tag:blogger.com,1999:blog-70183647024926171432024-03-19T04:42:47.906-04:00Bridging the Digital Divide in Social Work Practice“Walk with the dreamers, the believers, the courageous, the cheerful, the planners, the doers, the successful people with their heads in the clouds and their feet on the ground. Let their spirit ignite a fire within you to leave this world better than when you found it.”
Wilfred Peterson Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.comBlogger75125tag:blogger.com,1999:blog-7018364702492617143.post-66292955319105698412020-03-08T17:26:00.004-04:002020-05-13T16:19:17.016-04:00Helping Social Workers Traverse the Ethical Minefields of Innovation and Change: A Technology and Social Work Practice Ethical Framework<div class="MsoNormal" style="text-indent: .5in;">
Technology is transforming the
manner social workers practice, but how do we ethically keep up with these
digital innovations and their impact on our work? The profession of social
work is rooted in the knowledge and application of an ethical code of conduct. The
learning of ethical standards starts with a student’s entrance into a social
work program and continues throughout their career. Social workers increase their
understanding of ethics through processing dilemmas with the help of their
supervisors and through requirements of continuing education for licensing. But how are we evaluating our digital practices?<o:p></o:p></div>
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<span style="text-indent: 0.5in;">Many ethical frameworks in social work
exist, from general models, such as the ETHIC model by Elaine Congress, to practice
specific models of practice. Reamer (2017) writes extensively about ethics with
a current focus on the impact of technology on social work practice. Developed
with the influence of these ethical models, the Technology and Social Work
Practice Ethics Framework aims to provide a method of evaluating the impact/risk aspects of our digital choices in the profession. </span><span style="text-indent: 0.5in;">As social workers practice the active assessment of potential ethical dilemmas with technology, their efficacy with digital social work practice will create a more secure environment for professionals and clients alike. </span></div>
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<u><o:p> </o:p><b>Technology and Social Work Practice Ethics Framework</b></u></div>
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1. <span style="text-indent: -0.25in;"><b>Identify:</b> Identify the nature of the digital application
then behavior or situation needing ethical evaluation.</span></div>
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<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Identify the use, behavior, situation, or policy
of the potential ethical concern<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Determine technological platform used<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Identify which individuals would be or were
impacted<o:p></o:p></div>
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<o:p> 2.<b> </b></o:p><span style="text-indent: -0.25in;"><b>Understand:</b> Explain the purpose of the action
related to the digital application, behavior or situation.</span></div>
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<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Define the intention/appropriateness of use,
behavior, or action<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Recognize the pros and cons of the digital platform
in regards to confidentiality, Evidence Based Practice, security, safety, accuracy,
boundary concerns <o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Evaluate appropriateness of use to
intersectional digital perspectives involved (culture, generation, accessibility,
language, economic issues, etc.)<o:p></o:p></div>
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3. <b>Research:</b> Review technology standards, policies,
and law, as applicable to the application use, behavior, or situation (agency,
professional, State, Federal) to determine relevant areas of concern or breach.
Considering these standards, policies, and laws, would colleagues connect these
same concerns?<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Agency policies – policy and procedures manual,
grant/foundation stipulations<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Professional Standards – NASW code of ethics,
NASW, ASWB, CSWE, CSWA standards for technology in social work practice, APA
App Evaluation Model for practice<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->State Laws – Applicable state laws<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Federal Laws – HIPAA, HITECH Act, FERPA,
Children’s Online Privacy Protection Act, Uniform Code of Military Justice or
other applicable legislation. <o:p></o:p></div>
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4. <b>Assess: </b>Involve needed agency stakeholders and
technology experts to consult about the use of application, behavior, or situation.
Experts may include technologically literate and ethically informed staff,
supervisors, lawyers, board members, and consultants. The assessment includes
evaluation of micro and macro systems technology impact/risk. Areas of digital impact
and risk include; access, commerce, communication, literacy, etiquette, security,
health and wellness, and laws, rights and responsibility (adapted from Riddle, 2015,
p. 16-17). Document results, include potentially positive and harmful examples.
Internet resources can be used to explore and substantiate impact.<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Potential/actual impact on client(s) and their system<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Potential/actual impact on staff member(s)<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Potential/actual impact on agency<o:p></o:p></div>
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5. <b>Determination:</b> Determine any actions the agency
needs to pursue regarding ethical implications of the digital application, behavior,
or situation. Actions may include policy formation, technology adoptions, confidentiality
and consent revisions, educational support for staff, disciplinary actions,
etc. <o:p></o:p></div>
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How do you use ethical frameworks in social work practice? When introducing new digital practices in your organization, how do you identify their potential impact or risk with clients? What policies do you have in place to address the evolving nature of digital social work practices?</div>
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Elaine P. Congress. (2000). What social workers should know about
ethics: Understanding and resolving ethical dilemmas. Advances in Social Work,
1, 1.<o:p></o:p></div>
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Reamer, F. G. (1998). The Evolution of Social Work Ethics.
Social Work, 43(6), 488–500. https://doi-org.libproxy.chapman.edu/10.1093/sw/43.6.488<o:p></o:p></div>
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Reamer, F. G. (2017). Evolving ethical standards in the digital
age. Australian Social Work, 70(2), 148–159.
https://doi-org.libproxy.chapman.edu/10.1080/0312407X.2016.1146314<o:p></o:p></div>
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Ribble, M. (2015). Digital citizenship in schools : Nine elements
all students should know: Vol. Third edition. ISTE.<o:p></o:p></div>
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Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com86tag:blogger.com,1999:blog-7018364702492617143.post-35653170667331816702019-08-19T16:29:00.003-04:002020-10-27T14:31:34.928-04:00UBI+ for the 21st Century from a Social Work Perspective in Response to Andrew Yang’s “Freedom Dividend”<!--[if !mso]>
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
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<![endif]-->Presidential hopeful, Andrew Yang,
suggests a “Freedom Dividend” or UBI stipend. Yang's book <a href="https://www.amazon.com/War-Normal-People-Disappearing-Universal/dp/0316414212/ref=sr_1_1_sspa?gclid=CjwKCAjwkenqBRBgEiwA-bZVtk4Qxz-4Cv7Dkt5KmNY8LrZIk6OScDGeSCPWGAeoOoCG30PKAZBxlRoCkqQQAvD_BwE&hvadid=250581911932&hvdev=c&hvlocphy=9007926&hvnetw=g&hvpos=1t1&hvqmt=e&hvrand=12473357342033714914&hvtargid=kwd-414296944250&hydadcr=22564_10354991&keywords=the+war+on+normal+people&qid=1566241239&s=gateway&sr=8-1-spons&psc=1&spLa=ZW5jcnlwdGVkUXVhbGlmaWVyPUExS0czVTBMRVpBSFgxJmVuY3J5cHRlZElkPUEwNjk1OTQ0NVJVNFkzMFRXMjE0JmVuY3J5cHRlZEFkSWQ9QTAzNjA0MzEyQjNYWlJRTVFXRDRVJndpZGdldE5hbWU9c3BfYXRmJmFjdGlvbj1jbGlja1JlZGlyZWN0JmRvTm90TG9nQ2xpY2s9dHJ1ZQ==" target="_blank">“The War on Normal People: The Truth About America's Disappearing Jobs and Why Universal Basic Income Is Our Future”</a><br />
outlines the inevitable need
for UBI. In general, I agree with Yang's <a href="https://www.yang2020.com/blog/ubi_faqs/pay-universal-basic-income/" target="_blank">premise</a>,
but within his plan for funding, certain issues present themselves, a social
worker understands, as problems. The people on welfare programs, food stamps, disability, etc.
should not be exempt or recieve a reduction in this dividend. This post provides UBI recommendations
enhancing Yang’s proposal for the most vulnerable of our population. I put
forward a UBI+ (or Freedom Dividend Plus, if you will) framework shifting our
definition of work and the value of individuals.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq4ULpLR1ipP4djptEYpz13V2Ko6CGebF6_rVMi3aYke-rJDwykphyphenhyphenK_DUhCHYZO7yq1zxQXOsG_vo7JF8K5b4Fp9I4i2XT1ULbTywGM_PGOIpN18sguogaKu8dw9XlzQ8MWm5hPfPcXo/s1600/yang.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="225" data-original-width="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq4ULpLR1ipP4djptEYpz13V2Ko6CGebF6_rVMi3aYke-rJDwykphyphenhyphenK_DUhCHYZO7yq1zxQXOsG_vo7JF8K5b4Fp9I4i2XT1ULbTywGM_PGOIpN18sguogaKu8dw9XlzQ8MWm5hPfPcXo/s1600/yang.jpg" /></a></div>
<br /></div>
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When welfare reform occurred in Illinois in the 90’s, I
participated on one of the seven community task force projects set up to
develop a system of “new” welfare strategies involving a collaboration of
social service and business leaders, Public Aid, and DCFS. Business men
volunteered their time to be part of the solution. Each month I listened to
welfare myths propagate through the well-meaning (but impossible) solutions
offered by corporate leaders. After a few of these meetings, I decided to
provide a corporate briefing of sorts, with a few families actual earning and
budget sheets. Each report included the family demographics, access to
transportation, child status, daycare needs, other support systems, etc. I will
never forget the look on one of their faces when he stated “I don’t understand,
it isn’t sustainable to live like this.” Exactly. UBI will be no different if
it is developed as a subsidy. A systems approach is the solution to this
dilemma. </div>
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<br /></div>
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This UBI+ framework I am proposing is grounded in
research and my 25 years of experience working with those either in poverty or
struggling to keep above the poverty line. My social work experience includes
developing and managing programs to address addiction, homelessness,
self-sufficiency, welfare to work, food scarcity, sexual and domestic violence,
mental health issues, child abuse, and family resiliency. People not wanting to
work if they receive UBI is a myth. The reasons for clients I knew not working
ranged from the lack of systems supporting actualization of the American work
ethic to varying degrees of mental health issues and traumatic experiences
preventing success in traditional work situations. Honestly, I never met a person
happy to be on welfare or disability. “Lazy” is a myth people perpetuate from ignorance
or the learned behavior of “blaming the victim.” </div>
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<br /></div>
<div class="MsoNoSpacing">
I attended a conference where the facilitator called the <a href="https://www.psychiatry.org/psychiatrists/practice/dsm/feedback-and-questions/frequently-asked-questions" target="_blank">Diagnostic Statistical Manual of Mental Disorders</a> </div>
<span></span>(used by
clinicians to diagnose mental illness for insurance companies), the book of the
impact of trauma in the United States. Think about how many systems in our
society are involved in the reaction of traumatic experiences.
<br />
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<br /></div>
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One study, <a href="https://www.cdc.gov/violenceprevention/childabuseandneglect/acestudy/about.html" target="_blank">The Adult Childhood Experiences Study (ACES)</a>
examines the impact of trauma on individuals. ACES researchers sampled over
17,000 people for their conclusions. While trauma knows no boundaries, complications
of poverty and inequity compound the impact of a persons ACES. When we
acknowledge our inadequacy in dealing with childhood traumas, we can begin to
treat previous trauma and prevent future trauma. A study in Tennessee in 2017 estimated
the economic impact of ACES cost the state $5 billion a year. This number only
includes direct medical costs and lost work productivity in employee absenteeism.
UBI+ is the beginning of significantly decreasing these costs.</div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCw16JLhwijd5yImJ6ER4_gdw8oBUt3fjB3k2vo5qYBb4LQL8ZBwIp4NdOrhE9K4tRhyJ7cGQ_FcWMueLCDbsNafIeogg1SqwZKEy4W8I2fdGBw5dcxIFJ9TkvLBgDTPb52JJJVrjyQ-Q/s1600/ACEs-consequences-large.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="711" data-original-width="1185" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCw16JLhwijd5yImJ6ER4_gdw8oBUt3fjB3k2vo5qYBb4LQL8ZBwIp4NdOrhE9K4tRhyJ7cGQ_FcWMueLCDbsNafIeogg1SqwZKEy4W8I2fdGBw5dcxIFJ9TkvLBgDTPb52JJJVrjyQ-Q/s640/ACEs-consequences-large.png" width="640" /></a></div>
<div align="right" class="MsoNoSpacing" style="text-align: right;">
Content source:
National Center for Injury Prevention and Control, Division of Violence
Prevention</div>
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<br /></div>
<div class="MsoNoSpacing">
UBI+’s focus is rooted in support for Self-Efficacy based
upon the capacity of the person. A segment of our population will always need
more structure and services than the average American. Vulnerable and
marginalized populations will not automatically experience enriched lives with
a $1000 increase in their income each month. This segment’s goal of ‘work’
looks completely different than mainstream society’s definition of work. <span> </span>(Review my prior post on<a href="https://socialworksdigitaldivide.blogspot.com/2019/05/the-future-of-universal-basic-income.html" target="_blank"> “The Future of Universal Basic Income from a Social Work Perspective”</a> <span></span>for more information on "work" definitions).</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
UBI+ is rooted in two principles. The first principle is
the development of systems supporting the Social Determinants of Health. The
Social Determinants of Health areas expand to include researched based programs
shown to improve quality of life minimizing costs to society. The second principle
is the mandated participation of work programs for those not working over 20
hours a week. Based upon the reduction of traditional work situations due to
automation or incapacity, the definition of “work” is expanded to envelope many forms of
productive situations in society. Social determinants of health support systems
and a redefining of work will start the development of a successful system in
the wake of automation and address the need for work options of marginalized
populations. </div>
<div class="MsoNoSpacing">
<b><u><span style="text-decoration: none;"><br /></span></u></b></div>
<div class="MsoNoSpacing">
<b>Social
Determinants of Health needed to support effectiveness of UBI+</b></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span>The goal of
adding $1,000** of income to support Americans would only be successful with the
following systems in place. Social determinants of health provide a map to the
key resources needed for all people to flourish. Substantial research (see end
of article for supporting research) validates the positive impact on individuals
each of these support systems provide. These programs would significantly
decrease the prevalence of ACES impacting our youth. Healthier Americans leads
to a healthier America physically, emotionally, behaviorally, and economically.
