="3.8" class="selex-43"></circle><circle cx="765" cy="270.1"
+                r="3.8" class="selex-40"></circle><circle cx="774.4" cy="270.1"
+                r="3.8" class="selex-43"></circle><circle cx="784.3" cy="270.1"
+                r="3.8" class="selex-43"></circle><circle cx="793.7" cy="270.1"
+                r="3.8" class="selex-40"></circle><circle cx="727.1" cy="270.1"
+                r="3.8" class="selex-40"></circle><circle cx="736.5" cy="270.1"
+                r="3.8" class="selex-40"></circle><circle cx="746.3" cy="270.1"
+                r="3.8" class="selex-42"></circle><circle cx="755.8" cy="270.1"
+                r="3.8" class="selex-40"></circle><circle cx="688.9" cy="278.9"
+                r="3.8" class="selex-40"></circle><circle cx="698.3" cy="278.9"
+                r="3.8" class="selex-42"></circle><circle cx="708.1" cy="278.9"
+                r="3.8" class="selex-43"></circle><circle cx="717.6" cy="278.9"
+                r="3.8" class="selex-40"></circle><circle cx="764.9" cy="278.9"
+                r="3.8" class="selex-40"></circle><circle cx="774.4" cy="278.9"
+                r="3.8" class="selex-40"></circle><circle cx="784.2" cy="278.9"
+                r="3.8" class="selex-40"></circle><circle cx="793.6" cy="278.9"
+                r="3.8" class="selex-40"></circle><circle cx="727" cy="278.9" r="3.8"
+                class="selex-42"></circle><circle cx="736.4" cy="278.9" r="3.8"
+                class="selex-40"></circle><circle cx="746.2" cy="278.9" r="3.8"
+                class="selex-43"></circle><circle cx="755.7" cy="278.9" r="3.8"
+                class="selex-40"></circle><circle cx="689" cy="287.7" r="3.8" class="selex-40"></circle><circle
+                cx="698.5" cy="287.7" r="3.8" class="selex-43"></circle><circle
+                cx="708.3" cy="287.7" r="3.8" class="selex-43"></circle><circle
+                cx="717.7" cy="287.7" r="3.8" class="selex-41"></circle><circle
+                cx="765.1" cy="287.7" r="3.8" class="selex-40"></circle><circle
+                cx="774.5" cy="287.7" r="3.8" class="selex-41"></circle><circle
+                cx="784.4" cy="287.7" r="3.8" class="selex-40"></circle><circle
+                cx="793.8" cy="287.7" r="3.8" class="selex-40"></circle><circle
+                cx="727.1" cy="287.7" r="3.8" class="selex-40"></circle><circle
+                cx="736.6" cy="287.7" r="3.8" class="selex-40"></circle><circle
+                cx="746.4" cy="287.7" r="3.8" class="selex-40"></circle><circle
+                cx="755.8" cy="287.7" r="3.8" class="selex-43"></circle><circle
+                cx="688.7" cy="296.4" r="3.8" class="selex-40"></circle><circle
+                cx="698.2" cy="296.4" r="3.8" class="selex-40"></circle><circle
+                cx="708" cy="296.4" r="3.8" class="selex-40"></circle><circle cx="717.4"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="764.8"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="774.2"
+                cy="296.4" r="3.8" class="selex-42"></circle><circle cx="784.1"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="793.5"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="726.9"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="736.3"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="746.1"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="755.5"
+                cy="296.4" r="3.8" class="selex-40"></circle><circle cx="688.9"
+                cy="305.2" r="3.8" class="selex-40"></circle><circle cx="698.3"
+                cy="305.2" r="3.8" class="selex-43"></circle><circle cx="708.2"
+                cy="305.2" r="3.8" class="selex-40"></circle><circle cx="717.6"
+                cy="305.2" r="3.8" class="selex-40"></circle><circle cx="765" cy="305.2"
+                r="3.8" class="selex-43"></circle><circle cx="774.4" cy="305.2"
+                r="3.8" class="selex-42"></circle><circle cx="784.2" cy="305.2"
+                r="3.8" class="selex-40"></circle><circle cx="793.7" cy="305.2"
+                r="3.8" class="selex-40"></circle><circle cx="727" cy="305.2" r="3.8"
+                class="selex-41"></circle><circle cx="736.4" cy="305.2" r="3.8"
+                class="selex-43"></circle><circle cx="746.3" cy="305.2" r="3.8"
+                class="selex-41"></circle><circle cx="755.7" cy="305.2" r="3.8"
+                class="selex-40"></circle><circle cx="688.8" cy="314" r="3.8" class="selex-40"></circle><circle
+                cx="698.3" cy="314" r="3.8" class="selex-40"></circle><circle cx="708.1"
+                cy="314" r="3.8" class="selex-40"></circle><circle cx="717.5" cy="314"
+                r="3.8" class="selex-43"></circle><circle cx="764.9" cy="314" r="3.8"
+                class="selex-41"></circle><circle cx="774.3" cy="314" r="3.8" class="selex-40"></circle><circle
+                cx="784.1" cy="314" r="3.8" class="selex-40"></circle><circle cx="793.6"
+                cy="314" r="3.8" class="selex-40"></circle><circle cx="726.9" cy="314"
+                r="3.8" class="selex-40"></circle><circle cx="736.4" cy="314" r="3.8"
+                class="selex-40"></circle><circle cx="746.2" cy="314" r="3.8" class="selex-40"></circle><circle
+                cx="755.6" cy="314" r="3.8" class="selex-40"></circle><circle cx="689"
+                cy="322.7" r="3.8" class="selex-40"></circle><circle cx="698.4"
+                cy="322.7" r="3.8" class="selex-42"></circle><circle cx="708.2"
+                cy="322.7" r="3.8" class="selex-43"></circle><circle cx="717.7"
+                cy="322.7" r="3.8" class="selex-40"></circle><circle cx="765.1"
+                cy="322.7" r="3.8" class="selex-40"></circle><circle cx="774.5"
+                cy="322.7" r="3.8" class="selex-40"></circle><circle cx="784.3"
+                cy="322.7" r="3.8" class="selex-40"></circle><circle cx="793.7"
+                cy="322.7" r="3.8" class="selex-40"></circle><circle cx="727.1"
+                cy="322.7" r="3.8" class="selex-42"></circle><circle cx="736.5"
+                cy="322.7" r="3.8" class="selex-41"></circle><circle cx="746.4"
+                cy="322.7" r="3.8" class="selex-40"></circle><circle cx="755.8"
+                cy="322.7" r="3.8" class="selex-40"></circle><path d="M766.6 429.3h5.6c-3.2 7.4-4.2 9.6-8.3 20.4-3.3-7.5-4.9-12.9-8-20.3h6v-30.9h4.7z"
+                class="selex-39" transform="translate(-18.9 -58.4)"></path><path
+                fill="none" stroke="#231f20" stroke-miterlimit="10" d="M651.5 464.9h183.1"></path><path
+                fill="none" stroke="#00aeef" stroke-miterlimit="10" stroke-width=".7"
+                d="M653.1 462.9c1.3-.4 4.6-.4 6.5-3 14.8-21 9.5-61.6 19.2-61.6 7.4 0 4.4 40.7 15.7 61.6 1.8 3.3 6 3.1 7.7 3.6"></path><path
+                fill="none" stroke="#f15a29" stroke-miterlimit="10" stroke-width=".6"
+                d="M683.9 464.4c1.1-.4 3.9-.3 5.4-2.5 12.4-17.5 7.9-51.2 16.1-51.2 6.1 0 3.6 33.8 13 51.2 1.5 2.7 5 2.6 6.4 3"></path><path
+                fill="none" stroke="#f15a29" stroke-miterlimit="10" stroke-width=".8"
+                d="M761.2 462.8c1.4-.4 5-.3 6.9-3.1 15.8-22.5 10.1-65.8 20.6-65.8 7.9 0 4.6 43.5 16.7 65.8 1.9 3.4 6.4 3.3 8.2 3.8"></path><path
+                fill="none" stroke="#d7df23" stroke-miterlimit="10" stroke-width=".5"
+                d="M725.2 463c.9-.2 3.3-.2 4.6-2 10.4-14.8 6.6-43.4 13.5-43.4 5.2 0 3.1 28.7 11.1 43.4 1.2 2.2 4.2 2.1 5.4 2.5"></path><path
+                fill="none" stroke="#00aeef" stroke-miterlimit="10" stroke-width=".7"
+                d="M703.3 462.9c1.2-.3 4.2-.3 5.8-2.6 13.2-18.7 8.5-54.9 17.2-54.9 6.5 0 3.8 36.3 13.9 54.9 1.6 2.9 5.4 2.8 6.9 3.2"></path><path
+                fill="none" stroke="#f15a29" stroke-miterlimit="10" stroke-width=".5"
+                d="M793.7 463c1-.3 3.4-.2 4.8-2.1 10.8-15.4 6.9-45.1 14.1-45.1 5.4 0 3.1 29.8 11.4 45.1 1.3 2.3 4.4 2.2 5.7 2.6"></path><path
+                fill="none" stroke="#d7df23" stroke-miterlimit="10" stroke-width=".4"
+                d="M748.7 463.1c.8-.2 2.7-.2 3.7-1.7 8.5-12 5.4-35.2 11-35.2s2.5 23.3 9 35.2c1 1.9 3.4 1.8 4.4 2.1"></path><circle
+                cx="215.2" cy="222.2" r="7" class="selex-30"></circle><text fill="#fff"
+                font-family="Lato-Light,Lato Light" font-size="15" transform="translate(93.5 263.3)"><tspan
+                  letter-spacing="0em">Treatment with DNA</tspan><tspan x="7.9"
+                  y="18" letter-spacing="0em">Polymerase Alpha</tspan> </text><text
+                class="selex-9" transform="translate(18.2 211.9)">5<tspan x="6.2"
+                  y="0" class="selex-10">’</tspan></text><text class="selex-9" transform="translate(212 211)">3<tspan
+                  x="6.2" y="0" class="selex-11">’</tspan></text><text class="selex-9"
+                transform="translate(18.2 227.3)">3<tspan x="6.2" y="0" class="selex-10">’</tspan></text><text
+                class="selex-9" transform="translate(212 226.4)">P</text><text class="selex-9"
+                transform="translate(18.2 310.9)">5<tspan x="6.2" y="0" class="selex-10">’</tspan></text><text
+                class="selex-9" transform="translate(212 310)">3<tspan x="6.2" y="0"
+                  class="selex-11">’</tspan></text><path d="M101.8 330.7h6.8c-3.9 9-5.1 11.7-10 24.9-4.2-9.2-6.1-15.8-9.9-24.9H96v-37.8h5.8z"
+                class="selex-39" transform="translate(-18.9 -58.4)"></path><text
+                class="selex-58" transform="translate(687.3 254.7)">1</text><text
+                class="selex-58" transform="translate(790.4 254.7)">12</text><text
+                class="selex-58" transform="translate(781 254.7)">11</text><text
+                class="selex-58" transform="translate(771.2 254.7)">10</text><text
+                class="selex-58" transform="translate(763.3 254.7)">9</text><text
+                class="selex-58" transform="translate(754 254.7)">8</text><text
+                class="selex-58" transform="translate(744.6 254.7)">7</text><text
+                class="selex-58" transform="translate(734.7 254.7)">6</text><text
+                class="selex-58" transform="translate(725.3 254.7)">5</text><text
+                class="selex-58" transform="translate(715.9 254.7)">4</text><text
+                class="selex-58" transform="translate(706.5 254.7)">3</text><text
+                class="selex-58" transform="translate(696.9 254.7)">2</text><text
+                class="selex-58" transform="translate(678.7 263.1)">a</text><text
+                class="selex-58" transform="translate(678.5 324.5)">h</text><text
