d25c8344f1e544ceef4fda092b343823  chasolfra_a2023m2v167p113013.pdf
8be9be409ff09403fa86e58d70231da76eb3950f  chasolfra_a2023m2v167p113013.pdf
39bbfbb36b724710a4361447bfc7a5bc8d1ded0c73902d553e562cefbb66ef2a  chasolfra_a2023m2v167p113013.pdf

Title:           The solution of the Poincaré problem on the rational first integral for the Liénard polynomial differential equations
Subject:         Chaos, Solitons and Fractals: the interdisciplinary journal of Nonlinear Science, and Nonequilibrium and Complex Phenomena, 167 (2023) 113013. doi:10.1016/j.chaos.2022.113013
Keywords:        Liénard equation,Rational first integral,Poincaré problem,Polynomial differential equation
Author:          Jaume Giné
Creator:         Elsevier
Producer:        Acrobat Distiller 8.1.0 (Windows)
CreationDate:    Mon Jan 23 12:53:21 2023 CET
ModDate:         Mon Jan 23 15:45:56 2023 CET
Custom Metadata: yes
Metadata Stream: yes
Tagged:          no
UserProperties:  no
Suspects:        no
Form:            none
JavaScript:      no
Pages:           4
Encrypted:       no
Page size:       595.276 x 793.701 pts
Page rot:        0
File size:       577716 bytes
Optimized:       yes
PDF version:     1.7


name                                 type              encoding         emb sub uni object ID
------------------------------------ ----------------- ---------------- --- --- --- ---------
CYOSLI+STIXMathCalligraphy-Regular   Type 1            Builtin          yes yes yes    335  0
OBSGQT+STIXMath-Italic               Type 1            Builtin          yes yes yes    339  0
VHVHWL+STIXMathSans-Regular          Type 1            Builtin          yes yes yes    343  0
PKMWFM+MSBM7                         Type 1            Builtin          yes yes yes    347  0
JVQUOH+MSBM10                        Type 1            Builtin          yes yes yes    351  0
VBVNGN+CharisSIL-Italic              Type 1            Builtin          yes yes yes    355  0
PFUYCM+t1-uni-regular                Type 1            Builtin          yes yes yes    359  0
YHFXJW+CharisSIL-Bold                Type 1            Builtin          yes yes yes    363  0
PAESEK+CharisSIL                     Type 1            Builtin          yes yes yes    367  0
MFHYHB+STIXMath-Regular              Type 1            Builtin          yes yes yes    371  0
RYIAIO+CharisSIL                     CID TrueType      Identity-H       yes yes yes    326  0
EAXERX+STIXMathExtensions-Regular    Type 1            Builtin          yes yes yes    176  0
PXFDGF+STIXMathFraktur-Regular       Type 1            Builtin          yes yes yes      7  0
VSIOWU+STIXMathScript-Regular        Type 1            Builtin          yes yes yes    180  0
OKNCBU+CharisSIL-Italic              CID TrueType      Identity-H       yes yes yes    169  0


Jhove (Rel. 1.28.0, 2023-05-18)
 Date: 2024-11-21 02:49:38 CET
 RepresentationInformation: chasolfra_a2023m2v167p113013.pdf
  ReportingModule: PDF-hul, Rel. 1.12.4 (2023-03-16)
  LastModified: 2024-11-20 15:06:47 CET
  Size: 577716
  Format: PDF
  Version: 1.7
  Status: Well-Formed and valid
  SignatureMatches:
   PDF-hul
  MIMEtype: application/pdf
  Profile: Linearized PDF
  PDFMetadata: 
   Objects: 442
   FreeObjects: 1
   IncrementalUpdates: 1
   DocumentCatalog: 
    PageLayout: SinglePage
    PageMode: UseOutlines
    Language: en-US
    Outlines: 
     Item: 
      Title: The solution of the Poincare problem on the rational first integral for the Lienard polynomial differential equations
      Children: 
       Item: 
        Title: Introduction and statement of the main results
       Item: 
        Title: Proofs of ?? 