</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>1.<span style="font: 7pt "times new roman";"> </span></span></span>Universal
Healthcare</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>2.<span style="font: 7pt "times new roman";"> </span></span></span>Universal
Childcare with Early Childhood Learning programs and sick childcare areas</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>3.<span style="font: 7pt "times new roman";"> </span></span></span>Adequate
food subsidies and programs for lowest 20% of American Households</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>4.<span style="font: 7pt "times new roman";"> </span></span></span>Quality
education for every child</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>5.<span style="font: 7pt "times new roman";"> </span></span></span>Transportation
access developed and subsidized for low income</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>6.<span style="font: 7pt "times new roman";"> </span></span></span>Affordable
housing options or supplements (Enhanced HUD, section 8, subsidized housing)
for everyone</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>7.<span style="font: 7pt "times new roman";"> </span></span></span>Enhanced
workforce development and placement programs </div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>8.<span style="font: 7pt "times new roman";"> </span></span></span>Minimum
wage $15 plus increase based upon standard of living in the area</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>9.<span style="font: 7pt "times new roman";"> </span></span></span>Internet
accessibility and technology for everyone</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>10.<span style="font: 7pt "times new roman";"> </span></span></span>Student
loans subsidized for those making under 200K a year and working full time</div>
<div class="MsoNoSpacing" style="margin-left: 0.75in; text-indent: -0.25in;">
<span><span>11.<span style="font: 7pt "times new roman";"> </span></span></span>Student
loan forgiveness for anyone on disability or working in a nonprofit
organization, healthcare, or education</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b>Self-efficacy Work
Pursuit Options </b></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span>Individuals not
working must pursue alternative measures for “work.” Some individuals will able
to be re-trained, but others may always need alternative forms of work due to
their circumstances. This area addresses the issue some will have with giving
$1,000** to people who do not “work.” If a person is not enrolled in an
alternative non-paid labor, then they do not receive the UBI+ stipend. Alternative work options not only provide needed free services, they increase the self-efficacy and self-esteem of the participants and those who benefit from their "work." </span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
Definition of Alternative Non-paid Labor examples include:</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span> </span><b>Volunteerism</b><span> </span></div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Volunteering areas
specified: </div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Building homes</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Children/Adolescents</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Child Sitter</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Classroom
Assistant</div><div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">Culturally Specific Needs</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Colleges and
Universities</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Community Gardens</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Elderly/Disabled</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Emergency
Situations</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Environmental</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Farms</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Fundraising</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Health Care</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Libraries</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Military service
member/family support general</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Military service
transition support to new duty station Refugees/Migrants</div>
<div class="MsoNoSpacing" style="margin-left: 1in; text-indent: 0.5in;">
Social Service
Agencies</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<br /></div>
<div class="MsoNoSpacing" style="text-indent: 0.5in;">
<b>Education</b></div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Certificates to
enhance career track </div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
English as a
second language teacher</div><div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">Anti-racism curriculum/certification </div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Free Community
College with educational supports</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span>Trade
Training and Apprenticeships </div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
High School
Diploma</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span>Post-secondary
education</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Re-Skilling
endeavors</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Small Business education,
apprenticeship, and development</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Volunteer
Training</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
<br /></div>
<div class="MsoNoSpacing">
<span> </span><b>Support
Positions (Self and Others)</b></div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Caregiver for
someone with a disability or chronic illness</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Coordination of
support groups/activities </div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Daycare support
person</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
English as a
second language practice companion</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
English as a
second language trainer</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Medical
treatment requiring leave from a position but does not qualify for disability</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Medical leave
for a parent with a seriously ill/disabled child</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Maternity Leave
</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Parenting
responsibilities for children under school age</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span>Social
buddies for seniors</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span>Social
media trainer</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span>Tutoring
children and adolescents</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span>Technology
training/support</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span>Translator
of language for non-profits</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<span> </span></div>
<div class="MsoNormal">
<span> </span><b>Mental/Physical/Emotional
Programs</b></div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Art/performance
enhancing communities</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Assertive
Community Treatment Programs </div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Community
exercise</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Day programs
for developmental disabilities, mental illness or disability </div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Emotional
Support person</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Social Support</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Sports
participation or coaching unpaid<span> </span> </div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Support group
facilitator</div>
<div class="MsoNoSpacing" style="margin-left: 0.5in; text-indent: 0.5in;">
Treatment for
Domestic Violence, Trauma, Substance Abuse or Mental Illness</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
UBI+ can address the negative impact of automation, ACES, and social inequities to improve our standard of life in an economically feasible manner. Definitions and guidelines of alternative work situations will need to be developed. New
infrastructure will replace or support existing government systems, but the New
Deal in the 1930’s or The Affordable Care Act did much of the same. These
system changes took decades, the ACA is still being evolved years later, but
anything worth doing is worth our time and effort to do right. UBI may or may not be a future manifestation, but social determinants of health and changes in our workforce are a necessity for our future.<br />
<br />
If you have any
suggestions, resources, or alternatives on the functionality of UBI+,
please share. </div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span>*Research
articles about each Social Determinants of Health area</span></div><div class="MsoNoSpacing"><span>** $1,000 would a minimum amount, should be based upon area cost of living</span></div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 0.5in;">
Calandrillo, S. P. 1. stevecal@uw.
ed., & Halperin, T. (2017). Making the Minimum Wage Work: An Examination of
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Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-17454642838070775612019-05-29T13:13:00.000-04:002019-05-29T13:30:18.914-04:00The Future of Universal Basic Income from a Social Work Perspective<br />
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Researching the future of work is becoming my second
career. I am disturbed, hopeful, anxious, and excited about the prospects
innovation holds for us as disruptive technology barrels forward. Automation
and technology will make millions of careers obsolete in as early as 5-10 years
(Muro, Maxim, & Whiton, 2019). If this doesn’t wake us up to needed changes,
it should. Economic forums, books, TedTalks, policy websites, articles, social
media; the world seems abound with discussion about Universal Basic Income
(UBI) as the answer to automation. Over 40% of the public in the United States
support such measures. UBI, as described by many business leaders, economists,
and thought leaders, will not work, unless the lessons learned from social work
become part of the priority. <o:p></o:p></div>
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<br /></div>
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This series of posts will address UBI from a social work
perspective. We first start with fundamental questions: What is work? What will
be the nature of work in the future as automation replaces careers? <o:p></o:p></div>
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Then more specific questions: <a href="https://www.blogger.com/null" name="_Hlk7443394">What
are the goals of UBI? What would UBI add to society? What happens without UBI? </a>Moving
to the next blog post, a UBI+ alternative will be explored. <span style="mso-spacerun: yes;"> </span>What would a potential “New Deal” look like in
the 21<sup>st</sup> Century? The last post discusses funding potential and
financial implications over different systems supporting the UBI+ plan. <o:p></o:p></div>
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Contrary to belief, American’s work longer hours than any
other country. On my work trips to California I often use Uber. Each driver has
a different story, but they all work full time in professional position. A
dentist, a businessman, an engineer, if these professions need a second income,
how many jobs would it take someone in a service profession to live? Most of my
life as a social worker I held at least two jobs, and at times up to four. I
often ask myself “where is this work ethic getting me? Or us?”<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigIWlFpgCCE5aj4Iliaj9tjl2BM2yrAh198Ep2ZdHlE6_61XarGSgcIYSL6aMQRVEVorHj3GckPp0nfBEXv2qIxh3aTb-D6eFSKak6jtdZMQreV2sNx09tviFvyNLcnJOwisqRPxQeGmM/s1600/universal+basic+income.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigIWlFpgCCE5aj4Iliaj9tjl2BM2yrAh198Ep2ZdHlE6_61XarGSgcIYSL6aMQRVEVorHj3GckPp0nfBEXv2qIxh3aTb-D6eFSKak6jtdZMQreV2sNx09tviFvyNLcnJOwisqRPxQeGmM/s320/universal+basic+income.jpg" width="320" /></a></div>
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<b style="mso-bidi-font-weight: normal;"><br /></b></div>
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<b style="mso-bidi-font-weight: normal;">What is Work? Basic
Tenants of Work in the United States<o:p></o:p></b></div>
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Before portions of work became automated, work folded
into a life led to survive. The ideal goal of work in the 21<sup>st</sup>
century is fulfillment, but fulfillment in work is a privilege for most. The
Puritan work ethic combined with the entrepreneur spirit seeking the
opportunities in capitalism and democracy ground our values of what is work. <o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Work is perfunctory<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Having a career is privilege<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Working long hours is an expectation<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Hard work will bring you success and advancement<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Work includes some type of ability <o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "courier new"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Ability
may or may not be transferable<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "courier new"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Abilities
are not equal<o:p></o:p></div>
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</span></span></span><!--[endif]-->Work in the United States is seen as an
individualistic endeavor, not collectivistic<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Work creates a value for one’s own life<o:p></o:p></div>
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Most Americans cannot work on the premise of
“fulfillment” as a goal for employment. According the Bureau of Labor
Statistics (2018) the service industry is the largest segment of our workforce,
employing almost 19.5 million Americans. These positions include retail,
restaurants, cashiers, customer service, wait staff, and personal care aids.
The average monthly income for these jobs can range anywhere from our minimum
wage of $7.25 to an average of $23.34 per hour.<span style="mso-spacerun: yes;">
</span>Hard work doesn’t always lead to advancement. Just ask the people
working 2-3 jobs just to make ends meet or the people in retirement who worked
their whole lives and still need part time employment with their social security
check.<span style="mso-spacerun: yes;"> </span><o:p></o:p></div>
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<b style="mso-bidi-font-weight: normal;">Will automation
replace most careers? <o:p></o:p></b></div>
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Automation will almost completely eradicate monotonous
and/or assembly line type of work (Muro, Maxim, & Whiton, 2019). Professions
will become streamlined. Blue-collar and white-collar jobs will encapsulate. Unfortunately,
condensing professions will lead to skilled workers needing alternatives for
their careers. Automation will reduce the need for truck drivers, artificial
intelligence diagnosing will replace the need for many radiological physicians,
and lawyer bots will perform the basic requirements for simple law proceedings.
Professions we never thought replaceable by technology will be replaced by
Artificially Intelligent machines. <o:p></o:p></div>
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Those who survive within these and other professions will
be specialists or innovators. These specialists will be free to explore the
complexities of their professions. Their job fulfillment will increase as will
the impact on their professions. What will happen to those who do not make the
cut in their field or whose jobs are eliminated from automation? The dire
predictions of automation and joblessness may not reach cataclysmic levels. Some
employment will be mitigated by entrepreneurial pursuits or the employment
disruptive technology creates, but there will not be enough opportunities to
address the disruption. <o:p></o:p></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">UBI as it exists in the present<o:p></o:p></span></b></div>
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UBI is not a new concept. In the 1700’s Thomas Paine
proposed an equal share of profits for all citizens. Martin Luther King Jr.
espoused guaranteed income as a means to alleviate poverty and balance the
scales of inequity for all POC. Even the next round of Democratic Presidential
hopefuls’ flirt with the notion of developing a system of UBI for Americans. Up
to 50% of people under fifty years of age support some form of UBI, but what do
we know about it?<o:p></o:p></div>
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According to Stanford’s Basic Income Lab, their UBI’s
definition is “give every individual cash on a reoccurring basis, no string’s
attached” (I address this will not work in my next blog). UBI is a bare bones
approach to solving system inequities, but does it work? Researchers at
Stanford’s Basic Income Lab are tracking ten projects in the US to evaluate
UBI’s efficacy. The following list includes the ten projects being monitored by
Stanford’s Basic Income Lab.<o:p></o:p></div>
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<b><span style="color: black; font-size: 10.0pt;">Current U.S. Basic Income
Pilots</span></b><b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></b></div>
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<b><span style="background: #0055b8; color: white; font-size: 10.0pt;">Project </span></b><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
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<td style="background: #0055B8; border-left: none; border: solid #999999 1.0pt; height: 43.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 1.0pt; padding: .75pt .75pt .75pt .75pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<b><span style="background: #0055b8; color: white; font-size: 10.0pt;">Location</span></b><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
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<b><span style="background: #0055b8; color: white; font-size: 10.0pt;">Implementing organization</span></b><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
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<b><span style="background: #0055b8; color: white; font-size: 10.0pt;">Dates </span></b><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="background: #0055B8; border-left: none; border: solid #999999 1.0pt; height: 43.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 1.0pt; padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<b><span style="background: #0055b8; color: white; font-size: 10.0pt;">Recipients</span></b><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="background: #0055B8; border-left: none; border: solid #999999 1.0pt; height: 43.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: 1.0pt; padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<b><span style="background: #0055b8; color: white; font-size: 10.0pt;">Amount and frequency</span></b><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="background: #0055B8; border-left: none; border: solid #999999 1.0pt; height: 43.0pt; mso-border-alt: solid #999999 1.0pt; mso-border-bottom-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<b><span style="background: #0055b8; color: white; font-size: 10.0pt;">Design of program</span></b><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://pfd.alaska.gov/"><span style="color: #1155cc; font-size: 10.0pt;">Alaska Permanent Fund Dividend</span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Alaska </span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Alaska Permanent
Fund Corporation (state-owned) </span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Ongoing since
1982</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">All Alaska
residents including children</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Approx. $1,000-$2,000
/ year</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Universal base
income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 0in; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://www.kenan-flagler.unc.edu/~/media/Files/kenaninstitute/UNC_KenanInstitute_Cherokee.pdf"><span style="color: #1155cc; font-size: 10.0pt;">Eastern Band of Cherokee Indians Casino Revenue Fund</span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">North Carolina</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Eastern Band of
Cherokee Indians </span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Ongoing since
1996</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">All enrolled members
of Eastern Band of Cherokee Indians</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Approx.