+                class="selex-58" transform="translate(678.5 315.7)">g</text><text
+                class="selex-58" transform="translate(679.3 306.9)">f</text><text
+                class="selex-58" transform="translate(678.7 298.2)">e</text><text
+                class="selex-58" transform="translate(678.5 289.4)">d</text><text
+                class="selex-58" transform="translate(678.8 280.6)">c</text><text
+                class="selex-58" transform="translate(678.5 271.9)">b</text><text
+                fill="#fff" font-family="Lato-Light,Lato Light" font-size="14" transform="translate(73.5 328.8)">Specific
+                ssDNA</text><text class="selex-5" transform="translate(269.9 387.3)"><tspan
+                  class="selex-37">Amplify</tspan></text><rect width="241" height="169.3"
+                x=".5" y="178.3" fill="none" stroke="#fff" stroke-miterlimit="10"
+                opacity=".8" rx="12" ry="12"></rect><path d="M348.2 291.6l-.5 1.2 4.3.8a12.9 12.9 0 00-.8-3.1 21 21 0 00-1.5-3l.6.5 1.1 1.5a16 16 0 011 2.3 11.7 11.7 0 01.4 2.6 7.1 7.1 0 01-.1 2.5 6 6 0 01-.6 1.9 3.1 3.1 0 01-1 1.3l-1.1.8c-.1.1-.2.2-.1.3a7 7 0 01.8 2.9 4 4 0 01-.9 2.9 6.5 6.5 0 01-1.8 1.5l-1.5.7-.4.2-.1.4a11.8 11.8 0 01.4 2 6.2 6.2 0 01-.1 1.9 4.8 4.8 0 01-.7 2 6 6 0 01-1.1 1.2l-.5.3h-.1l.4-.5a6.1 6.1 0 001.1-2.1 5.7 5.7 0 00.3-1.8c0-.2-.1-.2-.2-.3l-.9-.2h-.4a5.5 5.5 0 00-.2 1.8.1.1 0 01-.1-.1 2.4 2.4 0 01-.6-1.1 2.5 2.5 0 01.3-2.1 4.1 4.1 0 011.4-1.2.5.5 0 00.2-.4 7.5 7.5 0 01-.4-1.6 7.4 7.4 0 010-2.1 4.5 4.5 0 011.2-2.5 8 8 0 011.7-1.5l.9-.7-.3-.5a3 3 0 00-.4-.8 7.8 7.8 0 01-.9-2.7 6.6 6.6 0 01.1-2.8 7 7 0 011.1-2.3zm3.9 2.8l-4.5-.9v.8l4.4 1.1zm-4.5.5a2.8 2.8 0 00.1.9.4.4 0 00.1.3l3.9.9.2-.9zm3.8 2.7l-3.6-.8.2.6.2.2.9.3 1.7.4h.1zm-5.7 9l1 .3.9.2h.3l.6-.7-2.6-.8zm3.5-2.2a3.8 3.8 0 00.1-1v-.2l-1.6-.4h-.1l-.8.9zm-.1.6l-2.7-.8-.4.8 1 .3 1.7.4c0 .1.1 0 .1 0zm1.4-6.1l-2.1-.6.8 1.7zm-4.8 8.3v1.7h.1l1.5-1.2zm-1.3 4.4l1.3.3v-.8l-.7-.2-.2.1zm4.6-9.9l-.9.6 1.1.3zm-3.8 8.6h.2v-.3zM337.6 291.4l-.5 1.2 4.2.9a11.8 11.8 0 00-.8-3.1 29.2 29.2 0 00-1.4-3.1l.5.5 1.1 1.5a9.4 9.4 0 011 2.3 23.8 23.8 0 01.5 2.6 20.9 20.9 0 01-.1 2.5 11.8 11.8 0 01-.7 2 3.4 3.4 0 01-.9 1.2l-1.2.9-.1.2a7.4 7.4 0 01.8 2.9 4.1 4.1 0 01-.8 2.9 5.5 5.5 0 01-1.9 1.5 6.1 6.1 0 01-1.4.7l-.4.3c-.2 0-.2.2-.1.3l.3 2a6 6 0 010 1.9 5 5 0 01-.8 2 3.2 3.2 0 01-1.1 1.2l-.5.4.4-.5a5.1 5.1 0 001-2.1 5.7 5.7 0 00.3-1.8c0-.1 0-.2-.2-.2l-.9-.3h-.4a5.5 5.5 0 00-.2 1.8.1.1 0 01-.1-.1 2.9 2.9 0 01-.6-1.1 2.3 2.3 0 01.4-2.1 3.7 3.7 0 011.3-1.2c.2-.1.2-.2.2-.4l-.3-1.5a8.1 8.1 0 01-.1-2.2 4.7 4.7 0 011.3-2.5 12.2 12.2 0 011.7-1.5l.8-.7-.2-.5-.5-.8a11.4 11.4 0 01-.9-2.6 9.3 9.3 0 01.1-2.9 7.6 7.6 0 011.1-2.2.1.1 0 01.1-.3zm3.8 2.8l-4.4-.9v.8l4.5 1.2zm-4.5.6l.1.9c0 .3 0 .2.1.2l3.9.9.3-.9zm3.8 2.7l-3.5-.9a2.5 2.5 0 00.2.7l.2.2.8.2 1.7.5h.2zm-5.7 8.9l1 .3 1 .3h.3l.5-.7-2.6-.7zm3.6-2.2v-1h-.1l-1.5-.5h-.1a3 3 0 00-.8.8zm-.2.6l-2.7-.7-.3.7 1 .3 1.6.5h.2a6.4 6.4 0 00.2-.8zm1.4-6l-2.1-.6.9 1.8zm-4.8 8.3l.2 1.6 1.5-1.2zm-1.3 4.3l1.3.4v-.9l-.7-.2h-.3zm4.6-9.9l-.8.6 1 .3zm-3.8 8.6h.3v-.3zM307.8 301.3l.8 1.1 2.8-3.3a14.1 14.1 0 00-3.1-.8 18.4 18.4 0 00-3.3-.3l.7-.2 1.8-.2a10.7 10.7 0 012.5.3l2.5.8a12.8 12.8 0 012.1 1.4 5 5 0 011.4 1.5 3.5 3.5 0 01.6 1.4l.2 1.5c.1.5 0 .1.2.2a5.9 5.9 0 012.9.7 4.5 4.5 0 012.1 2.2 5.9 5.9 0 01.4 2.3 8.8 8.8 0 01-.2 1.6.9.9 0 00.1.5l.2.3 2 .6 1.6 1a6.5 6.5 0 011.3 1.6 3 3 0 01.5 1.6l.1.6h-.1a1.4 1.4 0 00-.2-.6 7.9 7.9 0 00-2.7-3.1c-.2-.1-.2 0-.3.1l-.7.6-.3.3a4.2 4.2 0 001.5 1.1h-1.4a2.3 2.3 0 01-1.7-1.3 5.8 5.8 0 01-.4-1.8c0-.2 0-.3-.2-.3l-1.5-.5-1.9-1a4.5 4.5 0 01-1.6-2.4 14.2 14.2 0 01-.5-2.2l-.1-1h-1.5a8.6 8.6 0 01-2.7-.5 7.2 7.2 0 01-2.5-1.6 4.8 4.8 0 01-1.4-2zm4.3-1.9l-3 3.4.7.5 3.2-3.3zm-1.7 4.2l.8.3a.2.2 0 00.3 0l2.7-2.9-.7-.7zm4.2-2l-2.5 2.7h.9l.7-.6 1.2-1.2v-.2a2.5 2.5 0 01-.3-.7zm5 9.4l.7-.8.7-.6c.1-.1.2-.2.1-.4l-.3-.8-2 1.9zm-.2-4.2l-.8-.5c-.1-.1-.2-.1-.2 0l-1.2 1.1a4.9 4.9 0 00.4 1.1zm.5.4l-2 2 .5.7.7-.7 1.2-1.2v-.2zm-4.6-4.2l-1.5 1.5h1.9zm4.8 8.3l1.5.7h.1l-.3-1.8zm3.1 3.3l1-1-.8-.3-.5.5c-.1.1-.1.1 0 .2zm-6.3-8.9v1l.8-.8zm5.6 7.5h-.1z"
+                class="selex-26" transform="translate(-18.9 -58.4)"></path><path
+                d="M318.5 303.1l1.2.3.2-4.3a8.4 8.4 0 00-2.9 1.3l-2.8 1.9a2.1 2.1 0 01.4-.6l1.2-1.3a10.2 10.2 0 012.2-1.4l2.4-.9a10.7 10.7 0 012.5-.3 5 5 0 012.1.2 3.5 3.5 0 011.3.8l1.1 1h.3a6.8 6.8 0 012.7-1.3 3.6 3.6 0 013 .4 5.2 5.2 0 011.8 1.5l.9 1.3.3.4h.4l1.9-.7a5.8 5.8 0 011.9-.3 5.2 5.2 0 012.1.4 3.8 3.8 0 011.3.9l.5.4-.6-.3a6.2 6.2 0 00-2.3-.7h-1.8a.2.2 0 00-.2.2l-.1 1v.4a5.5 5.5 0 001.8-.1.1.1 0 01-.1.1 3.9 3.9 0 01-1 .8 2.2 2.2 0 01-2.1 0 3.8 3.8 0 01-1.4-1.1c-.2-.1-.3-.2-.5-.1l-1.4.6a7.8 7.8 0 01-2.1.4 5 5 0 01-2.7-.8 12.4 12.4 0 01-1.8-1.4l-.8-.7-.5.3-.7.6a9.2 9.2 0 01-2.4 1.3 5.7 5.7 0 01-2.9.4 8.6 8.6 0 01-2.3-.6zm2.1-4.3l-.2 4.6h.8l.4-4.6zm1.3 4.4l.9-.3.2-.2.2-3.9h-.9zm2-4.2l-.2 3.6.6-.3v-.2a2.8 2.8 0 00.1-.9l.2-1.8h-.1zm9.8 4l.1-1 .1-1a.4.4 0 00-.1-.3l-.8-.4-.3 2.7zm-2.8-3.1h-1.1l-.2 1.7h.1l1 .7zm.6 0l-.2 2.8.8.2a3.4 3.4 0 01.1-1 9.9 9.9 0 01.2-1.7h-.1zm-6.2-.3l-.2 2.2h.1l1.5-1.2zm9 3.3l1.6-.4-1.4-1.2zm4.5.6l.2-1.4-.8.2a2.2 2.2 0 00-.1.8h.1zm-10.5-2.9l.7.7v-1zm9.1 2.3v-.3h-.3z"
+                class="selex-26" transform="translate(-18.9 -58.4)"></path></g></svg>
+        </div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-top:100px;">
+          <p class="p2"> We performed the SELEX on <i>Staphylococcus aureus</i> and
+            <i>Enterococcus faecium</i>, two pathogens that cause important
+            hospital-acquired infection. They are, above all, on the World
+            Health Organization priority pathogens list as they require a
+            particular attention, and R&amp;D efforts [4]. </p>
+          <p class="p2"> The protocol we developed and used is of course
+            applicable to other bacterial strains. We will also be able to
+            develop aptamers and electrodes for numerous other pathogens, such
+            as viruses and parasites, since the method relies on recognition of
+            specific patterns on any frame. </p>
+          <p class="p2"> Once one aptamer is selected, it is bonded to a carbon
+            nanotubes electrode. Carbon nanotubes electrodes are highly
+            sensitive as they allow to detect 1 CFU in 5 mL [5].
+            Each electrode will therefore correspond to the detection of one
+            pathogen. </p>
+          <p class="p2"> In a diagnostic case, the contaminated sample will be
+            introduced into the device and carried out towards the analysis area.
+            Bacteria will specifically bind to their selected aptamer, inducing
+            a conformational change of their shape. This modification in the
+            electrode’s environment will trigger a change in potential, thus
+            leading to an electrical signal. This is how we can report the
+            presence of pathogens in a biological sample </p>
+        </div>
+      </div>
+      <div class="d1">
+        <div class="d2" style="margin-top:100px;">
+          <div style="width:100%;">
+            <svg viewBox="0 0 1800.2 889.5">
+              <defs><radialGradient id="Dégradé_sans_nom_12" cx="1419.9" cy="562"
+                  r="67.3" gradientUnits="userSpaceOnUse"><stop offset=".3" stop-color="#ffd4e8"></stop><stop
+                    offset=".4" stop-color="#fad1e5"></stop><stop offset=".5" stop-color="#eccadd"
+                    stop-opacity=".9"></stop><stop offset=".6" stop-color="#d5bfcf"
+                    stop-opacity=".8"></stop><stop offset=".7" stop-color="#b5aebb"
+                    stop-opacity=".7"></stop><stop offset=".8" stop-color="#8c9aa3"
+                    stop-opacity=".5"></stop><stop offset=".9" stop-color="#5b8185"
+                    stop-opacity=".2"></stop><stop offset="1" stop-color="#2f6a6a"
+                    stop-opacity="0"></stop></radialGradient><radialGradient id="Dégradé_sans_nom_31"
+                  cx="1420.3" cy="590.4" r="26.9" gradientUnits="userSpaceOnUse"><stop
+                    offset=".3" stop-color="#ffd4ca"></stop><stop offset="1" stop-color="#3ddeed"
+                    stop-opacity="0"></stop></radialGradient><linearGradient id="Dégradé_sans_nom_149"
+                  x1="53.7" x2="890.8" y1="706.3" y2="706.3" gradientUnits="userSpaceOnUse"><stop
+                    offset="0" stop-color="#1a3a3a" stop-opacity=".3"></stop><stop
+                    offset=".5" stop-color="#245252" stop-opacity=".6"></stop><stop
+                    offset="1" stop-color="#2f6a6a"></stop></linearGradient><linearGradient
+                  id="Dégradé_sans_nom_151" x1="1013.8" x2="1850.9" y1="706.3" y2="706.3"
+                  gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#1a3a3a"
+                    stop-opacity=".3"></stop><stop offset=".2" stop-color="#1d4141"
+                    stop-opacity=".4"></stop><stop offset=".6" stop-color="#255454"
+                    stop-opacity=".7"></stop><stop offset="1" stop-color="#2f6a6a"></stop></linearGradient><clipPath
+                  id="clip-path" transform="translate(-52.2 -171.2)"><rect width="82.9"
+                    height="280.2" x="500.1" y="694.4" class="fct-1" rx="41.5" ry="41.5"></rect></clipPath><clipPath
+                  id="clip-path-2" transform="translate(-52.2 -171.2)"><rect width="82.9"
+                    height="280.2" x="1568.5" y="709" class="fct-1" rx="41.5" ry="41.5"></rect></clipPath><style>.fct-1,.fct-10,.fct-11,.fct-12,.fct-13,.fct-4,.fct-5,.fct-6,.fct-8,.fct-9{fill:none}.fct-1,.fct-11,.fct-12,.fct-17,.fct-21,.fct-4,.fct-5,.fct-6,.fct-8,.fct-9{stroke:#fff}.fct-1,.fct-10,.fct-11,.fct-13,.fct-17,.fct-21,.fct-4,.fct-5,.fct-6,.fct-8,.fct-9{stroke-miterlimit:10}.fct-1,.fct-13{stroke-width:2px}.fct-17,.fct-21,.fct-4{stroke-width:3px}.fct-11,.fct-12,.fct-5{stroke-linecap:round}.fct-5,.fct-6{stroke-width:8px}.fct-10,.fct-8{stroke-width:7px}.fct-10{stroke:#2f6a6a}.fct-11{stroke-width:5px}.fct-12{stroke-linejoin:round;stroke-width:15px}.fct-13{stroke:#d9e021}.fct-14{opacity:.9}.fct-15,.fct-20,.fct-21{fill:#fff}.fct-17{fill:#2f6a6a}.fct-20{font-size:150px;font-family:Lato-Light,Lato
+                  Light}</style></defs><path id="cadre_1" fill="url(#Dégradé_sans_nom_149)"
+                stroke="#fff" stroke-miterlimit="10" stroke-width="3" d="M878.8 359.8a12 12 0 0112 12v669a12 12 0 01-12 12h-813a12 12 0 01-12-12v-669a12 12 0 0112-12h706.5"
+                data-name="cadre 1" transform="translate(-52.2 -171.2)"></path><path
+                id="cadre_2" fill="url(#Dégradé_sans_nom_151)" stroke="#fff" stroke-miterlimit="10"