       Item: 
        Title: CRediT authorship contribution statement
       Item: 
        Title: Declaration of Competing Interest
       Item: 
        Title: Data availability
       Item: 
        Title: Acknowledgments
       Item: 
        Title: References
   Info: 
    Title: The solution of the Poincaré problem on the rational first integral for the Liénard polynomial differential equations
    Author: Jaume Giné
    Subject: Chaos, Solitons and Fractals: the interdisciplinary journal of Nonlinear Science, and Nonequilibrium and Complex Phenomena, 167 (2023) 113013. doi:10.1016/j.chaos.2022.113013
    Keywords: Liénard equation,Rational first integral,Poincaré problem,Polynomial differential equation
    Creator: Elsevier
    Producer: Acrobat Distiller 8.1.0 (Windows)
    CreationDate: Mon Jan 23 12:53:21 CET 2023
    ModDate: Mon Jan 23 15:45:56 CET 2023
   ID: 0x86350dcb371c25c3d561e7cef4223559, 0x636f97f84bd52dafa2591122c00c72c8
   Filters: 
    FilterPipeline: FlateDecode
   Fonts: 
    Type1: 
     Font: 
      BaseFont: VBVNGN+CharisSIL-Italic
      FontSubset: true
      FirstChar: 44
      LastChar: 242
      FontDescriptor: 
       FontName: VBVNGN+CharisSIL-Italic
       Flags: Symbolic
       FontBBox: -1467, -1092, 6262, 2600
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: PFUYCM+t1-uni-regular
      FontSubset: true
      FirstChar: 46
      LastChar: 119
      FontDescriptor: 
       FontName: PFUYCM+t1-uni-regular
       Flags: Symbolic
       FontBBox: -168, -250, 992, 997
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: PXFDGF+STIXMathFraktur-Regular
      FontSubset: true
      FirstChar: 228
      LastChar: 228
      FontDescriptor: 
       FontName: PXFDGF+STIXMathFraktur-Regular
       Flags: Symbolic
       FontBBox: 0, -300, 1519, 1003
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: YHFXJW+CharisSIL-Bold
      FontSubset: true
      FirstChar: 46
      LastChar: 233
      FontDescriptor: 
       FontName: YHFXJW+CharisSIL-Bold
       Flags: Symbolic
       FontBBox: -1475, -1092, 6144, 2600
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: CYOSLI+STIXMathCalligraphy-Regular
      FontSubset: true
      FirstChar: 67
      LastChar: 202
      FontDescriptor: 
       FontName: CYOSLI+STIXMathCalligraphy-Regular
       Flags: Symbolic
       FontBBox: -53, -455, 1965, 2157
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: PAESEK+CharisSIL
      FontSubset: true
      FirstChar: 21
      LastChar: 243
      FontDescriptor: 
       FontName: PAESEK+CharisSIL
       Flags: Symbolic
       FontBBox: -1418, -1092, 6144, 2600
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: EAXERX+STIXMathExtensions-Regular
      FontSubset: true
      FirstChar: 0
      LastChar: 249
      FontDescriptor: 
       FontName: EAXERX+STIXMathExtensions-Regular
       Flags: Symbolic
       FontBBox: 15, -3009, 1503, 959
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: MFHYHB+STIXMath-Regular
      FontSubset: true
      FirstChar: 42
      LastChar: 203
      FontDescriptor: 
       FontName: MFHYHB+STIXMath-Regular
       Flags: Symbolic
       FontBBox: -970, -341, 1096, 1023
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: OBSGQT+STIXMath-Italic
      FontSubset: true
      FirstChar: 22
      LastChar: 135
      FontDescriptor: 
       FontName: OBSGQT+STIXMath-Italic
       Flags: Symbolic
       FontBBox: -124, -478, 2328, 819
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: VSIOWU+STIXMathScript-Regular
      FontSubset: true
      FirstChar: 53
      LastChar: 184
      FontDescriptor: 
       FontName: VSIOWU+STIXMathScript-Regular
       Flags: Symbolic
       FontBBox: 0, -324, 1229, 830
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: VHVHWL+STIXMathSans-Regular
      FontSubset: true
      FirstChar: 153
      LastChar: 153
      FontDescriptor: 
       FontName: VHVHWL+STIXMathSans-Regular
       Flags: Symbolic
       FontBBox: -124, -232, 1151, 819
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: PKMWFM+MSBM7
      FontSubset: true
      FirstChar: 82
      LastChar: 82
      FontDescriptor: 
       FontName: PKMWFM+MSBM7
       Flags: Symbolic
       FontBBox: -45, -504, 2613, 1004
       FontFile: true
      ToUnicode: true
     Font: 
      BaseFont: JVQUOH+MSBM10
      FontSubset: true
      FirstChar: 82
      LastChar: 90
      FontDescriptor: 
       FontName: JVQUOH+MSBM10
       Flags: Symbolic
       FontBBox: -55, -420, 2343, 920
       FontFile: true
      ToUnicode: true
   XMP: <x:xmpmeta xmlns:x="adobe:ns:meta/" x:xmptk="XMP Core 5.1.2">
   <rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
      <rdf:Description rdf:about=""
            xmlns:ali="http://www.niso.org/schemas/ali/1.0/">
         <ali:license_ref>
            <rdf:Bag>
               <rdf:li rdf:parseType="Resource">
                  <ali:uri>http://creativecommons.org/licenses/by/4.0/</ali:uri>
               </rdf:li>
            </rdf:Bag>
         </ali:license_ref>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:crossmark="http://crossref.org/crossmark/1.0/">