$3,500-6,000 / 6 months</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Universal base
income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="http://www.lisagennetian.org/files/59074889.pdf"><span style="color: #1155cc; font-size: 10.0pt;">Baby’s First Years (Income & the Developing Brain Study)</span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">New York City, NY
</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">New Orleans metropolitan
area, LA</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Omaha
metropolitan area, NE</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Twin Cities, MN</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">University of
California, Irvine</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Columbia
University</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">New York
University</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">University of
Wisconsin-Madison</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2017 - 2022</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,000 low-income
mothers with newborns</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">$333 / month for
40 months for treatment mothers</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Control group:
$20 / month for 40 months </span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Base income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://www.smgov.net/Departments/HED/Housing_and_Redevelopment/Housing/Preserving_Our_Diversity_(POD).aspx"><span style="color: #1155cc; font-size: 10.0pt;">Preserving Our Diversity </span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Santa Monica, CA</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">City of Santa
Monica Housing and Economic Development</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Nov 2017 -
ongoing</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">21 low-income
elderly, rent-burdened renters (proposed expansion to 300)</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 0in; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Calculated by
household using the Basic Needs Subsidy Method, average of $500 / month</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Base income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://www.directgivinglab.org/"><span style="color: #1155cc; font-size: 10.0pt;">Direct
Giving Lab</span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Chicago, IL</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Direct Giving Lab</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Ongoing since
2017</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70 low-income
families (proposed expansion to 200)</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">$100 / month</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 0in; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Base income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="http://springboardto.org/index.php/blog/story/introducing-the-magnolia-mothers-trust"><span style="color: #1155cc; font-size: 10.0pt;">Magnolia Mother’s Trust</span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 0in; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Jackson, MS</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 0in; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Springboard To Opportunities</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 0in; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2018 - 2019</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">16 low-income
African-American mothers</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">$1,000 / month</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 0in; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Basic income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://www.stocktondemonstration.org/"><span style="color: #1155cc; font-size: 10.0pt;">Stockton
Economic Empowerment Demonstration (SEED)</span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Stockton, CA</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Office of Mayor
Michael Tubbs, Reinvent South Stockton Coalition, Reinvent Stockton
Foundation</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Feb 2019 - Jul
2020</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">100 residents of
low-to middle-income neighborhoods</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">$500 / month</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Control group:
compensated for participation in study</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Universal base income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://basicincome.ycr.org/"><span style="color: #1155cc; font-size: 10.0pt;">Basic Income Project</span></a></span><span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">
</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TBD in 2019</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Y Combinator
Research</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TBD (3-5 yrs)</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,000 residents
of low- to middle-income neighborhoods</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">$1,000 / month</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Control group:
$50 / month</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Universal basic
income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 52.0pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://medium.com/chicago-resilient-families-initiative-task-force"><span style="color: #1155cc; font-size: 10.0pt;">Chicago Resilient Families Initiative</span></a></span><span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">
(proposed)</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Chicago, IL</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Chicago Resilient
Families Initiative Task Force</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TBD </span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Proposed: 1000
families</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Proposed: $500 /
month</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 52.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Universal base
income</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 46.0pt; mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid #999999 1.0pt; height: 46.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 75.8pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="color: windowtext;"><a href="https://www.tapinto.net/towns/newark/articles/newark-mayor-hints-at-universal-basic-income-pilot-program-during-state-of-the-city-address"><span style="color: #1155cc; font-size: 10.0pt;">Newark UBI pilot</span></a></span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 46.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt; width: 68.0pt;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Newark, NJ</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 46.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 0in 5.75pt 0in 5.75pt; width: 75.55pt;" valign="top" width="101"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Newark Mayor’s
Office Exploratory Task Force</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 46.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TBD</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 46.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TBD</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 46.0pt; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-right-alt: solid #999999 1.0pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TBD</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #999999 1.0pt; border-left: none; border-right: solid #999999 1.0pt; border-top: none; height: 46.0pt; mso-border-bottom-alt: .75pt; mso-border-color-alt: #999999; mso-border-left-alt: 1.0pt; mso-border-left-alt: solid #999999 1.0pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 5.0pt 5.0pt 5.0pt 5.0pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 4.0pt; margin-left: 5.0pt; margin-right: 0in; margin-top: 10.0pt;">
<span style="font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TBD</span><span style="font-family: "times new roman" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
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<b><u><span style="color: black; font-family: "arial" , sans-serif; font-size: 8.0pt;">Definitions</span></u></b><span style="font-family: "times new roman" , serif; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "arial" , sans-serif; font-size: 8.0pt;">Universal: everyone in a given geography is
eligible (for pilots, this may be a random selection of residents of low and
middle income neighborhoods)</span><span style="font-family: "times new roman" , serif; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "arial" , sans-serif; font-size: 8.0pt;">Not universal: targeted to specific groups </span><span style="font-family: "times new roman" , serif; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "arial" , sans-serif; font-size: 8.0pt;">Basic income: the amount is approximately
sufficient to meet basic needs</span><span style="font-family: "times new roman" , serif; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "arial" , sans-serif; font-size: 8.0pt;">Base income: the amount is intended to be a
supplement, but not to ensure basic needs</span><span style="font-family: "times new roman" , serif; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "arial" , sans-serif; font-size: 8.0pt;">Cash transfers: one-time transfer of cash, rather
than regular installments</span><span style="font-family: "times new roman" , serif; font-size: 8.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: #181818; font-family: "roboto"; font-size: 8.0pt;"><br clear="all" style="mso-special-character: line-break;" />
</span><span style="color: #181818; font-family: "roboto"; font-size: 9.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: #888888; font-family: "roboto"; font-size: 8.5pt;">Source: </span><a href="https://docs.google.com/document/d/1NWS5bYcGKcdLBji8TXPaDrXND27OmwC2Rht1bvb5Orc/edit#heading=h.gjdgxs" target="_blank"><span style="color: #18a1cd; font-family: "roboto"; font-size: 8.5pt;">Stanford
Basic Income Lab</span></a><span style="color: #888888; font-family: "roboto"; font-size: 8.5pt;"> </span></div>
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As yet, completed UBI trials failed to produce positive
results increasing work. Finland, Ontario, and even the negative income tax the
US used from 1968-1980 did not incentivize work. I propose part of the problem
is our definition of work. As we move forward, with automation replacement on
our heels, the culture of work needs an overhaul. <o:p></o:p></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Transforming what we tell ourselves about work<o:p></o:p></span></b></div>
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<br /></div>
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Our culture presses work values on children at a young
age. “what do you want to be when you grow up?” is a common question
encountered by kids throughout childhood. If the answer is not one which will
financially support them, an artist, a mom, a social worker, then displeased
parents frown upon their child.<span style="mso-spacerun: yes;"> </span>“You
can’t make a living at that dear, how about something different? Maybe a
firefighter? Computer Programmer? Electrician? Lawyer?” Feeling the need to
please their parents/community/society, children can base their whole careers
on the messages they received about work when growing up. The big message
here…Your worth is based upon your work, provide for your family, and your earning
capacity. <o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
Automation will continue to replace the tediousness of
certain professions, but will also open the door to more fulfilling prospects.
People will not stop working to get a stipend of $1000 a month. The middle
class will have more time to spend with their children instead of working a
second job. The lower the income level, the more services need expansion to
support equity in quality of life pursuits. UBI will not work unless we create
social supports for people slightly above or below the poverty line.<o:p></o:p></div>
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<br /></div>
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As automation begins to displace workers, our societal
definitions of worth need to adjust if we don’t want to experience an increase
in mental illness, specifically depression and anxiety. The shifts occurring in
employment will necessitate a redefinition of work. People’s identity and ego
strength is wrapped up in their employment (Kozan, Blustein, Paciorek, Kilbury,
& Işık, 2019). UBI’s current goal is to stabilize individuals and families
to be more productive in their work. The definition of worth can be broadened
with inclusion of alternative routes to value in society. A significant part of
our population will not be able to retrain, reskill, nor participate in work as
it is currently defined.<o:p></o:p></div>
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<br /></div>
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A change in definition and value of work within the next ten
or twenty years seems unattainable. People still argue about aspects of the New
Deal from the early 1930’s! Values change can happen if enough systems support
change. Examples of rapid cultural change in our recent history are everywhere.
Besides the miracle of any information in the world available on your phone,
other paradigm shifts continue to occur. We can shop from our couches with food
delivery in a day. Computers identify lung tumors in patients more accurately than
doctors. <span style="mso-spacerun: yes;"> </span>A watch gives people warnings
of potential heart attacks. <span style="mso-spacerun: yes;"> </span>Cars drive
themselves! <span style="mso-spacerun: yes;"> </span><o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
All of these disruptive technologies, altering our
culture, accelerated in developed over the past five to ten years. Can you
imagine yourself without a smart phone? What would your life be without email? When
was the last time you called an airline for a plane ticket? Twenty to
twenty-five years ago could you have imagined technology would be such an
integral part of your life? The swift change of culture occurred due to the
influence of business, marketing, and government, on promoting, consciously and
unconsciously, a shift towards a digital future. The reasons may include high
profit margins or a drive to innovate, but because of the power behind the
effort, technology innovations are accepted by most people as inevitable. The
more systems fostering the change, the more individuals will accept the change,
as long there is a perception of improvement in their quality of life.<o:p></o:p></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">Shifting Cultural Norms - Individualism balanced with
collectivistic principles <o:p></o:p></span></b></div>
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<br /></div>
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The future of work is shifting from assembly lines and
intellectual positions to responsibilities requiring high level critical
thinking, creative solutions, and innovation or the other end of the spectrum, service
care positions and personable tasks for which technology cannot replace (Muro, Maxim,
& Whiton, 2019). Change in values and norms can progress relatively quickly
if there is a consensus of opinion and collaboration towards an objective.<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
Carew and Stapleton (2013) proposed a systems paradigm
shift in technology innovation away from a functionalism approach to an
empathic human-centered approach. Sometimes we need to take a step backward to
move forward. Innovations in technology, to this point, are void of
inclusionary practices. If inventions of disruptive technologies take away
large segments of potential employment then plans to rectify this displacement
need to be addressed. Innovation benefits the few where this proposal
introduces an inclusivity of benefits to all Americans. <o:p></o:p></div>
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<br /></div>
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Disruptive technologies will impact work, but how
successful our society’s transition occurs is dependent on societal buy in of
the following ideals:<o:p></o:p></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Systemically providing education and promotion for
the adoption of the <a href="https://www.un.org/en/udhrbook/pdf/udhr_booklet_en_web.pdf">Universal
Declaration of Human Rights</a> (United Nations, 1948 & 2015)<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Bipartisan support of efforts to improve quality
of life for all Americans<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Innovation structured to be inclusive vs.
exclusive of all intersections<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Needs assessment of automation replacement on
Americans, including input from displaced workers <o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Develop a lifelong learning mindset throughout
the lifespan <o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Integration of social and psychological
intersectionality system mentors in government, businesses, and education for policy
and program development<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Shift work focus to a family focus supported by
policy and funding<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Look to other types of work options (job
sharing, working from home, entrepreneurship, etc.) <o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: .5in; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->An increase in workplace protections, benefits,
and displacement services<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Broaden definition of work to life work (work
which enhances the quality of life for an individual)<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->The cost of basic living expense increases needs
to be minimal or frozen for financial equity to build. Rent, utilities, food
etc. prices cannot go up to increase capitalistic profit. Our society needs to
agree to let people succeed, not continuing the cycle of wealthy increasing
their wealth at the cost of the lower classes <o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Equality across states, more government funding
depending upon state resources <o:p></o:p></div>
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<span style="mso-tab-count: 2;"> </span><o:p></o:p></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">What happens without UBI? <o:p></o:p></span></b></div>
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The Metropolitan Policy Program (2019) published a brief
entitled “Automation and Artificial Intelligence: How machines are affecting
people and places.” This briefing details where the US is heading in our not
too distant future through easy to understand concepts and graphics. I
encourage you to read this and contemplate the implications of automation. Most
significant, the results provide the automation potential of many industry
categories. The statistics are not heartening. <o:p></o:p></div>
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As automation replaces whole segments of job categories,
not everyone will be able to be re-skilled. Certain vulnerable populations will
be more at risk for poverty and homelessness. The stratification of income
levels will increasingly polarize inequities. If our nation lets this continue,
we will have consequences. History’s cyclical nature provides a blueprint for
what will occur next. Social order is already being disrupted by the
instability of political and economic structures governing the “have nots.” <o:p></o:p></div>
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We see the impact of wide spread ignorance in reversal of
civil rights decisions through legislation in our poorest, least educated
states. When economic growth does not include an equitable distribution of
resources, over time, revolutions erupt. The blame game this lack of reasoning
creates, is a schism targeting a perceived threat to primarily white Americans
living in scarcity of resources. If divisions in social issues continue to
ignite and distract the general populous, then we will fail together. False
logic with racial overtones will continue to collapse the very foundation of principles
America was built upon. Automation without solution is a very real threat to the
stability of our democracy. <o:p></o:p></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt;">What now?<o:p></o:p></span></b></div>
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If no UBI is not a solution, and the present structure of
UBI is not a solution, what is the answer? The next blog, “UBI+ or The New Deal
– for the 21<sup>st</sup> Century from a Social Work Perspective” will provide
details to increase the success of a UBI system. I hope you come along for the journey to the future and add your solutions to the mix. </div>
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<o:p><br /></o:p></div>
<div class="MsoNoSpacing">
<o:p>References</o:p></div>
<div class="MsoNoSpacing">
Bidadanure, J., Kline, S., Moore., Rainwater, B., &
Thomas, C. (2018). Basic income in cities: A guide to city experiments and
pilot projects. National League of Cities & Stanford Basic Income Lab,
Retrieved from <a href="https://basicincome.stanford.edu/sites/g/files/sbiybj7921/f/basic_income_in_cities_toolkit_shareable_11-2-18.pdf">https://basicincome.stanford.edu/sites/g/files/sbiybj7921/f/basic_income_in_cities_toolkit_shareable_11-2-18.pdf</a><o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
Bureau of Labor Statistics. (2018). Service providing
industries. Retrieved from <a href="https://www.bls.gov/iag/tgs/iag07.htm">https://www.bls.gov/iag/tgs/iag07.htm</a><o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
Carew, P., & Stapleton, L. (2014). Towards empathy: a
human-centered analysis of rationality, ethics and praxis in systems
development. AI & Society, 29(2), 149. Retrieved from
http://search.ebscohost.com.libproxy.chapman.edu/login.aspx?direct=true&AuthType=ip,uid&db=edb&AN=95431143&site=eds-live<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
Kozan, S., Blustein, D. L., Paciorek, R., Kilbury, E.,
& Işık, E. (2019). A qualitative investigation of beliefs about work-related
crises in the United States. Journal of Counseling Psychology. <a href="https://doi-org.libproxy.chapman.edu/10.1037/cou0000343">https://doi-org.libproxy.chapman.edu/10.1037/cou0000343</a><o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
Muro, M., Maxim, R., & Whiton, J. (2019). Automation
and artificial intelligence: How machines are affecting people and places.