+                stroke-width="3" d="M1707.7 1052.9h-681.9a12 12 0 01-12-12V371.8a12 12 0 0112-12h813a12 12 0 0112 12v669a12 12 0 01-12 12"
+                data-name="cadre 2" transform="translate(-52.2 -171.2)"></path><g
+                id="Calque_2" data-name="Calque 2"><path d="M410.4 531.6c0-32.5-27.5-58.9-61.4-58.9s-61.4 26.4-61.4 59c0 20.1 10.6 38 26.7 48.5v30c0 6.5 5.6 12 12.5 12h44.4a12.3 12.3 0 0012.5-12v-30a58.2 58.2 0 0026.7-48.6z"
+                  class="fct-4" transform="translate(-52.2 -171.2)"></path><rect
+                  width="57.6" height="52.3" x="267.9" y="439" class="fct-4" rx="12"
+                  ry="12"></rect><path d="M332.7 610.3v-66.8l6 11.9 4.3-13.6 5.2 13.5 5.2-13.9 5.7 14.1 7-13.4c.2 4 0 68.2 0 68.1M379 628.5l-61.5 11.2a3.1 3.1 0 00-2.6 3.6 3.2 3.2 0 003.8 2.5l61.6-11.2a3.1 3.1 0 002.6-3.7 3.2 3.2 0 00-3.8-2.4zM377.3 614.4L318 625.2a3.1 3.1 0 00-2.6 3.6 3.2 3.2 0 003.8 2.5l59.3-10.8a3.1 3.1 0 002.6-3.6 3.2 3.2 0 00-3.8-2.5zM379.6 643.2L318 654.5a3.1 3.1 0 00-2.6 3.6 3.2 3.2 0 003.8 2.4l61.6-11.2a3.1 3.1 0 002.6-3.6 3.2 3.2 0 00-3.8-2.5z"
+                  class="fct-4" transform="translate(-52.2 -171.2)"></path><path
+                  d="M364.3 471.2h125" class="fct-5"></path><path d="M489.3 523.2v-52"
+                  class="fct-6"></path><g clip-path="url(#clip-path)"><path d="M436.6 486.8h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-1"></path><path d="M450.4 478.8h-9.1l-4.6 8 4.6 7.9h9.1l4.6-7.9-4.6-8z"
+                    class="fct-8"></path><path d="M450.4 494.7h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-1"></path><path d="M464.1 486.8H455l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM464.1 502.6H455l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-1"></path><path d="M477.8 494.7h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM537.4 581.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM523.6 589.6h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM523.6 573.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M509.9 581.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM509.9 565.9h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M496.1 573.8h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM441.3 637.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM427.5 645.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM427.5 629.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M413.8 637.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM413.8 621.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM400 629.4h9.2l4.5-7.9-4.5-8H400l-4.5 8 4.5 7.9zM468.7 668.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM454.9 676.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM454.9 660.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M441.2 668.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM441.2 653h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M427.5 660.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM464 645.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM477.8 653h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M477.8 637.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M491.5 645.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM491.5 629.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM505.3 637.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM477.8 558h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM491.6 565.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M491.6 550.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M505.3 558h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM505.3 542.2h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM519.1 550.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM464.2 597.6h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM478 605.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M478 589.7h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M491.7 597.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM491.7 581.8h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M505.4 589.7h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM427.6 597.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM413.8 605.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M413.8 589.6h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M400.1 597.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM400.1 581.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM386.3 589.6h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM468.7 621.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM454.9 629.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM454.9 613.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M441.2 621.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM441.2 605.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M427.5 613.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM436.7 581.9h-9.2L423 574l4.5-7.9h9.2l4.6 7.9-4.6 7.9zM450.5 589.9h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M450.5 574h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M464.2 582H455l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8zM464.2 566.1H455l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M477.9 574h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM409.2 565.9H400l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM423 573.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M423 558h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M436.7 565.9h-9.2L423 558l4.5-7.9h9.2l4.6 7.9-4.6 7.9zM436.7 550.1h-9.2l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M450.4 558h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM409.2 534.2H400l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM423 542.2h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM423 526.3h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M436.7 534.2h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM436.7 518.4h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M450.4 526.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM450.4 542.2h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM464.2 550.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM464.2 534.3h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M477.9 542.2h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM477.9 526.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M491.6 534.3h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM381.6 629.2h-9.2l-4.5 8 4.5 7.9h9.2l4.5-7.9-4.5-8zM395.4 621.3h-9.2l-4.5 7.9 4.5 7.9h9.2l4.5-7.9-4.5-7.9zM395.4 637.1h-9.2l-4.5 8 4.5 7.9h9.2l4.5-7.9-4.5-8zM409.1 629.2h-9.2l-4.5 7.9 4.5 8h9.2l4.5-8-4.5-7.9z"
+                    class="fct-1"></path><path d="M409.1 645.1h-9.2l-4.5 7.9 4.5 7.9h9.2l4.5-7.9-4.5-7.9z"
+                    class="fct-1"></path><path d="M422.8 637.1h-9.1l-4.6 8 4.6 7.9h9.1l4.6-7.9-4.6-8zM386.2 779.8h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9zM372.4 787.7h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM372.4 771.9h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9z"
+                    class="fct-1"></path><path d="M358.7 779.8h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM358.7 764h9.2l4.5-8-4.5-7.9h-9.2l-4.5 7.9 4.5 8z"
+                    class="fct-9"></path><path d="M345 771.9h9.1l4.6-7.9-4.6-8H345l-4.6 8 4.6 7.9z"
+                    class="fct-9"></path><path d="M413.7 811.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM399.9 819.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM399.9 803.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M386.2 811.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM386.2 795.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM372.4 803.4h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9z"
+                    class="fct-1"></path><path d="M409 787.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM422.8 795.5h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M422.8 779.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M436.5 787.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM436.5 771.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M450.2 779.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM422.8 700.5h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM436.6 708.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M436.6 692.6h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M450.3 700.5h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM450.3 684.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M464 692.6h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM409.2 740.1H400l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM423 748h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M423 732.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M436.7 740.1h-9.2l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8zM436.7 724.2h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M450.4 732.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM413.7 763.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM399.9 771.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM399.9 755.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M386.2 763.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM386.2 748h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM372.4 755.9h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM381.6 724.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M395.4 732.4h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM395.4 716.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M409.1 724.4H400l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM409.1 708.6H400l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M422.9 716.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M354.1 708.4H345l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM367.9 716.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-9"></path><path d="M367.9 700.5h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-9"></path><path d="M381.6 708.4h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM381.6 692.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M395.4 700.5h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8z"
+                    class="fct-1"></path><path d="M354.1 676.7H345l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM367.9 684.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM367.9 668.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-9"></path><path d="M381.6 676.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM381.6 660.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M395.4 668.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM578.9 732.1h9.1l4.6 7.9-4.6 8h-9.1l-4.6-8 4.6-7.9zM565 724.2h9.2l4.6 7.9-4.6 7.9H565l-4.5-7.9 4.5-7.9z"