         <crossmark:CrossMarkDomains>
            <rdf:Seq>
               <rdf:li>elsevier.com</rdf:li>
               <rdf:li>sciencedirect.com</rdf:li>
            </rdf:Seq>
         </crossmark:CrossMarkDomains>
         <crossmark:CrossmarkDomainExclusive>true</crossmark:CrossmarkDomainExclusive>
         <crossmark:DOI>10.1016/j.chaos.2022.113013</crossmark:DOI>
         <crossmark:MajorVersionDate>2010-04-23</crossmark:MajorVersionDate>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:dc="http://purl.org/dc/elements/1.1/">
         <dc:format>application/pdf</dc:format>
         <dc:identifier>10.1016/j.chaos.2022.113013</dc:identifier>
         <dc:publisher>
            <rdf:Bag>
               <rdf:li>Elsevier Ltd</rdf:li>
            </rdf:Bag>
         </dc:publisher>
         <dc:description>
            <rdf:Alt>
               <rdf:li xml:lang="x-default">Chaos, Solitons and Fractals: the interdisciplinary journal of Nonlinear Science, and Nonequilibrium and Complex Phenomena, 167 (2023) 113013. doi:10.1016/j.chaos.2022.113013</rdf:li>
            </rdf:Alt>
         </dc:description>
         <dc:subject>
            <rdf:Bag>
               <rdf:li>Liénard equation</rdf:li>
               <rdf:li>Rational first integral</rdf:li>
               <rdf:li>Poincaré problem</rdf:li>
               <rdf:li>Polynomial differential equation</rdf:li>
            </rdf:Bag>
         </dc:subject>
         <dc:title>
            <rdf:Alt>
               <rdf:li xml:lang="x-default">The solution of the Poincaré problem on the rational first integral for the Liénard polynomial differential equations</rdf:li>
            </rdf:Alt>
         </dc:title>
         <dc:creator>
            <rdf:Seq>
               <rdf:li>Jaume Giné</rdf:li>
               <rdf:li>Jaume Llibre</rdf:li>
            </rdf:Seq>
         </dc:creator>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:jav="http://www.niso.org/schemas/jav/1.0/">
         <jav:journal_article_version>VoR</jav:journal_article_version>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:pdf="http://ns.adobe.com/pdf/1.3/">
         <pdf:CreationDate--Text>23rd January 2023</pdf:CreationDate--Text>
         <pdf:Producer>Acrobat Distiller 8.1.0 (Windows)</pdf:Producer>
         <pdf:Keywords>Liénard equation,Rational first integral,Poincaré problem,Polynomial differential equation</pdf:Keywords>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:pdfx="http://ns.adobe.com/pdfx/1.3/">
         <pdfx:CreationDate--Text>23rd January 2023</pdfx:CreationDate--Text>
         <pdfx:CrossMarkDomains>
            <rdf:Seq>
               <rdf:li>sciencedirect.com</rdf:li>
               <rdf:li>elsevier.com</rdf:li>
            </rdf:Seq>
         </pdfx:CrossMarkDomains>
         <pdfx:CrossmarkDomainExclusive>true</pdfx:CrossmarkDomainExclusive>
         <pdfx:CrossmarkMajorVersionDate>2010-04-23</pdfx:CrossmarkMajorVersionDate>
         <d2UUdzduNzguMmPmGytn7z8NNnMiPlwiMntmGn9mNzdb7ot79n9iOo9eQmMiKmteOnduTma/>
         <pdfx:doi>10.1016/j.chaos.2022.113013</pdfx:doi>
         <pdfx:robots>noindex</pdfx:robots>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:prism="http://prismstandard.org/namespaces/basic/3.0/">
         <prism:aggregationType>journal</prism:aggregationType>
         <prism:copyright>© 2022 The Author(s). Published by Elsevier Ltd.</prism:copyright>
         <prism:coverDate>2023-02-01</prism:coverDate>
         <prism:coverDisplayDate>1 February 2023</prism:coverDisplayDate>
         <prism:doi>10.1016/j.chaos.2022.113013</prism:doi>
         <prism:issn>0960-0779</prism:issn>
         <prism:pageRange>113013</prism:pageRange>
         <prism:publicationName>Chaos, Solitons and Fractals: the interdisciplinary journal of Nonlinear Science, and Nonequilibrium and Complex Phenomena</prism:publicationName>
         <prism:startingPage>113013</prism:startingPage>
         <prism:url>https://doi.org/10.1016/j.chaos.2022.113013</prism:url>
         <prism:volume>167</prism:volume>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:xmp="http://ns.adobe.com/xap/1.0/">
         <xmp:CreateDate>2023-01-23T11:53:21</xmp:CreateDate>
         <xmp:CreatorTool>Elsevier</xmp:CreatorTool>
         <xmp:MetadataDate>2023-01-23T14:45:56</xmp:MetadataDate>
         <xmp:ModifyDate>2023-01-23T14:45:56</xmp:ModifyDate>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:xmpMM="http://ns.adobe.com/xap/1.0/mm/">
         <xmpMM:DocumentID>uuid:1b499bed-4ce8-4c0c-b682-0d58baae1cbe</xmpMM:DocumentID>
         <xmpMM:InstanceID>uuid:b6ed5266-03cb-4855-90c0-636283357f42</xmpMM:InstanceID>
      </rdf:Description>
      <rdf:Description rdf:about=""
            xmlns:xmpRights="http://ns.adobe.com/xap/1.0/rights/">
         <xmpRights:Marked>True</xmpRights:Marked>
      </rdf:Description>
   </rdf:RDF>
</x:xmpmeta>
   Pages: 
    Page: 
     Label: 1
     Annotations: 
      Annotation: 
       Subtype: Link
       Rect: 321, 724, 369, 730
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 276, 668, 395, 675