Metropolitan Policy Program at Brookings. Retrieved from https://www.brookings.edu/wp-content/uploads/2019/01/2019.01_BrookingsMetro_Automation-AI_Report_Muro-Maxim-Whiton-FINAL-version.pdf<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing">
Piero Dominici. (2018). For an inclusive innovation.
Healing the fracture between the human and the technological in the
hypercomplex society. European Journal of Futures Research, (1), 1. <a href="https://doi-org.libproxy.chapman.edu/10.1007/s40309-017-0126-4">https://doi-org.libproxy.chapman.edu/10.1007/s40309-017-0126-4</a><o:p></o:p></div>
<br />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com4tag:blogger.com,1999:blog-7018364702492617143.post-57790290873439687662019-04-18T14:46:00.001-04:002019-04-18T18:31:10.496-04:00Social Work Education: How are we keeping up with disruptive technology shaping our future? <div style="text-align: justify;">
Disruptive technologies, political discourse, climate change, the list goes on with the forces shaping the future of our society with each passing day. Businesses, let alone educational institutions struggle with how to meet these rapid challenges. I am not alone with feeling overwhelmed at times when met with a new technology, app or program I must learn. But as social work educators, how do we address the onslaught of change occurring in our world and yet be innovative?<br />
<br />
Below you see a 1971 VW bug, personally one of my favorite cars...I wish I could own one. At the time it drove at a top speed of a whopping 62 mph with 20 mpg. What does my fantasy car have to do with social work?</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiumJVkFMdCn-QAdyP5ujhWU0FoO2rWr6TrzAZiJLw1qyypzljsOxB7dTzeq8sssEoWddafUdzupegR8yvp1sEd19xieTslrz9L-YWIkB17DVqNd44fvq149HUwmLe6Nklgd_F_DrDjrsI/s1600/vwbug.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiumJVkFMdCn-QAdyP5ujhWU0FoO2rWr6TrzAZiJLw1qyypzljsOxB7dTzeq8sssEoWddafUdzupegR8yvp1sEd19xieTslrz9L-YWIkB17DVqNd44fvq149HUwmLe6Nklgd_F_DrDjrsI/s1600/vwbug.jpg" /></a></div>
<div>
<br /></div>
<div style="text-align: justify;">
Let's start with Moore's Law. In 1965, Gordon Moore predicted, in layman's terms, processing speeds of computers would double every 18 months. This is why technology rapidly accelerates our culture. If we apply this to the 1971 Volkswagen bug, as Andrew Yang described, my fantasy car would now garner a top speed of 300,000 miles per hour and get 2 million miles per gallon of gas. Now that is the car I want! But I digress. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Let's apply a similar framework of innovative change to Social Work Education. Social Work Education focuses on a foundation of skill building as a generalist with advanced practice in either; methods, fields of practice, special populations, or special problems. Find the list of common social work curriculum with concentrations or specializations below. Do they sound familiar? Are your social work programs structured similarly? </div>
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<b style="mso-bidi-font-weight: normal;">Methods<o:p></o:p></b></div>
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Social work practice, generic, combined<o:p></o:p></div>
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macro-macro<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Administration, policy, planning, combination<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Community organization<span style="mso-tab-count: 2;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Research-evaluation<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Direct practice, clinical practice<o:p></o:p></div>
<div class="MsoNoSpacing">
Group work<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Casework<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Family, marital treatment<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Other micro practice</div>
<div class="MsoNoSpacing">
<br /></div>
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<b style="mso-bidi-font-weight: normal;">Fields of Practice<o:p></o:p></b></div>
<div class="MsoNoSpacing">
Combined children and youth, child and<o:p></o:p></div>
<div class="MsoNoSpacing">
family, or family and children's services<o:p></o:p></div>
<div class="MsoNoSpacing">
Child welfare<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Mental health, community mental health<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Health, health care delivery<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
School social work<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Criminal justice<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Gerontology<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Rural social work<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Industrial social work<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;">Special
Populations<o:p></o:p></b></div>
<div class="MsoNoSpacing">
Minorities<span style="mso-tab-count: 1;"> </span><o:p></o:p></div>
<div class="MsoNoSpacing">
Women<o:p></o:p></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b>Special Problems<o:p></o:p></b></div>
<div class="MsoNoSpacing">
Substance abuse <o:p></o:p></div>
<div class="MsoNoSpacing">
Poverty</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
If these look familiar, they should, most of Social Work Education can be reflected in the above options for students. The problem with this is this list comes from a study on <span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: 12pt;">Concentrations,</span><span style="font-size: 12pt; letter-spacing: 1.6pt;"> </span><span style="font-size: 12pt;">Specializations,</span><span style="font-size: 12pt; letter-spacing: 1.65pt;"> </span><span style="font-size: 12pt;">and</span><span style="font-size: 12pt; letter-spacing: 1.65pt;"> </span><span style="font-size: 12pt;">Curriculum</span><span style="font-size: 12pt; letter-spacing: 1.65pt;"> </span><span style="font-size: 12pt;">Design</span><span style="font-size: 12pt; letter-spacing: 1.6pt;">
</span><span style="font-size: 12pt;">in</span><span style="font-size: 12pt; letter-spacing: 1.65pt;"> </span><span style="font-size: 12pt;">MSW<span style="letter-spacing: 2.2px;"> </span></span><span style="font-size: 12pt;">and</span><span style="font-size: 12pt; letter-spacing: 1.65pt;"> </span><span style="font-size: 12pt;">BSW</span><span style="font-size: 12pt; letter-spacing: 1.6pt;"> </span><span style="font-size: 12pt;">Programs by Ann Hartman<b><i> from 1982</i></b>. As you can see, Social Work Education has not developed as quickly as technology is pushing the development of our society. </span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: 12pt;"><br /></span></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: 12pt;">There are two </span>prevalent<span style="font-size: 12pt;"> disruptive shifts in higher education for students. Disruption in this sense means innovations which displace competitors. Those social work departments and universities who understand these disruptions will survive. The first is a shift of power from institutions to students. Students want to learn about IT, interact with personalized learning, and aim to co-create their learning through choice. The second is a move from job preparation to career centered jobs including technology and real world applications of foundation and theory on their career path. Social work has been at the </span>forefront<span style="font-size: 12pt;"> of real life applications as the signature pedagogy is field </span>practicums, but needs more work on understanding the disruption of student choice in curriculum development. </span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div style="text-align: left;">
After seeing our outdated concentrations and specializations, I began to brainstorm electives for the future of social work education. Which electives would you develop? Which would you like to take? Social work may be a high demand field currently, but we should not rest on our laurels thinking we are safe. Competition is fierce, with online social work program options gaining speed over the traditional face to face degree programs. What processes do we need for future student attraction and retention? How will social work departments make the leap to accommodate future student and societal needs? Which innovative social work programs and universities can we partner with for mentoring? </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
I developed options for elective diversification according to a foresight framework by balancing projections of political discourse, social work strengths in systems, and the impact of disruptive technologies on vulnerable and marginalized populations. I hope these options start a conversation in social work departments about the future of our profession.</div>
<div style="text-align: left;">
<div class="MsoNoSpacing">
<b><br /></b></div>
<div class="MsoNoSpacing">
<b><u>Elective
Diversification</u><o:p></o:p></b></div>
<div class="MsoNoSpacing">
Social Work Integration: Businesses, Government, and IT<o:p></o:p></div>
<div class="MsoNoSpacing">
Niche Social Work: Small Business Development<o:p></o:p></div>
<div class="MsoNoSpacing">
Holistic Social Work<o:p></o:p></div>
<div class="MsoNoSpacing">
Congressional Social Work <o:p></o:p></div>
<div class="MsoNoSpacing">
Co-creation
of Policy within Congressional Offices<o:p></o:p></div>
<div class="MsoNoSpacing">
Advocacy
and Politics: Working within a Political System<o:p></o:p></div>
<div class="MsoNoSpacing">
Intersectionality Expert<o:p></o:p></div>
<div class="MsoNoSpacing">
Immigration
Rights Advocacy and Policy<o:p></o:p></div>
<div class="MsoNoSpacing">
Business
Intersectionality Expert<o:p></o:p></div>
<div class="MsoNoSpacing">
Mental Health Navigation<o:p></o:p></div>
<div class="MsoNoSpacing">
Technology and Social Work Practice<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Impact Technology and Social
Work<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Big Data Implications<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Disruptive Technologies Impact
on Client Populations<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
IT Privacy Concerns for Vulnerable
Populations<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Gaming Escapes<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Ethical Technology Practices<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
IT Application Research<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Social Work Consultation in High
Tech<o:p></o:p></div>
<div class="MsoNoSpacing">
Healthcare Information Technology <o:p></o:p></div>
<div class="MsoNoSpacing">
Healthcare
Apps: Research and Application<o:p></o:p></div>
<div class="MsoNoSpacing">
AI and
Healthcare: Concerns and <o:p></o:p></div>
<div class="MsoNoSpacing">
Allopathic
and Homeopathic care<o:p></o:p></div>
<div class="MsoNoSpacing">
Healthcare
with Special Populations: Immigrants<o:p></o:p></div>
<div class="MsoNoSpacing">
Resource Development Social Work<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Work Displacement/Re-skilling<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Weather/Climate Crisis
Displacement<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Justice System: Advocacy and Policy <o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Alternatives to Incarceration</div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Immigration Displacement<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Economic Solutions to Work
Displacement<o:p></o:p></div>
<div class="MsoNoSpacing">
Quality of Life Social Work<o:p></o:p></div>
<div class="MsoNoSpacing">
Legal Facilitation Social Work<o:p></o:p></div>
<div class="MsoNoSpacing">
Divorce
Simplification<o:p></o:p></div>
<div class="MsoNoSpacing">
Domestic
Violence Protection Facilitator<o:p></o:p></div>
<div class="MsoNoSpacing">
Parental
Mediation<o:p></o:p></div>
<div class="MsoNoSpacing">
Drug
and Alcohol Abuse Crime Alternatives<o:p></o:p></div>
<div class="MsoNoSpacing">
Immigration
Translator/Advocacy<o:p></o:p></div>
<div class="MsoNoSpacing">
Mental
Illness Treatment Alternative Facilitator<o:p></o:p></div>
<div class="MsoNoSpacing">
Redefine Gerontology<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Transitional Social Work<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Breakdown of Developmental Stage
Tasks, especially over 50<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Goal Development after 50<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Holistic Retirement<o:p></o:p></div>
<div class="MsoNoSpacing">
</div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
Grieving through the Lifespan<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<br /></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<span style="text-indent: 0.5in;"><b> Please add your suggestions about other types of needed electives in the comments and feel free to share the innovative electives or approaches you have already created at your universities. </b></span></div>
</div>
<span style="font-family: "book antiqua" , serif; font-size: 12.0pt;"></span><br />
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
For more on the Future of Social Work please see...</div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<b>Envisioning the Future of Social
Work: Report of the CSWE Futures Task Force April 2018</b><o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<a href="https://www.cswe.org/About-CSWE/Governance/Board-of-Directors/2018-19-Strategic-Planning-Process/CSWE-FTF-Four-Futures-for-Social-Work-FINAL-2.aspx">https://www.cswe.org/About-CSWE/Governance/Board-of-Directors/2018-19-Strategic-Planning-Process/CSWE-FTF-Four-Futures-for-Social-Work-FINAL-2.aspx</a><o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<b>Laura Nissen Social Work Futures
</b><o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<a href="https://socialworkfutures.com/">https://socialworkfutures.com/</a><o:p></o:p></div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<b>Social Work’s Grand Challenges </b><o:p></o:p></div>
<div class="MsoNoSpacing">
</div>
<div class="MsoNoSpacing" style="text-indent: .5in;">
<a href="http://grandchallengesforsocialwork.org/grand-challenges-initiative/12-challenges/">http://grandchallengesforsocialwork.org/grand-challenges-initiative/12-challenges/</a><o:p></o:p></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
</div>
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-12559039148124433582019-01-28T14:49:00.004-05:002019-01-28T16:05:11.581-05:00The Future of “Support our Troops” by a Civilian Workforce: A Plan for the Civilian Sector to Engage in Military Informed Practices for #MissionAct Success<!--[if gte mso 9]><xml>
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Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="1" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
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“Thank you for your service” or donations to vet organizations are the extent of action for
many civilians not personally or professionally engaged with military
populations. Previously, the onus of responsibility for veteran care has been
placed upon government agencies or veterans helping other veterans, formally or
informally. Civilians may feel the government’s resources adequately provide
for this population, but this is not the case. <span style="mso-spacerun: yes;"> </span>Think about your workplace, courses you took
in school, or visits with doctors or therapists. What focus of training, resources,
or conversation has there been on cultural diversity, racial bias/harassment,
or treatment differences by ethnicity? Now, think about how much training you received
about military culture, mindset, and adaptations to those who led a military lifestyle,
or the impact of war conflicts on behavior (to name a few). <span style="mso-spacerun: yes;"> </span>The need for civilian cultural competence in
the understanding and care of Service Members, Veterans and their Families (SMVF)
may seem more evident upon our reflection of military specific education.<span style="mso-spacerun: yes;"> </span>This post proposes a solution for SMVF populations
inclusive of all Americans working towards the understanding and support of our
Armed Forces, past, present and future. </div>
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The Trump administration wants to expand the Mission Act by
expanding civilian options for care to Veterans. This expansion could provide
both an opportunity and a crisis for veterans needing health services in a
timely manner. The VA continues to face significant backlash from the consequences
to veterans of long wait lists. Even with the increase in VA employees from
250,000 employees in 2009 to 370,000 in 2018, all veterans could not possibly obtain
service. The VA is not meant to be the end all/be all in helping veterans and
their families. On the surface, the expansion offering more private healthcare
options seems appropriate. This expansion will only work if an effort exists to
systematically develop an education program of military cultural differences.</div>
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The last report available from the National Center for
Veterans Analysis and Statistics (2016) stated “48% of all Veterans used at
least one VA benefit or service in FY 2016… with 44% using multiple benefits.” A
benefit encompasses not only health care, but pension, loans, life insurance, education,
memorial benefits and vocational rehabilitation. This leaves the potential for 56%
of veterans not using a VA benefit or service much higher if only looking
towards health care utilization. <span style="mso-spacerun: yes;"> </span>If over
half of veterans seek care in the civilian community how many of these
civilians are culturally competent in understanding military experiences and
the impact of serving our country?</div>
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Rand Corporation’s (2014) report identified a significant
gap in cultural competency of civilian mental health providers. 24% of the
providers under the Tricare network of referrals met the guidelines for
military cultural competency and worse, only 8% of the private civilian mental
health providers surveyed were culturally competent. Many of the 24%, while
culturally competent, were not aware of appropriate evidence-based best practices
with military populations. As recently as 2018, Rand Corporation surveyed
health care professionals in New York and found only 2% qualified as able to
provide quality care to veterans. If this type of unawareness occurs in health
and mental health settings, what about businesses and education?</div>
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<b style="mso-bidi-font-weight: normal;">A Solution</b></div>
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The needed civilian awareness of SMVF culture and requirements
is evident. Businesses, educational institutions, healthcare and mental health
providers are awaking to the basics of providing culturally competent services
fostering better outcomes for SMVF populations and society. In the United
States, 40% of our population is ethnically diverse. Using military culture as
a category, SMVF populations have a significantly high rate in the general
population accounting for almost 11% of citizens, meaning potentially 1 out
of 11 people are SMVF affiliated. Even with these significant numbers, no
formal measure has been enacted to address Military Informed Practices in
civilian mainstream populations.</div>
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The motivation for change in the SMVF system of care has
been spearheaded by informal systems of either veterans or family members of
veterans. Those individuals committed to helping SMVF populations are
developing numerous non-government options including mental health care,
employment and education.<span style="mso-spacerun: yes;"> </span>The next step
to this process is involving non-SMVF populations to support and integrate
understanding of this nation’s military workforce. </div>
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The formal development of cultural competencies into
practice needs structure and government support. Military Informed Practice
standards can be addressed through modification of the National Standards for
Culturally and Linguistically Appropriate Services in Health and Health Care
(the National CLAS Standards) along with national standards for mental health,
business and education. After these modifications, a process of education and certification
can be initiated to provide SMVF populations an awareness of which
organizations commit themselves to SMVF culturally competent certification. </div>
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Military Informed Practice through certification is one
method of enhancing the general populations involvement in best practices. One
model to examine is PACT training and certification. PACT addresses areas of Policy, Advocacy,
Culture and Treatment specific to the purpose of serving our SMVF populations. <span style="mso-spacerun: yes;"></span>Organizations earning PACT certifications would benefit from fully harnessing the resiliency and military mindset each SMVF person brings to their education or work. Health and mental healthcare providers benefit their military populations through more accurate assessment, interventions, and treatment impacting outcomes. The benefits of PACT may be similar to the benefits of organizations embracing and understanding strengths people from diverse populations offer. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiewIzZJxy1Y_Siew6gC13pi92F2_jo7nz26BKqRQFQOX40k45qT4baCdC9Os-qefrDRBWl1CQNLdr08TLQi-SbnR5jPPj_T7mMSi08Ytb-qNFstWZt2ZaLpSphwxPZoX6p_B4hgW-8FTg/s1600/pact+mental+health.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="423" data-original-width="423" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiewIzZJxy1Y_Siew6gC13pi92F2_jo7nz26BKqRQFQOX40k45qT4baCdC9Os-qefrDRBWl1CQNLdr08TLQi-SbnR5jPPj_T7mMSi08Ytb-qNFstWZt2ZaLpSphwxPZoX6p_B4hgW-8FTg/s200/pact+mental+health.jpg" width="200" /></a></div>
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<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 467.5pt;" valign="top" width="623"><div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;">Military
Informed Practice - PACT Certification Areas</b></div>
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<b style="mso-bidi-font-weight: normal;">P</b>olicy – Organizations/companies will learn to develop Military Informed Practice policies. Education of governmental policy and procedures affecting
SMVF populations within the context of each type of provider relationship will enhance policies.