+                    class="fct-1"></path><path d="M565 740h9.2l4.6 8-4.6 7.9H565l-4.5-7.9 4.5-8z"
+                    class="fct-1"></path><path d="M551.4 732.1h9.1l4.6 7.9-4.6 8h-9.1l-4.6-8 4.6-7.9zM551.4 748h9.1l4.6 7.9-4.6 7.9h-9.1l-4.6-7.9 4.6-7.9z"
+                    class="fct-1"></path><path d="M537.6 740h9.2l4.5 8-4.5 7.9h-9.2L533 748l4.6-8zM532.7 795.5h-9.2l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8zM546.5 803.4h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M546.5 787.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M560.2 795.5h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM560.2 779.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M573.9 787.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM587.9 842.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM601.7 850.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M601.7 835h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M615.4 842.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM615.4 827.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M629.1 835H620l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM578.8 827.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM565 835.2h9.1l4.6-7.9-4.6-7.9H565l-4.6 7.9 4.6 7.9zM565 819.4h9.1l4.6-7.9-4.6-7.9H565l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M551.3 827.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM551.3 811.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M537.5 819.4h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM606.3 811.3h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM592.5 819.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM592.5 803.4h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M578.8 811.3h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM578.8 795.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M565 803.4h9.2l4.6-8-4.6-7.9H565l-4.5 7.9 4.5 8zM606.3 779.6h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM592.5 787.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M592.5 771.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M578.8 779.6h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM578.8 763.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M565 771.7h9.2l4.6-7.9-4.6-7.9H565l-4.5 7.9 4.5 7.9zM395.4 684.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM409.2 692.6H400l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8z"
+                    class="fct-1"></path><path d="M409.2 676.7H400l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M422.9 684.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM422.9 668.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM436.6 676.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM564.8 708.4h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9zM551 716.3h9.2l4.5-7.9-4.5-7.9H551l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M551 700.5h9.2l4.5-8-4.5-7.9H551l-4.5 7.9 4.5 8z"
+                    class="fct-1"></path><path d="M537.3 708.4h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9zM537.3 692.5h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M523.6 700.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM477.7 668.8h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM491.5 660.9h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM491.5 676.7h-9.1l-4.6 7.9 4.6 8h9.1l4.6-8-4.6-7.9z"
+                    class="fct-1"></path><path d="M505.2 668.8h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM505.2 684.6h-9.1l-4.6 8 4.6 7.9h9.1l4.6-7.9-4.6-8z"
+                    class="fct-1"></path><path d="M518.9 676.7h-9.1l-4.6 7.9 4.6 8h9.1l4.6-8-4.6-7.9zM482.4 819.4h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM468.6 827.3h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M468.6 811.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M454.9 819.4h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM454.9 803.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M441.1 811.4h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM509.8 850.9h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM496 858.8h9.1l4.6-7.9-4.6-7.9H496l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M496 843h9.1l4.6-8-4.6-7.9H496l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M482.3 850.9h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM482.3 835h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M468.6 843h9.1l4.6-8-4.6-7.9h-9.1L464 835l4.6 8zM505.1 827.1H496l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM518.9 835h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M518.9 819.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M532.6 827.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM532.6 811.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M546.4 819.2h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM518.9 740h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM532.7 748h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M532.7 732.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M546.4 740.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM546.4 724.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM560.2 732.1H551l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM505.3 779.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM519.1 787.5H510l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M519.1 771.7H510l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M532.8 779.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM532.8 763.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M546.5 771.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM468.6 779.6h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM454.9 787.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M454.9 771.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M441.1 779.6h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM441.1 763.8h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM427.4 771.7h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM509.8 803.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM496 811.3h9.1l4.6-7.9-4.6-7.9H496l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M496 795.5h9.1l4.6-8-4.6-7.9H496l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M482.3 803.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM482.3 787.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M468.6 795.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM477.8 764h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM491.6 771.9h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M491.6 756.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M505.3 764h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM505.3 748.2h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M519 756.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM450.3 748h-9.2l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8zM464.1 755.9h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M464.1 740h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M477.8 748h-9.2l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8zM477.8 732.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M491.5 740h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM491.5 660.9h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM505.3 668.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M505.3 653h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M519 660.9h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM519 645.1h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8z"
+                    class="fct-1"></path><path d="M532.7 653h-9.2l-4.5-7.9 4.5-8h9.2l4.6 8-4.6 7.9zM491.6 613.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM505.4 621.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M505.4 605.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M519.1 613.4H510l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM519.1 597.6H510l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M532.9 605.5h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9zM564.8 692.7h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM551 700.6h9.2l4.5-7.9-4.5-7.9H551l-4.5 7.9 4.5 7.9zM551 684.8h9.2l4.5-7.9-4.5-7.9H551l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M537.3 692.7h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM537.3 676.9h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9z"
+                    class="fct-1"></path><path d="M523.6 684.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM592.3 724.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM578.5 732.1h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM578.5 716.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M564.8 724.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM564.8 708.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M551 716.3h9.2l4.5-7.9-4.5-7.9H551l-4.5 7.9 4.5 7.9zM587.6 700.5h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM601.4 708.4h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M601.4 692.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M615.1 700.5H606l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM615.1 684.6H606l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M628.8 692.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM601.4 613.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM615.2 621.3H606l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M615.2 605.5H606l-4.5-7.9 4.5-8h9.2l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M628.9 613.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM628.9 597.6h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M642.6 605.5h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM587.8 653h-9.2l-4.6-7.9 4.6-8h9.2l4.5 8-4.5 7.9zM601.5 660.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M601.5 645.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M615.3 653h-9.2l-4.6-7.9 4.6-8h9.2l4.5 8-4.5 7.9zM615.3 637.1h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9zM629 645.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM551.1 653h9.2l4.5-8-4.5-7.9h-9.2l-4.6 7.9 4.6 8zM537.3 660.9h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9z"