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 94, 584, 97, 588
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 100, 585, 104, 589
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 171, 584, 175, 589
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 107, 335, 112, 343
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 176, 324, 180, 332
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 243, 282, 248, 289
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 108, 228, 113, 235
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 110, 103, 173, 112
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 209, 103, 271, 112
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 462, 408, 466, 413
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 461, 354, 466, 360
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 353, 245, 358, 251
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 549, 224, 554, 230
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 471, 201, 476, 208
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 470, 145, 474, 153
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 37, 87, 184, 94
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 220, 748, 373, 760
      Annotation: 
       Subtype: Link
       Rect: 499, 616, 528, 645
      Annotation: 
       Subtype: Link
       Rect: 406, 59, 552, 70
    Page: 
     Label: 2
     Annotations: 
      Annotation: 
       Subtype: Link
       Rect: 112, 719, 116, 727
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 234, 646, 238, 657
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 86, 610, 120, 617
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 123, 610, 127, 617
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 146, 610, 150, 617
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 98, 601, 133, 607
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 135, 601, 140, 607
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 159, 601, 163, 607
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 101, 589, 106, 597
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 131, 558, 166, 566
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 168, 558, 173, 566
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 190, 558, 195, 566
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 192, 529, 197, 535
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 189, 517, 194, 525
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 173, 498, 178, 504
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 77, 488, 82, 494
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 84, 488, 88, 494
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 269, 488, 274, 494
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 161, 387, 192, 394
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 195, 387, 199, 394
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 77, 378, 82, 384
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 281, 356, 285, 366
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 146, 303, 178, 311
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 180, 303, 185, 311
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 116, 272, 147, 280
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 149, 272, 154, 280
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 50, 243, 54, 249
       Flags: Print
       ActionDest: 77
      Annotation: 
       Subtype: Link
       Rect: 235, 166, 267, 172
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 270, 166, 275, 172
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 242, 144, 273, 152
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 276, 144, 280, 152
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 101, 133, 133, 141
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 136, 133, 141, 141
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 91, 72, 95, 79
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 85, 63, 94, 69
       Flags: Print
       ActionDest: 138
      Annotation: 
       Subtype: Link
       Rect: 98, 63, 107, 69
       Flags: Print
       ActionDest: 138
      Annotation: 
       Subtype: Link
       Rect: 354, 732, 391, 737
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 394, 732, 398, 737
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 418, 732, 423, 737
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 339, 709, 373, 720
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 375, 709, 380, 720
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 351, 699, 355, 706
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 420, 666, 424, 673
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 342, 584, 375, 595
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 379, 584, 384, 595
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 540, 574, 545, 581
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 484, 521, 489, 529
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 477, 480, 482, 487