Policies can be micro or macro oriented and dependent upon the type of
certification being pursued. </div>
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<b style="mso-bidi-font-weight: normal;">A</b>dvocacy –A Military
Informed Practice approach educates individuals working with SMVF populations
on strengths-based advocacy options. Civilians can increase their ability to
advocate for SMVF populations in accordance with their military mindset, DoD
standards, taking into account political changes, or through the different
channels /resources offered to these populations.</div>
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<b style="mso-bidi-font-weight: normal;">C</b>ulture – Develop
competency in knowledge of military culture, mindset, resiliency factors, and experiences with SMVF
populations as it applies to the corresponding setting. This area builds the foundation for a Military Informed Practice.</div>
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<b style="mso-bidi-font-weight: normal;">T</b>reatment –
The awareness of Military Informed Practice develops appropriate measures to assess, support, and intervene with SMVF populations. <span style="mso-spacerun: yes;"></span>Treatment may be formal, as with healthcare
or mental health treatments, or informal with how SMVF populations resources are developed in education or the workplace. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw54rNsZ7zeWNF1VQ_kP_R2s9wKlrZrDgjUt7OYqjvwiQMDqwj_hpncJHVxNyBWJ8ED7sDeJfmjY9bLPosCtJUj8u9ReGJHcDA5DgvjYLMFtfVtIN-TSOW8AZvPMyPdGDYVVVqivKpUZI/s1600/pact+edu.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="272" data-original-width="272" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw54rNsZ7zeWNF1VQ_kP_R2s9wKlrZrDgjUt7OYqjvwiQMDqwj_hpncJHVxNyBWJ8ED7sDeJfmjY9bLPosCtJUj8u9ReGJHcDA5DgvjYLMFtfVtIN-TSOW8AZvPMyPdGDYVVVqivKpUZI/s200/pact+edu.png" width="200" /></a></div>
<br />
<a href="https://www.blogger.com/u/1/blogger.g?tab=mj&blogID=7018364702492617143" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a>Using the carrot and the stick approach, provisions of PACT
certification can be created as incentives for adoption. Earning PACT certification
could increase points in obtaining government contracts, earn higher reimbursement
rates for Tricare, or be used as a reason for SMVF populations to choose a
university, apply for a job, and pick their health providers. PACT Certification
badges branding can be proudly displayed on websites, literature, letterhead, or
on business fronts, allowing easy identification by SMVF populations and their supporters. Pact certification can be highlighted on a resume' or provided as continuing education credits. A convenient PACT app can
direct users to providers or employers who support our SMVF populations through Military Informed Practice. Benefits can be created in any industry to incentivize certification.</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhakQqHAGASCny-rlhW4kUbazA6rUDT_5cwgkKF8r1Rqed8WgR2BRX6ZLHAiqG0C3PBSj4LpSIkhETLdF3Js4eCGTQMwdh-ON1wU8zJvr8_kAdeEQsoyh4MvY-c3pj9cg5Z_jFlRZpV288/s1600/pact+business.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="452" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhakQqHAGASCny-rlhW4kUbazA6rUDT_5cwgkKF8r1Rqed8WgR2BRX6ZLHAiqG0C3PBSj4LpSIkhETLdF3Js4eCGTQMwdh-ON1wU8zJvr8_kAdeEQsoyh4MvY-c3pj9cg5Z_jFlRZpV288/s200/pact+business.jpg" width="200" /></a></div>
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Actions towards an educated public on military culture can
impact our culture long term. Twenty-six countries mandate military service,
maybe our alternative to a mandated military service is a population educated
on Military Informed Practices. How would our country change with an added
empathy to those willing to give up their lives for our freedom? Imagine a
country dedicated to providing culturally competent interactions with SMVF
populations. Would military related suicides go down? Could different populations
previously not interested in military service be engaged? Would veterans who
are homeless be offered different alternatives towards self-sufficiency? Indifference
can give way to a new understanding and empowerment of SMVF populations. </div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgjbezlx-Z_ltLo1nHC6Z_ESSk-Vk4PTy7TuLKBeJJtMl_ZEitVzvDzchOzsXJ5z2veDOBywjNzgkYajrr6iwwsRxR5Qv7wIW7XAgREsr93S5JfjJIsdBiQUFspYvxSWTOAvnVlFA1QgE/s1600/pact+healthcare.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="423" data-original-width="423" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgjbezlx-Z_ltLo1nHC6Z_ESSk-Vk4PTy7TuLKBeJJtMl_ZEitVzvDzchOzsXJ5z2veDOBywjNzgkYajrr6iwwsRxR5Qv7wIW7XAgREsr93S5JfjJIsdBiQUFspYvxSWTOAvnVlFA1QgE/s200/pact+healthcare.jpg" width="200" /></a></div>
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SMVF populations fought for us, sacrificed for us, and
continue to provide a freedom rarely experienced by most other countries. Military
Informed Practice can benefit any organization. Utilizing the PACT framework for
education on Military Informed Practices can allow civilians to take action,
backing up the phrase “Thank you for your service.” A Military Informed Practice provides a reciprocation of, to place it in
an Army values context, “loyalty, duty, respect, selfless service, honor, integrity,
and personal courage” our SMVF populations so graciously give us. <span style="mso-spacerun: yes;"> </span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Office of Public and Intergovernmental Affairs (2018, April 18).
Debunking the VA privatization myth Retrieved from <a href="https://www.va.gov/opa/pressrel/pressrelease.cfm?id=4034">https://www.va.gov/opa/pressrel/pressrelease.cfm?id=4034</a></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Rand Corporation (2018, March 1). Few civilian health providers in
New York ready to provide timely, quality care to veterans. Retrieved from <a href="https://www.rand.org/news/press/2018/03/01.html">https://www.rand.org/news/press/2018/03/01.html</a></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Hepner, A., Roth C. P., Farris C., Sloss, E. M., Martsolf G. R., Pincus
H. A., Watkins K. A., Batka C., Mandel D., Hosek S. D., and Farmer C. M. (2015)
Measuring the quality of care for psychological health conditions in the military
health system: Candidate quality measures for Posttraumatic Stress Disorder and
Major Depressive Disorder, Santa Monica, Calif.: RAND Corporation, Retrieved
from January 08, 2019: <a href="https://www.rand.org/pubs/research_reports/RR464.html">https://www.rand.org/pubs/research_reports/RR464.html</a></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Tanielian, T., Farris C., Batka C., Farmer
C.M., Robinson E., Engel C. C., Robbins M., and Jaycox L. H. (2014) <span style="mso-bidi-font-style: italic;">Ready to serve: Community-based provider capacity
to deliver culturally competent, quality mental health care to veterans and their
families</span>, Santa Monica, Calif.: RAND Corporation, As of January 27,
2019: <a href="https://www.rand.org/pubs/research_reports/RR806.html">https://www.rand.org/pubs/research_reports/RR806.html</a></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">United States Census Bureau (2017, July 1). Quick facts: United
States. Retrieved from <a href="https://www.census.gov/quickfacts/fact/table/US/PST045217">https://www.census.gov/quickfacts/fact/table/US/PST045217</a></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">United States Department of Veteran Affairs: National Center for
Veterans Analysis and Statistics (2017, November). VA utilization profile FY
2016. Retrieved from <a href="https://www.va.gov/vetdata/docs/QuickFacts/VA_Utilization_Profile.PDF">https://www.va.gov/vetdata/docs/QuickFacts/VA_Utilization_Profile.PDF</a></span></div>
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Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-25694962097218379132018-07-24T17:20:00.000-04:002018-07-24T18:28:04.711-04:00Future Series: The Increase of Suicide Rates during Climate Crisis Underlines the Need for Social Work Action<!--[if !mso]>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<span style="font-size: 12.0pt;">Climate change consequences hit our
nation full force this year. Inhospitable heat waves and flash flooding display
the foreboding of climate intolerance to humans as weather changes increase in
intensity. Temperatures extremes are costly to life, health, and the economy. </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">This
week, an article from the journal <a href="https://www.nature.com/articles/s41558-018-0222-x.epdf?referrer_access_token=A9qM8HOuzsaVg4u1HHe6lNRgN0jAjWel9jnR3ZoTv0Od0PBRrqjld84cND8FX46EXQXeVI2E2Repk6was59BX9PDeqt2Z7Otq3pC5-smJOzgioBc34gddJjBjUicxEjPqBP9UM-jOutm6FIoG1sg_7adH_k2fX-WoZnGe2ZTqWcbnv_gmPQunxqENlB6LNFAeh_TvphjhuawiTfRvor5rNiWrPI8IbpOe5Ihui1ezUm2Xo8rmKfMYGxdycdbySxs6n9-K4bCkKLiz58WTZmApj6EAfje5v-FqT2UPa_HkNI%3D&tracking_referrer=www.theatlantic.com">Nature
Climate Change</a>, reported a link between climate change and mental health,
specifically, a direct increase in suicide rates. Researchers (Burke et al.