+                    class="fct-1"></path><path d="M537.3 645h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M523.6 653h9.2l4.5-8-4.5-7.9h-9.2L519 645l4.6 8zM509.9 676.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM523.6 637.1h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M509.9 645h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM592.3 676.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM578.5 684.6h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM578.5 668.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M564.8 676.7h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM564.8 660.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M551 668.8h9.2l4.5-7.9-4.5-7.9H551l-4.5 7.9 4.5 7.9zM560.2 637.4h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM574 645.3h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M574 629.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M587.7 637.4h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM587.7 621.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M601.5 629.4h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM532.6 558h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM546.4 565.9h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M546.4 550.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M560.1 558h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM560.1 542.2h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M573.8 550.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M546.4 470.9h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM560.2 478.9H551l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8z"
+                    class="fct-10"></path><path d="M560.2 463H551l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-10"></path><path d="M573.9 470.9h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM573.9 455.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM587.6 463h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-10"></path><path d="M532.7 510.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM546.5 518.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M546.5 502.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M560.2 510.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M560.2 494.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-8"></path><path d="M574 502.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM537.2 534.3h9.2l4.5-8-4.5-7.9h-9.2l-4.5 7.9 4.5 8zM523.4 542.2h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM523.4 526.4h9.2l4.5-8-4.5-7.9h-9.2l-4.5 7.9 4.5 8z"
+                    class="fct-1"></path><path d="M509.7 534.3h9.2l4.5-7.9-4.5-8h-9.2l-4.6 8 4.6 7.9zM509.7 518.4h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M496 526.4h9.1l4.6-8-4.6-7.9H496l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M505.2 494.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-8"></path><path d="M519 502.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M519 487h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-10"></path><path d="M532.7 494.9h-9.1L519 487l4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-8"></path><path d="M532.7 479.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-10"></path><path d="M546.4 487h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-10"></path><path d="M532.7 621.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM546.5 629.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM546.5 613.4h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M560.2 621.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM560.2 605.5h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M574 613.4h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9zM450.3 716.3h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM464.1 724.2h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM464.1 708.4h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M477.8 716.3h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM477.8 700.5h-9.2l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M491.5 708.4h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM491.5 724.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM505.3 732.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM505.3 716.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M519 724.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM519 708.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M532.7 716.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path></g><rect width="82.9" height="280.2" x="447.9"
+                  y="523.2" class="fct-1" rx="41.5" ry="41.5"></rect><path d="M109.3 471.2h125M109.3 528.4V473"
+                  class="fct-5"></path><rect width="34.5" height="34.5" x="92.1"
+                  y="531.2" class="fct-11" rx="12" ry="12"></rect><path d="M109.3 774.9V571.2"
+                  class="fct-12"></path><path d="M583 773.8h33s2.5-17.5 2.4-18.1-5-2.6-5-6.3 2.2-7 6.6-7a6.4 6.4 0 016.3 6.5c0 3-5 6.8-5 7l-2 17.9c6.2-.4 14.1-2 19.6-9.9 2-2.7 3.1-5.6 6.3-6.8 2.6-1 6.8-.7 8.3 2s2.4 6.6-2.3 8.9l-9.2.7c-1.8 1-7 5.2-7 5.2s6.2 3 6.7 3l10.3.3c3.3.4 7.5 3.3 7.2 7.2-.3 4.2-6.8 7.2-10.1 6.3-4-1.1-6.7-7.9-7.8-9.5-.6-1-14-5-13.8-4.4l1 13.4c0 .7 3.8 1.2 4.3 3 .5 2.4 0 4-2.7 5-2.2.9-4.8.3-5.6-2.2s1-4.4 1-5.4c0-.8-.7-13.7-1-13.7l-32.5-.2M583 847.5h33s2.5-17.5 2.4-18.1-5-2.6-5-6.3 2.2-7 6.6-7a6.4 6.4 0 016.3 6.5c0 3-5 6.8-5 7l-2 17.9c6.2-.4 14.1-2 19.6-9.8 2-2.8 3.1-5.7 6.3-6.8 2.6-1 6.8-.8 8.3 2s2.4 6.5-2.3 8.8l-9.2.8c-1.8 1-7 5.1-7 5.1s6.2 3 6.7 3l10.3.3c3.3.4 7.5 3.3 7.2 7.3-.3 4.2-6.8 7.2-10.1 6.2-4-1-6.7-7.8-7.8-9.5-.6-.9-14-4.9-13.8-4.4l1 13.4c0 .7 3.8 1.3 4.3 3 .5 2.4 0 4-2.7 5-2.2 1-4.8.3-5.6-2.2s1-4.4 1-5.4c0-.7-.7-13.6-1-13.6-1.7 0-17.1-.3-32.5-.3M583 914h33s2.5-17.6 2.4-18.2-5-2.6-5-6.3 2.2-7 6.6-7a6.4 6.4 0 016.3 6.5c0 3-5 6.8-5 7l-2 17.9c6.2-.4 14.1-2 19.6-9.9 2-2.7 3.1-5.6 6.3-6.8 2.6-.9 6.8-.7 8.3 2s2.4 6.6-2.3 8.9l-9.2.7c-1.8 1-7 5.2-7 5.2s6.2 3 6.7 3l10.3.2c3.3.5 7.5 3.3 7.2 7.3-.3 4.2-6.8 7.2-10.1 6.3-4-1.1-6.7-7.9-7.8-9.5-.6-1-14-5-13.8-4.4.2 1.3 1 12.6 1 13.3s3.8 1.3 4.3 3c.5 2.4 0 4.1-2.7 5.1-2.2 1-4.8.3-5.6-2.2s1-4.4 1-5.4c0-.8-.7-13.7-1-13.7l-32.5-.2"
+                  class="fct-13" transform="translate(-52.2 -171.2)"></path><g class="fct-14"><path
+                    d="M800 790.1a14.4 14.4 0 01-2 17.4c-2 2-4.6 3.4-5.8 5.8-1.4 2.8-.5 6.3 1 9a18.6 18.6 0 0026.8 6c5.9-4 9-11 10.6-18a69 69 0 00.5-28.7c-1.3-7-3.9-14-8.7-19.3s-12.2-8.6-19.2-7.3a17.5 17.5 0 00-12.3 9.5 18 18 0 00.2 15.6 36 36 0 006.5 8.3c1.5 1.5.9.2 2.3 1.7"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path><path
+                    d="M798.9 790.7a13.6 13.6 0 01-.3 14.1c-2 3-5.7 4.6-7.4 7.9-2.7 5.4 1.2 11.8 5.2 15.3 11 9.6 26.3 3.9 32.2-8.4a62.8 62.8 0 00.9-48c-5-12.3-19-23.4-32.3-15.5a18.7 18.7 0 00-9 18.1c.7 7.4 5.7 12.2 10.9 16.8 1.1 1 2.8-.7 1.6-1.7-5-4.6-10.2-9.4-10.3-17a16.3 16.3 0 0120-16c18.6 4.4 22 29.3 20.4 45-.8 8.5-2.9 18.3-9.3 24.3a17.6 17.6 0 01-24.9-.7c-4.3-4.7-5-10.2.2-14.7a17.8 17.8 0 005.1-6.5 16 16 0 00-1-14.2c-.7-1.3-2.8-.1-2 1.2z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M803.5 737.1c-1.2 2-2.6 4.5-1.7 7a5.5 5.5 0 001.6 2.1c2.2 2 3.6 3.9 3 7-.2.8 1 1.1 1 .4a7.8 7.8 0 00-.7-5.7 12.4 12.4 0 00-2-2.2c-2.7-2.7-1.8-5.3-.2-8a.6.6 0 00-1-.6z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M828.5 754a6.2 6.2 0 00-.1 5.3c1.1 3.3 2.2 6.1-.5 9-.5.7.4 1.5.9 1a7.5 7.5 0 002.1-5.1c.1-3.2-3-6.3-1.3-9.5.3-.7-.7-1.3-1-.6z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M832.5 785.5c3.4 4.2 8.9 2 13.2 1.2.8-.2.4-1.3-.3-1.2-4 .7-9 3-12-.8-.5-.6-1.3.2-.9.8z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M832.1 805.4c2 1.4 4 2.8 5.8 4.4 2 1.7 2.3 3.6 2 6.1 0 .8 1.2.8 1.3 0 .2-2.2.2-4.4-1.5-6-2-2.2-4.7-3.8-7-5.6-.6-.5-1.2.6-.6 1z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M822.6 827c1.9 3.2 5 7 4.7 11 0 .8 1.1.8 1.2 0 .3-4.3-2.8-8.1-4.9-11.6a.6.6 0 00-1 .6z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M792.2 783.5a10.8 10.8 0 01-12.7 3.1c-.7-.3-1 .9-.3 1.2a11.8 11.8 0 0013.9-3.5c.5-.6-.4-1.4-.9-.8z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M785.1 756a13.6 13.6 0 003.1 10.6c.5.6 1.3-.3.8-.9a12.4 12.4 0 01-2.7-9.7c.1-.8-1-.8-1.2 0z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M782.4 814c-1.9-3 3.6-3.6 5-3.5a10 10 0 015.1 1.6c.7.4 1.3-.6.6-1a11 11 0 00-9.3-1.3c-2 .7-3.8 2.7-2.4 4.9.4.6 1.5 0 1-.7z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M799.2 829.5a9.5 9.5 0 01-8.3 7c-.7 0-.7 1.3 0 1.2a10.7 10.7 0 009.5-7.9.6.6 0 00-1.2-.3z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><path
+                  fill="url(#Dégradé_sans_nom_12)" stroke="#fff" stroke-miterlimit="10"
+                  stroke-width="3" d="M1478.8 546.2a58.9 58.9 0 10-92.1 48.6v29.9a12 12 0 0012 12h42.5a12 12 0 0012-12v-30a58.8 58.8 0 0025.6-48.5z"
+                  opacity=".8" transform="translate(-52.2 -171.2)"></path><rect
+                  width="55.3" height="52.3" x="1340.1" y="453.6" class="fct-17"
+                  rx="12" ry="12"></rect><path fill="url(#Dégradé_sans_nom_31)"
+                  stroke="#fff" stroke-miterlimit="10" stroke-width="3" d="M1404.3 624.8v-66.7l5.8 11.8 4-13.6 5 13.5 5-13.8 5.6 14 6.6-13.3c.2 4 0 68.2 0 68.1"
+                  transform="translate(-52.2 -171.2)"></path><rect width="66.3"
+                  height="6.2" x="1386.7" y="648.6" class="fct-17" rx="3.1" ry="3.1"
+                  transform="rotate(-10.8 485 843)"></rect><rect width="64.1" height="6.2"
+                  x="1387.2" y="634.3" class="fct-17" rx="3.1" ry="3.1" transform="rotate(-10.8 484.4 828.7)"></rect><rect
+                  width="66.3" height="6.2" x="1387.2" y="663.3" class="fct-17"
+                  rx="3.1" ry="3.1" transform="rotate(-10.8 485.5 857.7)"></rect><path
+                  d="M1432.7 485.7h125" class="fct-5"></path><path d="M1557.7 537.7v-52"