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 446, 362, 450, 369
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 374, 166, 378, 174
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 465, 156, 469, 163
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 350, 135, 354, 143
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 319, 81, 324, 89
       Flags: Print
       ActionDest: 300
    Page: 
     Label: 3
     Annotations: 
      Annotation: 
       Subtype: Link
       Rect: 270, 618, 274, 626
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 199, 479, 204, 488
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 71, 457, 75, 465
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 112, 423, 116, 430
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 70, 356, 74, 363
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 281, 328, 285, 335
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 143, 316, 147, 325
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 133, 293, 138, 301
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 179, 293, 183, 301
       Flags: Print
       ActionDest: 1
      Annotation: 
       Subtype: Link
       Rect: 160, 271, 165, 278
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 64, 248, 68, 255
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 152, 85, 156, 93
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 354, 719, 358, 727
       Flags: Print
       ActionDest: 300
      Annotation: 
       Subtype: Link
       Rect: 325, 214, 557, 220
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 214, 306, 216
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 206, 540, 212
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 197, 557, 203
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 197, 306, 199
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 189, 546, 195
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 181, 557, 186
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 181, 306, 182
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 172, 362, 178
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 163, 557, 169
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 163, 306, 164
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 154, 413, 160
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 146, 557, 152
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 146, 306, 147
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 137, 557, 143
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 137, 306, 139
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 129, 441, 135
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 120, 557, 126
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 120, 306, 122
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 112, 438, 117
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 103, 557, 109
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 103, 306, 104
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 94, 557, 100
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 94, 306, 96
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 86, 518, 92
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 77, 557, 83
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 77, 306, 79
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 69, 470, 75
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 60, 557, 66
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 60, 306, 62
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 52, 450, 57
       Flags: Print
    Page: 
     Label: 4
     Annotations: 
      Annotation: 
       Subtype: Link
       Rect: 56, 730, 288, 736
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 37, 730, 37, 732
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 56, 722, 234, 727
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 56, 713, 288, 719
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 37, 713, 37, 714
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 56, 701, 264, 713
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 56, 695, 288, 701
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 37, 695, 37, 697
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 56, 687, 267, 693
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 730, 557, 736
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 730, 306, 732
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 722, 446, 727
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 713, 557, 719
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 713, 306, 714
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 704, 557, 710
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 306, 704, 306, 706
       Flags: Print
      Annotation: 
       Subtype: Link
       Rect: 325, 696, 381, 702
       Flags: Print
  Checksum: 4d72d968
   Type: CRC32
  Checksum: d25c8344f1e544ceef4fda092b343823
   Type: MD5
  Checksum: 8be9be409ff09403fa86e58d70231da76eb3950f
   Type: SHA-1
  Checksum: 39bbfbb36b724710a4361447bfc7a5bc8d1ded0c73902d553e562cefbb66ef2a
   Type: SHA-256