2018) reported:</span></div>
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2.1% in Mexican municipalities for a 1 °C increase in monthly average
temperature. This effect is similar in hotter versus cooler regions and has not
diminished over time, indicating limited historical adaptation…</span><span style="font-size: 12.0pt;"> </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">>
600 million social media updates further suggests that mental well-being
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<span style="font-size: 12.0pt;">An increase in suicide is only one substantial area influenced by increasing temperatures. Climate events prompt a broad spectrum of harmful behaviors from individuals. As social workers, our response to climate induced behaviors needs a systems overview, plan, and response to intervene, and in some cases prevent, negative consequences.(<i>More information about the social work's response to environmental change and how you can be involved is available from this link</i></span><i> </i><br />
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">The impact of climate change is a
problem for every intersection of diversity. Crisis interventionists can
work easiest with those who have the most resources economically, personally, and
regionally. Climate change consequences pose the most threat to marginalized
and vulnerable populations. Social work can bridge the gap between long and short-term
solutions between these populations. Collaborations across disciplines to identify
and develop strategies for communities to decrease anxiety, depression, stress
on relationships, health issues, violence, and aggressive behaviors need to be
developed. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="https://health2016.globalchange.gov/sites/default/files/styles/large_figure/public/figure/f9-cropped_1.png?itok=qwCyaU_5" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: black;"><b><span style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">The
Impact of Climate Change on Humans</span></span></b></span><img alt="Image result for climate change impact" border="0" class="irc_mi" height="320" src="https://health2016.globalchange.gov/sites/default/files/styles/large_figure/public/figure/f9-cropped_1.png?itok=qwCyaU_5" style="margin-top: 59px;" width="640" /></a><span style="font-size: 12.0pt;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="font-size: 9.0pt;"><a href="https://health2016.globalchange.gov/">https://health2016.globalchange.gov/</a></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Considering the
significant increases in temperature averages and weather extremes in the
United States the response from social workers needs to be immediate and
significant. </span><span style="font-size: 12.0pt;">People experiencing weather
crisis require a coordination of resources. Heat waves, droughts, cold bomb cyclones,
flooding, hurricanes, or when weather extremes increase past our ability to
access resources, will challenge our national reserves to not only keep people
safe from harm, but allow time for rebuilding or relocation. The effort to
build support systems for climate change impact will involve all systems in
order to be successful. Social workers can lead the shift in support systems through
advocacy and education. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">At the extreme, social workers will
develop relocation plans for whole areas impacted negatively by continued
hostile temperatures and weather. How will California residents respond to an
increase of wild fire severity or drought conditions in agricultural areas? What
if disrupting weather systems hit Puerto Rico each year making it significantly
challenging to live there? Would the population of Puerto Rico become a third
world where people have little access to electricity, food, or housing? Or will
Puerto Rican’s be invited into our communities in America to continue their
lives and culture without fear of losing their homes each year? How will Southern
Florida residents respond to storms increasing in severity and damage along their
coasts? What will happen to cities and businesses continually disenfranchised
by flash flooding throughout the year similar to what is happening in Ellicott
City, MD? These examples underly the need for future planning in the present,
not as a band aid strategy as each crisis occurs.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">At the least, social workers involve
themselves with individuals impacted by climate extremes. Residents in warmer
climates are now experiencing highs above 104 for the first time. Body temperatures
reaching 104 degrees or higher develop heat stroke leading to organ damage or
death. When the heat reaches 120 degrees Fahrenheit in California how do those
without a way to cool their internal temperatures survive? What education and resources
can seniors and children access to minimize the impact of new and existing heat
waves? These questions require answers. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 107%;">Social work
educators and leaders are poised to assist legislators in designing appropriate
mechanisms and funding streams for crisis intervention and support system infrastructure.
Government planning will include micro and macro responses to climate change. Areas
across the spectrum requiring intervention include; significant loss of life
and illness, destruction of homes and businesses, the impact of economic costs
in transportation, agriculture, production, energy and infrastructure, and the resources
needed to address each crisis. </span></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 107%;">The chart
below identifies key social work positions needed to stabilize our communities during
times of climate change disasters and emergencies. This is not an inclusive
chart. Each position is not intended to be the only resource. A
multidisciplinary team of specialists supplement the strategies, resources, and
labor force of climate change need. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b style="mso-bidi-font-weight: normal;">Climate Change Social Work Specific Position Needing to be Created </b></u></div>
<div class="MsoNormal">
<br /></div>
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<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="top" width="102"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt;">Position</span></b></div>
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<span style="font-size: 12.0pt;">Community Relocation Transition
Coordinator</span></div>
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<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Identification of welcoming communities for
relocating individuals and families</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Development of identified Welcoming Community to
educate and prevent NIMBY </span></div>
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<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Develop strategies for moving small and large
populations</span></div>
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<span style="font-size: 12.0pt;">Government programs, Community
stakeholders, Neighborhoods,</span></div>
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<span style="font-size: 12.0pt;">Businesses, School systems, Health
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<br /></div>
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<span style="font-size: 12.0pt;">Climate Relocation Specialists</span></div>
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<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Assessment of family needs for location</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Financial and Career planning</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Crisis Intervention </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Community advocate and liaison for integration
between old and new residents</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Housing, Businesses, Communities,
school systems, real estate companies, local governments, social service
agencies</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Local, State, Federal government,
Insurance Companies</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="top" width="102"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Weather Extreme Coordinators</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 166.5pt;" valign="top" width="222"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Identification of weather impact potential </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Storm Consequence Mapping of Human needs</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Coordinate community response efforts</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Educational coordination of suicide prevention/evaluation
resource materials to therapists and community</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Develop and communicate area safe zones</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -9.0pt;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Weather Services, local, state and
federal governments,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">National Guard</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">FEMA, health care settings, supply
companies, businesses, Police and Fire, Military, National Guard</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Weather Centers, local Governments,
Regional governments, Military bases, National Guard posts</span></div>
</td>
</tr>
<tr style="height: 113.35pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 113.35pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="top" width="102"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Weather Extreme Case Managers</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 113.35pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 166.5pt;" valign="top" width="222"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Crisis Intervention</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Suicidal ideation evaluator due to weather
temperature increases </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>Resource
management</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Health care management</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Shelter stability</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 113.35pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Hospitals, Pharmacies, Temporary
housing, </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Social service agencies, Psychiatric facilities,
Jails</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 113.35pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Townships, Hospitals, Police or Fire
Departments, Social Service agencies with emergency services</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="top" width="102"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Weather Extreme Financial Managers</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 166.5pt;" valign="top" width="222"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Crisis Intervention</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Financial collaboration and translator for aid from Internet
fundraising, insurance reimbursement, government aid</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Works closely with Weather Extreme case managers</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Federal Government agencies, Local
government, Insurance Companies, Internet Fundraising groups</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Insurance Companies, Internet
Fundraising sites, Federal Government Aid, Townships, Social Service agencies
with emergency services</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="top" width="102"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Weather Extreme City Specialists</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 166.5pt;" valign="top" width="222"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Community educator on self-care, relationship care,
and health challenges during weather extremes</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Coordinator of community actions to reduce crime and
violence</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Coordinate hotline and/or drop in centers for mental
health issues related to extreme weather issues.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -8.2pt;">
<span style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt;">Collaborator with law enforcement officers and systems
for methods in decreasing violence</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 8.2pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Federal Government agencies, Local and
city government, </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Social Service Agencies, Police and
Fire, Jail and Prisons, Hospitals, National Guard</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 103.5pt;" valign="top" width="138"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt;">Local Government, City Agencies,
Townships, Social Service Agencies, Law enforcement Agencies</span></div>
</td>
</tr>
</tbody></table>
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<br /></div>
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<span style="font-size: 12.0pt; line-height: 107%;">Social work
education can provide a pathway for training future advocates challenged by the
impact of climate change on a micro and macro level. Answers will come from the
collaboration of all disciplines. Please share your thoughts and solutions about
addressing the impact of climate change either through education, research or
practice. Please participate in @CSocialWorkEd 's #twitterchat on August 1, at 12pm EST or August 2, 1pm EST for a chat on #SWFutures. You can submit questions to CSWE.org by 7/27.</span></div>
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<span style="font-size: 10.0pt; line-height: 107%;">Reference</span></div>
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<span style="font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Burke, M., Gonzalez, F., Baylis P., Heft-Neal,
S., Baysan, C., Basu, S., & Hsiang, S. (2018). </span><span style="font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Higher
temperatures increase suicide rates in the United States and Mexico. <i style="mso-bidi-font-style: normal;">Nature Climate Change.</i> Retrieved from </span><span style="font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">https://doi.org/10.1038/s41558-018-0</span><span style="font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"></span></div>
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Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-64392559225410933542018-04-13T14:59:00.001-04:002018-04-13T15:06:32.325-04:00The Future of Social Work Series: Part I –Reacting to change or innovating the change?<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: left;">
<div style="text-align: left;">
Ray Kurzweil, Bill Gates, and Oren Etzioni, each a person
who can be viewed as an innovator, futurist, or someone with strategic
foresight. The future is an unknown, but the prediction of innovation is an underpinning
of many strategic plans. Social work is not different. Professional social work
organizations are strategizing about the future of social work. The American
Academy of Social Work and Social Welfare released the <a href="http://aaswsw.org/grand-challenges-initiative/" target="_blank"><b>Grand Challenges for Social Work</b></a> to support
innovative changes needed as social welfare is impacted by science and technology.
Providing a road map for the Grand Challenges, The Council of Social Work
Education recently released their task force report <a href="https://cswe.org/About-CSWE/Governance/Board-of-Directors/2018-19-Strategic-Planning-Process/CSWE-FTF-Four-Futures-for-Social-Work-FINAL-2.aspx?platform=hootsuite" target="_blank"><b>Envisioning the Future of Social Work</b></a> about where the profession of social work may be headed in the years to come as
we address the issues presented in the Grand Challenges. The future is here, but what does this mean?</div>
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Five years ago, I developed a table comparing<a href="https://socialworksdigitaldivide.blogspot.com/2013/04/past-present-and-future-of-social-work_9.html" target="_blank"> <b>Social Work's Past, Present, and Future</b></a> with technology<b>.</b> Some of those predictions have manifested while
others stagnated. The table exhibits how far we have come in social work, but underscores the necessity for social workers to accelerate their ability to create and assimilate changes technology brings to our profession. The social work profession is in the process of a
course correction. This post is the beginning of an innovation series to look at the changing shape
of social work education and practice for the future. These ideas are meant as a complement, continuation, and discussion about the forecasting occurring across the
profession of social work.</div>
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I am challenging each and every one of you to think past
today, next week or next year. Become active in evolving the social work
profession from one of reacting to crisis, to a profession of worth within the
fabric of our societal values.<span style="mso-spacerun: yes;"> </span>Social
workers need to become active and loud in their advocacy. We are the translators
of human evolution on this planet and we are not doing too well at it. The social work profession is kept at the lowest rung of
Maslow’s Hierarchy of Needs. The marginalization
of resources for vulnerable and marginalized populations coupled with a stigma of NIMBY or the cultural rejection of 'other' set the stage for surviving, not thriving. How can we set
self-esteem needs and self-actualization goals for our client populations if
our profession cannot move past scarcity issues in a reactionary framework? Perceptions of social work needs to
change as much as the stigma towards our client populations.<o:p></o:p></div>
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Societal crisis is underlying the need for innovation in
social work. Crisis is now being felt by populations across demographic boundaries. Climate changes, the rapid pace of technology innovation, and outdated
social justice system processes lacking evidence based success are some areas
which will take the center stage of needed action. Disparities with
marginalized populations will continue to reach crisis levels in our country
and the world. Our profession will be called upon to develop interdisciplinary
solutions through collaborative efforts on a scale not previously experienced.