+                  class="fct-6"></path><g clip-path="url(#clip-path-2)"><path d="M1505 501.3h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-1"></path><path d="M1518.8 493.4h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-8"></path><path d="M1518.8 509.2h-9.1l-4.6 7.9 4.6 8h9.1l4.6-8-4.6-7.9zM1532.5 501.3h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-1"></path><path d="M1532.5 517.1h-9.1l-4.6 8 4.6 7.9h9.1l4.6-7.9-4.6-8zM1546.2 509.2h-9.1l-4.6 7.9 4.6 8h9.1l4.6-8-4.6-7.9zM1605.8 596.3h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1592 604.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1592 588.4h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1578.3 596.3h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1578.3 580.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1564.5 588.4h9.2l4.6-8-4.6-7.9h-9.2l-4.5 7.9 4.5 8zM1509.7 651.9h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1495.9 659.8h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1495.9 643.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1482.2 651.9h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1482.2 636h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1468.4 643.9h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1537.1 683.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1523.3 691.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1523.3 675.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1509.6 683.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1509.6 667.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1495.9 675.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1532.4 659.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1546.2 667.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1546.2 651.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1559.9 659.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1559.9 643.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1573.7 651.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1546.2 572.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1560 580.5h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M1560 564.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1573.7 572.6h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1573.7 556.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1587.5 564.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1532.6 612.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1546.4 620.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1546.4 604.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1560.1 612.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1560.1 596.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1573.8 604.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1496 612.1h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1482.2 620h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1482.2 604.2h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1468.4 612.1h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM1468.4 596.3h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M1454.7 604.2h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1537.1 635.9h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1523.3 643.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1523.3 628h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1509.6 635.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1509.6 620.1h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1495.9 628h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1505.1 596.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1518.9 604.4h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1518.9 588.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1532.6 596.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1532.6 580.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1546.3 588.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1477.6 580.5h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1491.4 588.4h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M1491.4 572.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1505.1 580.5h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1505.1 564.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1518.8 572.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1477.6 548.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1491.4 556.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1491.4 540.9h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M1505.1 548.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1505.1 533h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1518.8 540.9h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM1518.8 556.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1532.6 564.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1532.6 548.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1546.3 556.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1546.3 540.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1560 548.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1450 643.8h-9.2l-4.5 7.9 4.5 7.9h9.2l4.5-7.9-4.5-7.9zM1463.8 635.9h-9.2l-4.5 7.9 4.5 7.9h9.2l4.5-7.9-4.5-7.9zM1463.8 651.7h-9.2l-4.5 7.9 4.5 7.9h9.2l4.5-7.9-4.5-7.9z"
+                    class="fct-1"></path><path d="M1477.5 643.8h-9.2l-4.5 7.9 4.5 7.9h9.2l4.5-7.9-4.5-7.9zM1477.5 659.6h-9.2l-4.5 7.9 4.5 8h9.2l4.5-8-4.5-7.9zM1491.2 651.7h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM1454.6 794.3h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1440.8 802.3h9.2l4.5-7.9-4.5-8h-9.2l-4.5 8 4.5 7.9z"
+                    class="fct-1"></path><path d="M1440.8 786.4h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M1427.1 794.4h9.2l4.5-8-4.5-7.9h-9.2l-4.5 7.9 4.5 8zM1427.1 778.5h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1413.4 786.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-9"></path><path d="M1482.1 825.9h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1468.3 833.8h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1468.3 817.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1454.6 825.9h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1454.6 810h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1440.8 817.9h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1477.4 802.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1491.2 810h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1491.2 794.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1504.9 802.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1504.9 786.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1518.6 794.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1491.2 715h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1505 723h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1505 707.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1518.7 715h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1518.7 699.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1532.4 707.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1477.6 754.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1491.4 762.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1491.4 746.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1505.1 754.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1505.1 738.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1518.8 746.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1482.1 778.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1468.3 786.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1468.3 770.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1454.6 778.4h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1454.6 762.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1440.8 770.5h9.2l4.5-8-4.5-7.9h-9.2l-4.5 7.9 4.5 8zM1450 739h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1463.8 746.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1463.8 731.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1477.5 739h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1477.5 723.2h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM1491.3 731.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1422.5 722.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1436.3 730.9h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-9"></path><path d="M1436.3 715h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-9"></path><path d="M1450 723h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1450 707.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1463.8 715h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1422.5 691.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1436.3 699.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1436.3 683.4h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-9"></path><path d="M1450 691.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1450 675.5h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1463.8 683.4h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9zM1647.3 746.7h9.1l4.6 7.9-4.6 7.9h-9.1l-4.6-7.9 4.6-7.9zM1633.5 738.8h9.1l4.6 7.9-4.6 7.9h-9.1l-4.6-7.9 4.6-7.9zM1633.5 754.6h9.1l4.6 7.9-4.6 7.9h-9.1l-4.6-7.9 4.6-7.9z"
+                    class="fct-1"></path><path d="M1619.7 746.7h9.2l4.6 7.9-4.6 7.9h-9.2l-4.5-7.9 4.5-7.9zM1619.7 762.5h9.2l4.6 7.9-4.6 8h-9.2l-4.5-8 4.5-7.9z"
+                    class="fct-1"></path><path d="M1606 754.6h9.2l4.5 7.9-4.5 7.9h-9.2l-4.5-7.9 4.5-7.9zM1601.1 810h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1614.9 817.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1614.9 802.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1628.6 810h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1628.6 794.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1642.3 802.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1656.3 857.5h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM1670.1 865.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1670.1 849.6h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1683.8 857.5h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M1683.8 841.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1697.5 849.6h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1647.2 841.9h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1633.4 849.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1633.4 834h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1619.7 841.9h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1619.7 826h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1606 834h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1674.7 825.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1660.9 833.8h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1660.9 817.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1647.2 825.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1647.2 810h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1633.5 817.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1674.7 794.2h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1660.9 802.1h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1660.9 786.3h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1647.2 794.2h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1647.2 778.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1633.5 786.3h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1463.8 699.2h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1477.6 707.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1477.6 691.3h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1491.3 699.2h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1491.3 683.4h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9zM1505 691.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1633.2 722.9h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1619.4 730.9h9.2l4.5-7.9-4.5-8h-9.2l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1619.4 715h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1605.7 723h9.2l4.5-8-4.5-7.9h-9.2l-4.6 7.9 4.6 8zM1605.7 707.1h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1592 715h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1546.1 683.4h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM1559.9 675.5h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-1"></path><path d="M1559.9 691.3h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9z"