Even within the profession, micro level social workers will be asked to expand
their knowledge of macro systems and advocacy. The application of systems theory will be stretched, further encompassing global interventions as a norm
instead of a separate focus. <o:p></o:p></div>
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Technology changes the way we connect personally and
professionally. Disruptive technologies alter the way we work, participate in
relationships, and play. Social workers will integrate the full meaning of
“change agent” like never before. Adjustment and resiliency will be adopted as
a necessity to address the coming shifts. The emphasis in new social work will
be on adaptation, cross discipline collaboration, and transformation. The
challenge of the next few decades will either support equitable solutions or
increase the divide within and between systems. <o:p></o:p></div>
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We need innovation drivers informed through a combination
of macro and micro practices. Collaboration between innovators and opinion
leaders is essential to reach critical mass for change in each future area of
projected demand. Using the Diffusion of Innovation theory, where do you fit in
when applying innovative approaches in the field of social work education or
practice?</div>
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Innovation includes transforming classifications of
prevention, revenue, power structures, cross-disciplinary collaboration, and outdated
systems of addressing crisis. Review the areas below. The test for our profession
will manifest through these areas of crisis:<o:p></o:p></div>
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</span></span></span><!--[endif]-->Climate Change <o:p></o:p></div>
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</span></span></span><!--[endif]-->Criminal Justice <o:p></o:p></div>
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</span></span></span><!--[endif]-->Demographic Shifts<o:p></o:p></div>
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</span></span></span><!--[endif]-->Ethical Dilemma Evolution<o:p></o:p></div>
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</span></span></span><!--[endif]-->Immigration from Global Crisis<o:p></o:p></div>
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</span></span></span><!--[endif]-->Impact of ACEs (Adverse Childhood Experiences) <o:p></o:p></div>
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</span></span></span><!--[endif]-->Lifespan Extension<o:p></o:p></div>
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</span></span></span><!--[endif]-->Technology Advancement Adjustment<o:p></o:p></div>
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Using information from sources across disciplines this
series will look to potential social work career challenges, expand existing or
future occupation paths, and explore cross-disciplinary support for each.This post serves as an outline for future posts. Starting
with social work education as the vehicle to get us on
the path to the future, I will then explore career paths. By breaking down each crisis arena, posts will elaborate on job titles, position descriptions, multi-disciplinary
collaboration potential, and where these positions could be housed. Finally,
the last section, pushes us out past ten to twenty years to where current technologies may be leading societal needs.</div>
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I hope you will join me on this trip to the potential future
of social work. I welcome your feedback, additions and insights into these
discussions. <o:p></o:p></div>
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<br />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-13576866550190550212018-03-12T21:27:00.001-04:002018-03-12T21:34:22.984-04:00Technology and the Trump Presidency will make Americans Great Again<br />
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<a href="https://www.blogger.com/blogger.g?blogID=7018364702492617143" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a> Each day since the presidential election in 2016 I have mourned. Since the inauguration, everyday I feel like I am a stranger in a strange land. I learned early on to stop saying 'it can't get any worse.' (Hang in there, this post gets better.) Every human right I have worked towards advancing in my 30 years of practice seemed to be crumbling. My furious social worker self calls, writes, tweets, gives money, protests, develops action plans, and supports individuals experiencing the many injustices occurring. This advocacy behavior is not new to me, but the frequency has increased tenfold. I experienced a despondency and burn out my optimism of the past would not allow. I felt hopeless.<br />
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Then something changed. As I reflect back, this momentum started with the #blacklivesmatter movement and then continued with the #metoo revelations which in turn hit critical mass from the last school shooting in #Parkland. I began to see America through a strengths based perspective again, and I do mean strength.<br />
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<b>The Start</b></div>
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Even before the Trump Presidency, the #Blacklivesmatter movement began to shift how advocacy became a nationwide phenomena of awareness and support. Technology began to be used to address inequity and racism. The social media storm after the Trayvon Martin murder elevated awareness of injustice through a hashtag. Instead of the injustice only being addressed by the community where it happened, social media's vast reach elevated The Black Lives Matter movement. I believe this movement gave an unconscious permission for people of color to then bravely start documenting the injustice of abuse towards the Black community and share their perspective with the world, not just their community. </div>
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As institutional racism promotes the keeping of secrets in misconduct by power structures, social media allowed a breakthrough of voiced experience to occur. Hearing about a racist act is significantly different then SEEING it. Smart phones and surveillance video became a tool to tape the violent misdeeds of those abusing power. The instances of abuse towards minorities by people in power is not new. The potential of a smart phone, capable of instant recordings and real time video exposure, broke open these offences towards people of color. White people, comfortable in their privileged denial of criminal justice inequity, could not deny what their eyes saw. A new layer of awareness spread across America for some of those privileged open to the truth, but more intersections of diversity needed awakening. </div>
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<a href="https://www.blogger.com/blogger.g?blogID=7018364702492617143" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b>Then Came Trump...An Advocacy Culture Gains Momentum </b></div>
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As the election results became finalized, Women across the country knew we were in trouble. Evident from the positions taken by Donald Trump on legislation and policies attacking the rights of women, immigrants, LGBTQ, and ACA recipients, coupled with attacks on reproductive rights, climate change, racial equality, and freedom of religion, a movement engaging more complacent Americans than ever was born. I did not feel alone in my struggle with the change of power any longer.</div>
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The following personal example started my kernel of hope for change. I do love a good protest, most social justice warriors do. Starting in college I participated in protesting for many causes impacting vulnerable and marginalized populations. Friends and family would roll their eyes with my accounts of demonstration tactics to affect change. Fast forward to today. My mother, MY 74 year old MOTHER, attended the Women's March in Chicago. She even regularly participates in the Facebook group <a href="https://www.facebook.com/pantsuitnation11.8/" target="_blank"><i><b>Pantsuit Nation</b></i><span style="color: black;"> and watches Rachel Maddow</span></a>. Not only did she attend, but millions of women (and men) protested around the world for a woman's right to be equal. If my mother began action to change the state of America, there is hope for us all. </div>
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<a href="https://www.blogger.com/blogger.g?blogID=7018364702492617143" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a> (my mother, Karen H. far left)<br />
<b>And then came #metoo</b><br />
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The #metoo movement offered the chance for the invisible to become visible. A solidarity among women rose like never before. #metoo not only offered an opportunity for global healing, but an increase of awareness as never felt before by all citizens. As the #metoo hastag became a tsunami of posts from women of all colors, status, income and age, a profound awareness spread as each woman (and some men) bravely came forward to be silent no more. Harassment and assault became the face of a celebrity, neighbor, friend, or relative, not just a CSI-SVU episode. The next level of civic engagement enveloped an even larger segment of the population. </div>
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Women across the World are protesting for equal treatment and equal rights. Even with the importance of the #metoo hashtag, out of this awareness the after effect is what holds the most promise. Abusers are losing jobs and status. Companies feel pressure to hold an ethical line not previously addressed. Citizens demand consequences or they will garner their own efforts, through social media and their buying power, to hold accountability to large company deniers and abuse backers. Money is being raised and allocated to support the plight of women without means to herald their own power over harassment and abuse. Protests and social media campaigns are now becoming the start of a larger discourse changing societal norms.</div>
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<b>The hope continues...through Tragedy</b></div>
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The cumulative effect of these efforts will reverberate across America for decades to come, yet these movements paved the way towards what we are seeing now with the #Parkland school shooting. If I became encouraged about my mother's demographic becoming involved in societal change, seeing Generation Z <i><b>start</b></i> a movement is awe inspiring. The "First they came for" adage applied before this shooting. People of privilege (insert name of privilege here) did not take action because it wasn't happening to them. Sure, some people felt bad or hopeless about mass shootings or gave money to help those personally impacted, but what did they 'do' about it? </div>
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The youth impacted by the #Parklandshooting are not waiting to make a difference, they ARE making a difference. Parkland Florida is one of the wealthiest cities in Florida and yet even with all this wealth the deadliest high school shooting in America occurred. The reasons are complicated and important, but the main takeaway from this which offers hope is what happened after the shooting. </div>
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Our youngest generation is developing their political voice using social media and protest to promote their discontent with the systems inaction. Political pressure is being focused across society on a movement to protect youth. The #MarchforOurLives movement is encompassing not only mass shootings at schools, but the societal harm of lax gun laws in America impacting every intersection of population. Pressure is being placed upon policy makers and Corporations to not just donate towards a cause, <i>but change their policies if they want to prosper. </i></div>
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Days after the shooting, some students met with teens from Chicago to talk about gun violence. The Parkland teens message became even more inclusive during a crucial understanding of difference between their experiences. Instead of Parkland teens helping Chicago teens, Parkland teens opened up to a new awareness. “A critical moment came when one of the Parkland students apologized for the privilege they took for granted.” And this is the start of the larger narrative needed to bring communities together in America.</div>
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Parkland students are using their considerable privilege and their <i><b>technology literacy afforded to them from this privilege </b></i>to give voice in attempting to eliminate the epidemic of privileged behavior supporting gun proliferation and it's cultural consequence in America. The blueprint for action these students built upon from other movements will gain momentum towards other morally bankrupt political structures harming Americans. Americans continue to be awoken. The sleeper awakens. </div>
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The discourse across America has begun to make a difference. American's have the power to make America great again...in spite of our political system. This is the hope delivered from the Trump presidency. </div>
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Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-27334003653531947752018-01-11T14:10:00.000-05:002018-01-11T23:08:22.426-05:00Marijuana in a Digital Age: A Potentially Unconscious Impairment As the US government reviews enforcement of marijuana laws, the rest of the country is legalizing use state by state. The legalization of marijuana in some form spans 30 of our states with at least 12 more potentially on the horizon for 2018. As social workers, we need to traverse this changing landscape to help our clients, but what about ourselves? Legalization presents ethical issues for personal use by social workers. What do social workers need to know about technology and marijuana.<br />
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This might seem like a non-issue for social work professionals, after all, substance impairment during social work practice is against our ethical standards. I address this issue because of the ease in which technology allows social workers to practice even when not at a physical place of work and the new addition of a mood altering drug which may fly under the radar of professionals unfamiliar with its effects. The legal opening in some states and healing effects touted by people using THC make an attractive package for those never privy to this illegal substance. Some people who never used illegal substances may be curious. Others live memories of substance use in bygone days of yesteryear. These are not the substances being sold today.<br />
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Availability of THC opens the door for medical, psychological, and recreational use by social workers. Legalization paves the way for smoking, tinctures, edibles, and concentrates to an entire new market. While alcohol stays in the blood for 12 hours, THC can be in the blood for up to 336 hours.The high from smoking marijuana only lasts a couple of hours depending upon the amount used. Ingestible THC stays in the system for a longer period of time with a more intense effect. A high from ingesting THC can last hours with the peak up to four hours after consumption. Documentation of effects, depending on the chemical composition, can last up to 24 hours. <br />
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Texting, emails, and HIPAA compliant phone apps and therapy online, open communication with clients more than the standard nine to five work day. The effects of THC and a reduction in the standard boundaries technology
affords us could open the door for mistakes on social media, or worse
with a client. Before use be aware of the potential effects of use. SAMHSA describes the short-term effects of marijuana use which include "problems with memory and
learning, distorted perception, difficulty in thinking and
problem-solving, and loss of coordination." Addressing crisis situations by text or phone may be diminished. Auto-correct is a bad enough problem with normal texting. If there is a loss of coordination what message could be sent which could inadvertently cause harm? If emails and texts are a part of the client record everything you send has a potential for review or subpoena. </div>
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Due to the illegality of THC on a federal level, workplace law makes it a terminating offense to test positive on a drug screen. If there is a workplace incident, many organizations use drug testing to protect themselves from liability. It doesn't matter if you used marijuana medically over the weekend or socially the night before. If the result for THC is positive there will be consequences. Social workers will need to utilize a cost benefit analysis if they choose to use THC. Is it worth the cost? Only each individual can answer this until THC is legalized federally. Check the rules at your organization to be fully educated on the consequences. </div>
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<b>Self check ideas when using medically or socially:</b></div>
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1. Educate yourself on the pharmacological differences of THC, CBD, and marijuana strains.</div>
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2. Educate yourself on the physical, psychological, and mental effects of marijuana.</div>
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3. Use your knowledge of research to study yourself on the drug. How much has what effect? What do you notice as changes to your cognition (but remember, this study is biased!)What are other changes you notice? Have someone (not using) test your mental, physical and psychological acuity every half hour and write down the results.</div>
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4. Remember, as with any substance, you may have an inflated sense of being competent while using, when you actually are not. </div>
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5. Do you have a back up plan in case a client reaches out to you in an emergency? </div>
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Valid reasons exist to use THC; stress reduction, anti-anxiety, pain reduction, or recreation. The is not a post about the issues with addiction or using marijuana. Research and anecdotal evidence support significant relief of certain medical and psychological conditions. This information is to remind us about being educated and mindful when we use any mind altering substance. Eliminate interactions using technology both professionally and personally during this time. Do not engage with clients or social media. No client wants should receive a text meant for someone else nor do you want your claim to fame to be "the Twitter Donald Trump of social work". The Internet's long memory is not one you want to become a part of in a negative way. Setting up standards for yourself if you choose to partake in any substance reduces risk for yourself and the populations you serve. </div>
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Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-53440695331132784212017-08-13T23:03:00.001-04:002017-08-13T23:03:26.173-04:00White Responsibility in the Current Culture of Hate<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQEeVCZRMAFpl0Gq-IySYTB5eRoADf036zdpX06cyQCRi2RefeZD1foZKiWZpC9lMLzG7bPh3aTjTajjwHydJtWagc6SW4jiWaPJy3A-TkrzSjUfN-iU7uOdz-iRO-bI-nURJI4DMtUUo/" alt=""><p></p>Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-56997607620946533102017-07-13T16:38:00.000-04:002017-07-13T16:40:54.096-04:00Why on Earth would I want an iWatch? More than a decade ago I left my wristwatch behind while I learned to access time on my cell phone. I never looked back. Not being bound to my watch offered a relief from a time bound schedule, or so I thought. As the abilities of the cell phone transitioned into a smart phone, time once again became an ever present reminder. Wearable tech became popular with step tracking to then exercise monitors. Looking at my Fitbit offered incentive and reward for walking plus a time keeper. Once again I had a watch. When smart watches appeared on the tech market it was the last device I thought I needed. My Fitbit functioned well, except when I washed it. After three waterlogged Fitbits' went by the wayside I decided a waterproof function would save me money. Enter the iWatch.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcy7QiXlMHfwr6WAeT0BI9SYsdypqfkGebJlndB_cYgAkPs2uFjh-pEt15iHMGbFDiimqXq-bnkNDjGWd5Q9Z2CobR-btlXxv47WloFtt1FkRLCJXOcDzpH7r69yJIoeP4QEt91Fz3oPI/s1600/fullsizeoutput_dc0.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1215" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcy7QiXlMHfwr6WAeT0BI9SYsdypqfkGebJlndB_cYgAkPs2uFjh-pEt15iHMGbFDiimqXq-bnkNDjGWd5Q9Z2CobR-btlXxv47WloFtt1FkRLCJXOcDzpH7r69yJIoeP4QEt91Fz3oPI/s320/fullsizeoutput_dc0.jpeg" width="243" /></a></div>