+                    class="fct-1"></path><path d="M1573.6 683.4h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM1573.6 699.2h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM1587.3 691.3h-9.1l-4.6 7.9 4.6 7.9h9.1l4.6-7.9-4.6-7.9zM1550.8 833.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1537 841.8h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1537 826h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1523.3 833.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1523.3 818.1h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1509.5 826h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1578.2 865.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1564.4 873.4h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1564.4 857.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1550.7 865.4h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1550.7 849.6h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1537 857.5h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1573.5 841.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1587.3 849.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1587.3 833.8h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM1601 841.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1601 825.9h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1614.8 833.8h-9.2l-4.6-7.9 4.6-8h9.2l4.5 8-4.5 7.9zM1587.3 754.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1601.1 762.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1601.1 746.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1614.8 754.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1614.8 738.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1628.6 746.7h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9zM1573.7 794.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1587.5 802.1h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1587.5 786.3h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1601.2 794.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1601.2 778.4h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM1614.9 786.3h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1537 794.2h9.2l4.6-7.9-4.6-8h-9.2l-4.5 8 4.5 7.9zM1523.3 802.1h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1523.3 786.3h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1509.5 794.2h9.2l4.6-7.9-4.6-8h-9.2l-4.5 8 4.5 7.9zM1509.5 778.3h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M1495.8 786.3h9.2l4.5-8-4.5-7.9h-9.2l-4.5 7.9 4.5 8zM1578.2 817.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1564.4 825.9h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9z"
+                    class="fct-1"></path><path d="M1564.4 810h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1550.7 818h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1550.7 802.1h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1537 810h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1546.2 778.6h-9.2l-4.5-8 4.5-7.9h9.2l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1560 786.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1560 770.7h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8z"
+                    class="fct-1"></path><path d="M1573.7 778.6h-9.2l-4.5-7.9 4.5-8h9.2l4.6 8-4.6 7.9zM1573.7 762.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1587.4 770.7h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1518.7 762.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1532.5 770.4h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1532.5 754.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1546.2 762.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1546.2 746.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1559.9 754.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1559.9 675.5h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1573.7 683.4h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M1573.7 667.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1587.4 675.5h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1587.4 659.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1601.1 667.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1560 628h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1573.8 635.9h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M1573.8 620h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1587.5 628h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1587.5 612.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1601.3 620h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9zM1633.2 707.3h9.2l4.5-8-4.5-7.9h-9.2l-4.5 7.9 4.5 8zM1619.4 715.2h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1619.4 699.4h9.2l4.5-8-4.5-7.9h-9.2l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1605.7 707.3h9.2l4.5-7.9-4.5-8h-9.2l-4.6 8 4.6 7.9zM1605.7 691.4h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1592 699.4h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1660.7 738.8h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1646.8 746.7h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM1646.8 730.9h9.2l4.6-8-4.6-7.9h-9.2l-4.5 7.9 4.5 8z"
+                    class="fct-1"></path><path d="M1633.2 738.8h9.1l4.6-7.9-4.6-8h-9.1l-4.6 8 4.6 7.9zM1633.2 722.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1619.4 730.9h9.2l4.5-8-4.5-7.9h-9.2l-4.6 7.9 4.6 8z"
+                    class="fct-1"></path><path d="M1656 715h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1669.8 723h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1669.8 707.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1683.5 715h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1683.5 699.2h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1697.2 707.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1669.8 628h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1683.6 635.9h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M1683.6 620h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1697.3 628h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1697.3 612.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1711 620h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1656.2 667.5h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9zM1670 675.5h-9.2l-4.6-8 4.6-7.9h9.2l4.5 7.9-4.5 8z"
+                    class="fct-1"></path><path d="M1670 659.6h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1683.7 667.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1683.7 651.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1697.4 659.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1619.5 667.5h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1605.7 675.4h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1605.7 659.6h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1592 667.5h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1578.3 691.4h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1592 651.7h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1578.3 659.6h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1660.7 691.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1646.8 699.2h9.2l4.6-7.9-4.6-7.9h-9.2l-4.5 7.9 4.5 7.9zM1646.8 683.4h9.2l4.6-7.9-4.6-8h-9.2l-4.5 8 4.5 7.9z"
+                    class="fct-1"></path><path d="M1633.2 691.3h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9zM1633.2 675.5h9.1l4.6-8-4.6-7.9h-9.1l-4.6 7.9 4.6 8zM1619.4 683.4h9.2l4.5-7.9-4.5-8h-9.2l-4.6 8 4.6 7.9zM1628.6 651.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1642.4 659.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1642.4 644h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1656.1 651.9h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1656.1 636.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1669.9 644h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1601 572.6h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1614.8 580.5h-9.2l-4.6-7.9 4.6-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-1"></path><path d="M1614.8 564.6h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1628.5 572.6h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1628.5 556.7h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1642.2 564.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1614.8 485.5h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9zM1628.6 493.4h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-10"></path><path d="M1628.6 477.6h-9.2l-4.6-7.9 4.6-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-10"></path><path d="M1642.3 485.5h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9zM1642.3 469.7h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9z"
+                    class="fct-10"></path><path d="M1656 477.6h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9z"
+                    class="fct-10"></path><path d="M1601.1 525.1h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1614.9 533h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1614.9 517.2h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path><path d="M1628.6 525.1h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1628.6 509.3h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-8"></path><path d="M1642.4 517.2h-9.2l-4.5-7.9 4.5-8h9.2l4.5 8-4.5 7.9zM1605.6 548.8h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1591.8 556.7h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9zM1591.8 540.9h9.2l4.5-7.9-4.5-7.9h-9.2l-4.5 7.9 4.5 7.9z"
+                    class="fct-1"></path><path d="M1578.1 548.8h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9zM1578.1 533h9.2l4.5-7.9-4.5-7.9h-9.2l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1564.4 540.9h9.1l4.6-7.9-4.6-7.9h-9.1l-4.6 7.9 4.6 7.9z"
+                    class="fct-1"></path><path d="M1573.6 509.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-8"></path><path d="M1587.4 517.4h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1587.4 501.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-10"></path><path d="M1601.1 509.4h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-8"></path><path d="M1601.1 493.6h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1614.8 501.5h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-10"></path><path d="M1601.1 635.9h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8zM1614.9 643.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1614.9 628h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1628.6 635.9h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM1628.6 620h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1642.4 628h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1518.7 730.9h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8zM1532.5 738.8h-9.2l-4.5-7.9 4.5-7.9h9.2l4.5 7.9-4.5 7.9z"
+                    class="fct-1"></path><path d="M1532.5 723h-9.2l-4.5-8 4.5-7.9h9.2l4.5 7.9-4.5 8z"
+                    class="fct-1"></path><path d="M1546.2 730.9h-9.2l-4.5-7.9 4.5-8h9.2l4.6 8-4.6 7.9zM1546.2 715h-9.2l-4.5-7.9 4.5-7.9h9.2l4.6 7.9-4.6 7.9zM1559.9 723h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1559.9 738.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1573.7 746.7h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9zM1573.7 730.9h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9zM1587.4 738.8h-9.1l-4.6-7.9 4.6-7.9h9.1l4.6 7.9-4.6 7.9z"
+                    class="fct-1"></path><path d="M1587.4 723h-9.1l-4.6-8 4.6-7.9h9.1l4.6 7.9-4.6 8z"
+                    class="fct-1"></path><path d="M1601.1 730.9h-9.1l-4.6-7.9 4.6-8h9.1l4.6 8-4.6 7.9z"
+                    class="fct-1"></path></g><rect width="82.9" height="280.2" x="1516.3"
+                  y="537.7" class="fct-1" rx="41.5" ry="41.5"></rect><path d="M1177.7 485.7h125M1177.7 543v-55.5"
+                  class="fct-5"></path><rect width="34.5" height="34.5" x="1160.5"
+                  y="545.7" class="fct-11" rx="12" ry="12"></rect><path d="M1177.7 789.5V585.7"
+                  class="fct-12"></path><path d="M1651.4 788.4h33l2.5-18.2c0-.7-5-2.6-5-6.3s2.2-7 6.5-7a6.4 6.4 0 016.3 6.5c0 3-5 6.8-5 7.1l-2 17.8c6.2-.3 14.1-2 19.7-9.8 1.9-2.7 3-5.6 6.2-6.8 2.6-1 6.8-.8 8.4 2s2.3 6.5-2.4 8.8l-9.2.8c-1.8 1-7 5.2-7 5.2s6.2 2.9 6.8 3l10.2.2c3.3.4 7.6 3.3 7.3 7.2-.4 4.3-6.8 7.3-10.2 6.3-4-1.1-6.7-7.8-7.8-9.5a62 62 0 00-13.8-4.4l1 13.4c0 .7 3.9 1.2 4.3 3 .6 2.4 0 4-2.6 5-2.3 1-4.9.4-5.7-2.1s1-4.5 1-5.5c0-.7-.7-13.6-1-13.6-1.7 0-17-.3-32.5-.3M1651.4 862.1h33l2.5-18.1c0-.6-5-2.6-5-6.3s2.2-7 6.5-7a6.4 6.4 0 016.3 6.5c0 3-5 6.8-5 7l-2 17.9c6.2-.4 14.1-2 19.7-9.9 1.9-2.7 3-5.6 6.2-6.8 2.6-1 6.8-.7 8.4 2s2.3 6.6-2.4 8.9l-9.2.7c-1.8 1-7 5.2-7 5.2s6.2 3 6.8 3l10.2.2c3.3.5 7.6 3.3 7.3 7.3-.4 4.2-6.8 7.2-10.2 6.3-4-1.2-6.7-7.9-7.8-9.6a62 62 0 00-13.8-4.4l1 13.4c0 .7 3.9 1.3 4.3 3 .6 2.4 0 4.1-2.6 5.1-2.3.9-4.9.3-5.7-2.2s1-4.4 1-5.4c0-.8-.7-13.7-1-13.7l-32.5-.2M1651.4 928.5h33l2.5-18.2c0-.7-5-2.5-5-6.3s2.2-7 6.5-7a6.4 6.4 0 016.3 6.6c0 2.9-5 6.7-5 7l-2 17.8c6.2-.3 14.1-2 19.7-9.8 1.9-2.7 3-5.6 6.2-6.8 2.6-1 6.8-.8 8.4 2s2.3 6.6-2.4 8.9l-9.2.7c-1.8 1-7 5.2-7 5.2s6.2 3 6.8 3l10.2.2c3.3.4 7.6 3.3 7.3 7.3-.4 4.2-6.8 7.2-10.2 6.2-4-1.1-6.7-7.8-7.8-9.5a62 62 0 00-13.8-4.4l1 13.4c0 .7 3.9 1.2 4.3 3 .6 2.4 0 4-2.6 5-2.3 1-4.9.4-5.7-2.1s1-4.5 1-5.5c0-.7-.7-13.6-1-13.6l-32.5-.2"
+                  class="fct-13" transform="translate(-52.2 -171.2)"></path><path
+                  d="M1361.8 595.5l-35.5 35.5a1.3 1.3 0 001.8 1.8l35.5-35.6a1.3 1.3 0 00-1.8-1.8zM1515.5 455.8l-35.5 35.6a1.3 1.3 0 001.8 1.7l35.5-35.5a1.3 1.3 0 00-1.8-1.8zM1336.7 545.4h-50.2a1.3 1.3 0 000 2.5h50.2a1.3 1.3 0 000-2.5zM1554.2 545.4H1504a1.3 1.3 0 000 2.5h50.3a1.3 1.3 0 000-2.5zM1319 462.4l35.5 35.5a1.3 1.3 0 001.8-1.8l-35.5-35.5a1.3 1.3 0 00-1.8 1.8zM1485 602l35.5 35.5a1.3 1.3 0 001.8-1.7l-35.5-35.6a1.3 1.3 0 00-1.8 1.8zM1418.6 468.3V418a1.3 1.3 0 00-2.5 0v50.3a1.3 1.3 0 002.5 0z"
+                  class="fct-15" transform="translate(-52.2 -171.2)"></path><g class="fct-14"><path
+                    d="M1734.2 789.4a14.4 14.4 0 01-2 17.4c-2 1.9-4.5 3.3-5.7 5.8-1.4 2.8-.6 6.2 1 9a18.6 18.6 0 0026.7 6c5.9-4 9-11.2 10.6-18.1a68.9 68.9 0 00.5-28.7c-1.3-7-3.9-14-8.7-19.3s-12.2-8.6-19.2-7.2a17.6 17.6 0 00-12.3 9.5 18 18 0 00.2 15.5c1.6 3.2 4 5.8 6.5 8.3 1.5 1.6.9.2 2.3 1.8"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path><path
+                    d="M1733.1 790a13.6 13.6 0 01-.3 14c-2 3.1-5.7 4.6-7.3 8-2.7 5.4 1.1 11.7 5.1 15.3 11 9.5 26.3 3.8 32.2-8.4a62.9 62.9 0 001-48c-5-12.3-19.1-23.4-32.4-15.6a18.7 18.7 0 00-9 18.2c.8 7.4 5.8 12.1 10.9 16.7 1.1 1 2.8-.6 1.7-1.7-5.1-4.6-10.3-9.4-10.3-17a16.3 16.3 0 0119.9-15.9c18.6 4.3 22 29.2 20.4 45-.8 8.4-2.9 18.2-9.3 24.3a17.6 17.6 0 01-24.9-.8c-4.3-4.7-5-10.2.2-14.7a17.8 17.8 0 005.1-6.5 16 16 0 00-1-14.1c-.7-1.4-2.8-.1-2 1.2z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1737.7 736.4c-1.2 2-2.5 4.5-1.7 6.9a5.3 5.3 0 001.7 2.2c2.2 2 3.5 3.8 2.9 7-.2.7 1 1 1.1.3a7.8 7.8 0 00-.8-5.7 12.1 12.1 0 00-2-2.1c-2.6-2.8-1.8-5.3-.2-8a.6.6 0 00-1-.6z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1762.8 753.3a6.1 6.1 0 00-.2 5.3c1.1 3.3 2.2 6-.4 9-.6.6.3 1.5.8.9a7.6 7.6 0 002.2-5c0-3.3-3-6.3-1.4-9.6.3-.7-.7-1.3-1-.6z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1766.7 784.8c3.4 4.1 8.9 2 13.2 1.1.8-.1.5-1.3-.3-1.1-3.9.7-9 2.9-12-.9-.5-.6-1.3.3-.8.9z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1766.3 804.6c2 1.5 4 2.9 5.8 4.4 2.1 1.7 2.3 3.6 2 6.2 0 .7 1.2.7 1.2 0 .3-2.3.3-4.4-1.4-6.1-2-2.2-4.7-3.8-7-5.5-.6-.5-1.2.5-.6 1z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1756.8 826.3c2 3.2 5 7 4.7 11 0 .7 1.1.7 1.2 0 .4-4.3-2.8-8.1-4.9-11.6a.6.6 0 00-1 .6z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1726.5 782.7a10.8 10.8 0 01-12.8 3.2c-.7-.3-1 .8-.3 1.1a11.8 11.8 0 0014-3.4c.4-.6-.4-1.5-1-.9z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1719.3 755.2a13.7 13.7 0 003.1 10.6c.5.6 1.4-.3.9-.9a12.5 12.5 0 01-2.8-9.7c.1-.8-1-.8-1.2 0z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1716.7 813.3c-2-3 3.6-3.6 4.9-3.6a10 10 0 015.2 1.7c.6.4 1.2-.6.6-1a10.9 10.9 0 00-9.3-1.3c-2 .7-3.9 2.6-2.5 4.8.4.6 1.5 0 1-.6z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><g
+                  class="fct-14"><path d="M1733.4 828.8a9.5 9.5 0 01-8.2 7c-.8 0-.8 1.2 0 1.2a10.7 10.7 0 009.4-8 .6.6 0 00-1.2-.2z"
+                    class="fct-15" transform="translate(-52.2 -171.2)"></path></g><text
+                  class="fct-20" transform="translate(358.2 125.5)">1</text><text
+                  class="fct-20" transform="translate(1304.8 125.5)">2</text><path
+                  d="M1761.8 881.6h24.9M806.3 188.6h20.3" class="fct-4"></path><circle
+                  cx="726" cy="189.6" r="6.3" class="fct-4"></circle><circle cx="800.8"
+                  cy="188.6" r="6.3" class="fct-21"></circle><circle cx="1756.6"
+                  cy="881.6" r="6.3" class="fct-4"></circle><circle cx="1660.9"
+                  cy="881.6" r="6.3" class="fct-21"></circle></g></svg></div>
+        </div>
+      </div>
+        <div class="d1">
+          <div class="d2" style="margin-top:100px;">
+            <p class="p2">
+              Simplified operating principle for specific bacteria detection using a
+regular electrode and another one with our aptamers bound to carbon
+nanotubes
+            </p>
+            <p class="p2">
+              Our job does not settle for making a electrod-aptamers system capable of
+detecting and quantifying specific bacteria but it also consists in the
+creation of an actual prototype capable of indicating which strain is
+responsible for the infection to a physician, taking into account the user
+scenario, security, and ethical responsibility linked to the device. We also
+aim at creating this device in such a way that it could be used in remote
+locations during humanitarian missions.
+            </p>
+            <p class="p2">
+              More specifically, its size allows it to be transportable, and carried out by
+hand. It is designed with several specific areas from the introduction of the
+sample by the physician to the outlet, inside a waste cartridge. An
+automated millifluidic circuit allow the transport of the sample towards the
+analysis zone which contains the electrodes coated with aptamers. This
+area is directly connected to the electrical circuit within an arduino
+microcontroller. After each use, an automated washing system is launched
+in order to avoid any kind of contamination. Our technology is compatible
+with small volumes of samples. All the fluids are therefore collected into
+the waste cartridge which contains a super absorbent polymer, allowing
+an easiest waste treatment process.
+            </p>
+</div>
+</div>
+<div class="d1">
+<div class="d2" style="margin-top:100px">
+            <p class="p1">
+              References
+            </p>
+            <p class="p2" style="text-indent:0px;">
+              [1]<a style="text-decoration:none;color:white;" href="https://www.pasteur.fr/fr/centre-medical/fiches-maladies/sepsis-septicemie">https://www.pasteur.fr/fr/centre-medical/fiches-maladies/sepsis-septicemie</a>
+            </p>
+            <p class="p2" style="text-indent:0px;">
+              [2] Rhodes, A., Evans, L.E., Alhazzani, W. et al., “Surviving Sepsis
+Campaign: International Guidelines for Management of Sepsis and Septic Shock:
+”, Intensive Care Med (2017) 43: 304
+            </p>
+            <p class="p2" style="text-indent:0px;">
+              [3] Kwame Sefah, Dihua Shangguan, Xiangling Xiong, Meghan B O’Donoghue &amp;
+Weihong Tan, “Development of DNA aptamers using Cell-SELEX”, Nature
+Protocols, 2010, vol 5, pages 1169–1185
+            </p>
+            <p class="p2" style="text-indent:0px;">
+            	[4] “Global priority list of antibiotic-resistant bacteria to guide research,
+discovery, and development of new antibiotics”
+            </p>
+            <p class="p2" style="text-indent:0px;">
+              [5] Gustavo A. Zelada-Guillén et al., “Immediate Detection of Living Bacteria at
+Ultralow Concentrations Using a Carbon Nanotube Based Potentiometric
+Aptasensor”, Angew. Chem. Int. Ed., 2009, vol 48, pages 7334 –7337
+Protocols, 2010, vol 5, pages 1169–1185
+            </p>
+            <p class="p2" style="text-indent:0px;">
+            <a style="text-decoration:none;color:white;
+            </a>
+            </p>
+          </div>
+        </div>
+    </div>
 </html>