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I researched many options for waterproof, but since I swim laps this seemed the best and least expensive option for under $300 and even at this price it is expensive. I took the plunge not looking back since. Besides the swim feature, which I love, I can shower, wash dishes, and submerge my iWatch without consequence. Since I am forgetful, this feature alone proved a worthy purchase. The other features, which I am still exploring, decrease stress, improve my health and offer me options to improve my life I never thought I needed. This is a list of the features I adore (until I find new ones).<br />
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1. <b>Find my iPhone </b>- A little phone button on the swipe up screen offers a loud signal to find my phone when I set it down somewhere and I cannot remember where. This feature alone saves me hours (and being late) wandering the house trying to find my phone. While simple, the feature alleviates a lot of stress for the absentminded professor (me).<br />
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2. <b>Heart rate monitor </b>- Two words: Thyroid issues. The heart rate monitor identifies high and low rates, even when sleeping. When the heart rate averages start to climb or drop over time I know it is a signal for a thyroid check. Oh, and it is good for exercise.<br />
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3. <b>Sleep monitor</b> - I became hooked to monitoring my sleep with my Fitbit. The iWatch brought this to a new level. Being a researcher, I love graphs of all kinds. The sleep tracking option helped me come to terms with my insomnia and accept it as normal for me.<br />
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4. <b>Standland </b>- I sit, a lot. Between counseling, writing, and teaching online I am always at my desk. I even own a standing desk, which would work better if I remembered to use it. This app reminds me to stand at 50 minutes to the hour between whatever times I choose. An added benefit is the reward of earning features within the game encouraging my agreement to stand.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkamdXcyPU4hpmIVBwp_mcczqtH9Z8cOcOBV-aKJAjm9bac9DhLRIfMUx1flJHUol4yF5aB72rwTLekdGz4w11ttY3z9KrhQ4dET10eoSPJN0kLOV1LhIMO2agdrMNg7EQoeZJun4_SwM/s1600/fullsizeoutput_12b3.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkamdXcyPU4hpmIVBwp_mcczqtH9Z8cOcOBV-aKJAjm9bac9DhLRIfMUx1flJHUol4yF5aB72rwTLekdGz4w11ttY3z9KrhQ4dET10eoSPJN0kLOV1LhIMO2agdrMNg7EQoeZJun4_SwM/s320/fullsizeoutput_12b3.jpeg" width="180" /></a></div>
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Standland App - iPhone</div>
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5. <b>Maps - </b>This unexpected feature provided me with a gleeful surprise. If I put the address I want into the phone, before each turn my watch's hepatic system (little vibrations on my wrist) alerts me I will be needing to turn. If you talk through your car phone system, listen to books/podcast or tend to be problem solving while driving this feature saves a lot of time with the recalculating GPS when you miss your turn. Needless to say, this app saves me enormous amounts of time.</div>
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6. <b>Mindful and Calm Apps </b>- These two apps provide hepatic reminders to be in the present and breathe. These tools enhance my mindfulness practices and lower my stress levels. </div>
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These apps represent only a few ways the iWatch enhances my life. For me the purchase creates new habits and reinforces positive behaviors. If you have one, how does it help you?</div>
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<br />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-69962944433226331982017-03-21T12:14:00.001-04:002017-03-21T12:16:21.415-04:00Technology Integration for Social Care Education and Practice in the European Union<br />
<a href="http://www.esn-eu.org/who-we-are/index.html" target="_blank">The European Social Network (ESN) </a>invited me to speak at their Workforce Seminar in November of last year in Bratslavia, Slovakia. <a href="mailto:alfonso.montero@esn-eu.org">Alfonso Lara Montero</a> is the Policy Director at ESN. Alfonso leads the organization to provide a collaboration to network countries in addressing the needs of their citizens through united education, research, action, and conferences. The event offered inspiration from speakers across Europe. <a href="http://www.esn-eu.org/videos/index.html" target="_blank">You can hear their presentations here.</a> The participants and presenters offered their experience to problem solve today's issues around social care. I am inspired by their commitment and ability to think outside of the box for solutions. As their mission describes...<br />
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"ESN is a network of over <a href="http://www.esn-eu.org/userfiles/Documents/Members_Publications/ESN_Members_List.pdf">120 member organisations</a>
in 35 countries which comprise national associations of directors,
departments of social welfare of government, regions, counties and
municipalities, funding and regulatory agencies, universities and other
research and development organisations.</div>
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We believe that social
services must protect and support vulnerable people, uphold their
dignity and independence, pursue excellence and innovation in social
work, listen to service users and respond to their needs, and promote
solidarity with people and their communities."</div>
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Below is a podcast of the presentation. <br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwmLHLbKZd5PyKATrWlW4uxFl78EDszj7qBeYRcwb-IkHeo02b7z8h8cwOY5T7eGPT1yrtJ2OEvNc0lcjzs8n0ODU1SgNZHONnY3COE243LsSWjyGXBnfjy1LIMW2xQHMdY6G1ehOxogM/s1600/ESN_seminar_2016_XI_15-537.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwmLHLbKZd5PyKATrWlW4uxFl78EDszj7qBeYRcwb-IkHeo02b7z8h8cwOY5T7eGPT1yrtJ2OEvNc0lcjzs8n0ODU1SgNZHONnY3COE243LsSWjyGXBnfjy1LIMW2xQHMdY6G1ehOxogM/s200/ESN_seminar_2016_XI_15-537.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ellen Belluomini speaking at the ESN Workforce Conference </td></tr>
</tbody></table>
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<a href="http://www.esn-eu.org/videos/57/index.html" target="_blank">Technology Integration in Social Care Education and Practice in the European Union</a><br />
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<br />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-53723367990311746322017-03-20T18:26:00.003-04:002017-03-20T18:26:36.932-04:00Chapter 13 Technology Considerations in Running a Private Practice<div class="separator" style="clear: both; text-align: left;">
Chapter Introduction</div>
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"Technology can offer challenges and opportunities for the private practitioner. This chapter first explores how psychotherapists of different ages experience boundaries and the Internet. The discussion progresses to methods of integrating technology assessment and digital testing and the impact of technology on the management of a private practice. Digital options per se are not unethical or inappropriate. Each area is viewed through a risk management and strengths lens. The intent is to guide the psychotherapist through potential complication of digital options while emphasizing the ways in which technology can ease the management of a private practice."<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIDGuXtGJgNwarA5BrxOpdHeM_ta_PTNuGhLOc2i9ylNffb_0Xhkpf8bmcF5xP5FGVYbtdMi0iN1RON7nihrYfLJUpvDIG51Vf25GMGeiJ9AzkidNPRHskFEXTKVqJuVqwYCBbisJ9MzM/s1600/book+on+private+practice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIDGuXtGJgNwarA5BrxOpdHeM_ta_PTNuGhLOc2i9ylNffb_0Xhkpf8bmcF5xP5FGVYbtdMi0iN1RON7nihrYfLJUpvDIG51Vf25GMGeiJ9AzkidNPRHskFEXTKVqJuVqwYCBbisJ9MzM/s320/book+on+private+practice.jpg" width="224" /> </a></div>
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<a href="https://books.google.com/books?id=tH0jDgAAQBAJ&pg=PR19&lpg=PR19&dq=ellen+belluomini&source=bl&ots=Yi_OU8Tlei&sig=Z2rL23pN9fkfiCbh9MbaLitoDCs&hl=en&sa=X&ved=0ahUKEwim88WWjubSAhVL6oMKHWEzDQA4FBDoAQgoMAM#v=onepage&q=ellen%20belluomini&f=false" target="_blank">Google Books Link </a></div>
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<a href="https://books.google.com/books?id=tH0jDgAAQBAJ&pg=PR19&lpg=PR19&dq=ellen+belluomini&source=bl&ots=Yi_OU8Tlei&sig=Z2rL23pN9fkfiCbh9MbaLitoDCs&hl=en&sa=X&ved=0ahUKEwim88WWjubSAhVL6oMKHWEzDQA4FBDoAQgoMAM#v=onepage&q=ellen%20belluomini&f=false" target="_blank"> </a></div>
I wrote this chapter to help clinicians adapt the technical challenges of practicing psychotherapy in today's rapidly changing world. This book is available on Google Books and Amazon. <br />
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-4129449033341795172016-12-04T15:47:00.001-05:002016-12-04T16:11:44.154-05:00Election Results : A Crisis or an Opportunity?We do not need President-elect Trump to build a wall, we have already built one between us. It seems the more outrageous the story the farther its reach on social media. Americans are polarized now more than ever. People cannot keep up with the social advances a staggering rate of change in technological advances offers. Our social/emotional conditioning has not progressed to fully understand the implications of social media on relationships, the economy, and health, let alone the political arena. <br />
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Listening to the results of the election funnel through across America profoundly impacted each side of the political process. Nothing could prepare us for these shocking results. Despair and futility surface after the shock has worn off for some, while others celebrate change. How do we move through this time without creating enemies of our neighbors, coworkers, friends, and family?<br />
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Pew Research reported 44% of Americans get their news from Facebook. When analyzed, 38% of Republican and 19% of Democratic news feeds are reporting misleading or out right false news. This reporting helped to shape the outcome of this election. False news, like it or not, is shaping our country.<br />
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Reformation is the outcome of crisis in our midst. I offer an opportunity to be constructive in an atmosphere set up to be destructive. This may very well be a critical turning point in American history. No matter who you support, which side do you stand on...will you reconstruct the country in a positive or negative frame?<br />
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<b>Steps to make our country great again using technology and our critical thinking in social media: </b><br />
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<b>1. Keep your feed balanced with both Democratic and Republican friends. </b><br />
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I know, this is a difficult ask. The reason for this is to understand what information the other side is being fed in their data streams. If your feed only supports your ideology, both sides are in danger of taking the blue pill of ignorance. <br />
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<b>2. Detect and alert about false news.</b><br />
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Phony news falls into three categories, click-bate, satire, and fake. <b>Click-bate</b> has a morsel of truth, but then adds outrageous information so you will click on it and make them money. <b>Fake sites </b>are similar except they offer completely false headlines tailored to draw you into believing and forwarding the information to, once again, make more money. These two sites market to the gullible, don't be gullible! Start thinking of clicking as income. Where do you want to focus your money? If we stop
forwarding these sites then their income will cease. <b>Satire sites</b> make fun of real issues, but some may take it seriously. Reading someones comments to these sites will alert you to if the joke is understood or their is belief in the story.<br />
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Visit this site,<a href="http://www.fakenewswatch.com/" target="_blank"> Fake News Sites, </a> monthly and print it out or place it in a document you can refer to while reading social media. If you find a feed on your friends social media account, don't click on it but put a picture in the comments.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGb1x1tMykY-RNGMKIlJhx66BTduuPNZPFRgkkfqmgwJjpiepY1-sFX4Jc0dM9HCEpsijcU0GX2pVJsnjXuurcrzvCF3wgJ6JM3q2bKsTdCiPC129I8QoR5XnfwSWFcNF36JGsoaavSw0/s1600/fake-website-scam-alert-1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGb1x1tMykY-RNGMKIlJhx66BTduuPNZPFRgkkfqmgwJjpiepY1-sFX4Jc0dM9HCEpsijcU0GX2pVJsnjXuurcrzvCF3wgJ6JM3q2bKsTdCiPC129I8QoR5XnfwSWFcNF36JGsoaavSw0/s320/fake-website-scam-alert-1.png" width="320" /></a></div>
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If you know the information to be inaccurate from the picture you can offer <a href="http://snopes.com/">Snopes.com</a> or any evidence based site (.edu or .gov) as a fact checker. Well known news sites are trickier to identify. We would all like to believe that the New York Times or Fox News is always accurate. Look up their statistics on delivering accurate news. Some news programs or newspapers have a high falsehood rate. Learn to discern the difference.<br />
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<b>3. Engage in critical thinking about news feeds. </b><br />
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<b>Ask yourself these questions...</b><br />
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<b> </b>a. Does it sound too good to be true?<br />
b. Are you reading the article from an all good or all bad<br />
viewpoint?<br />
c. What is the source? Do they support their statistics from valid data?<br />
d. Could my bias about this information support the claim?<br />
e. Is the language of the information inflammatory to a group of people (ethnic background,<br />
income level, sexual orientation, disability, gender, etc.)<br />
f. What do the qualified experts/scientists say?<br />
g. Is there video directly from the person which supports the claim?<br />
h. If you want to believe the claim regardless of what the experts say, why?<br />
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Truth starts with a question. Asking questions is the foundation of our democratic system. If you are challenged on a topic, rejoice! Not only does asking questions offer more knowledge, it increases our embrace of the democratic process. When we stop asking questions and blatantly accept all the information given to us we become a nation headed toward communism. Remember, Communists are not allowed to ask questions...don't give up your rights fought for by countless human lives.Ask questions...lots of questions...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2aBC5349hSE4YK5Jr_XS1tf106STAvZRXj2KunycC-_468-TXnFn5WHtFkcdhZ7GvjxtTi1F-_kfWlM9v82wwzTCGIOx_fSjPloZGNBwJ_WEZukHm9j31XiLGYW_M9rRIRvARMi7-o74/s1600/2016-11-16-nbc-tdy-fake_news_graphic.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<br />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-81055726219160819452016-02-21T14:55:00.002-05:002016-02-21T14:55:26.251-05:00Apps in Social Work Practice Infographic<img alt="" height="640" 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" width="400" />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-49173264826768802012014-11-22T23:43:00.000-05:002014-11-22T23:43:01.690-05:00Choose Peace as Protest in Ferguson This week, maybe as soon as Monday, there will be a decision in the Ferguson case. I encourage you all to spread the word to <b>"Choose Peace as Protest." </b>What would the impact be for a community to hug each officer every time they met them. If during protests there were lines to hug officers. As hugs are offered how does one hold onto hate with the force of love surrounding them? What is the impact of 50 hugs a day? 100? 200? I bet this will be create more impact than riots and anger. Please pass along...buy flowers, give them to the officers....cut out hearts for the officers....spread love and acceptance by our actions...#Peaceforprotest #hugacop<br />
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What will you do to spread peace instead of fear?Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-9873811974542806862014-05-25T12:55:00.000-04:002014-05-25T13:08:11.277-04:00Missing the Boat with Donald Sterling and Athletes...21st Century Solutions<!--[if gte mso 9]><xml>
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</xml><![endif]--> Here is how a social worker would work with the Donald
Sterlings or other offending athletes. <span style="mso-spacerun: yes;"> </span>I
am addressing negative behaviors of the athletic community, but the same can be
said of any community (celebrities, corporations, or CEO’s). Financial
consequences and short bans from playing usually accompany misbehavior. Are
these consequences effective? Social workers know they are not.<br />
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Consequences are given by direct authorities of the athletic
community or by our judicial system. These consequences usually center on fines
and suspensions. Suspensions can be anywhere from one game to a lifetime
suspension, but lifetime suspensions are rare. The NBA donates there fines to
charities, but let’s be specific. How about when these offenders receive fines,
<i style="mso-bidi-font-style: normal;">they</i> are required to pay a charity(s)
directly associated with their offense?<span style="mso-spacerun: yes;"> The NBA is the first to start this with Sterling's fines going toward promoting anti-discrimination and tolerance.
</span>The NFL chooses only four charities (the Lombardi Cancer Research
Center, Brian Piccolo Cancer Fund, ALS Neuromuscular Research Foundation, and
the Player's Association Assistance Trust Fund<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">)</span>, none related to
actual violence, which is usually the reason of the offense. Why are the fines
not given to evidence based programs for violence prevention or intervention?</div>
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<b style="mso-bidi-font-weight: normal;">Who has the power in
these situations and what can they do about negative behavior?</b></div>
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1. <b>Judicial
System Judges </b>have discretion in their sentencing. Advocate for sentencing
befitting of the act. Get creative with sentencing.<span style="mso-spacerun: yes;"> </span>Develop sentencing guidelines with advocacy
groups of the associated issue. There is a 35%<span style="mso-spacerun: yes;">
</span>conviction rate of athletes accused of sexual assault compared with 77%
of the general public according to the Los Angeles Times writer Maryann Hudson.
If Judges could give alternative, meaningful, sentencing this might be higher. </div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
2. <b>Sports
Commissioners </b>(i.e. NBA’s Adam Silver, NFL’s Roger Goodell, etc.) can tie in
behavior clauses into contracts. <span style="mso-spacerun: yes;"> </span>Commissioners need to meet as a group and make
decisions about what clauses will be consistent with every contract. No
negotiation with violence clauses.<span style="mso-spacerun: yes;"> </span>They
should be a part of every contract. The commissioners can develop a website to include fans as to the distribution of fines athletes receive. If the issue is violence, organizations can post their evidence based programs and fans can vote. Make the organizations part of the solution.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
3.<b> Sponsors
</b>– There are some sponsors who drop athletes from their endorsement deals, but
what about those they keep? Riders in contracts about negative behavior can
allow endorsement deals to be void when athletes break the law. Sponsors can
use the media attention to support their product because they reinforce values
and ethics towards non-violence. The sponsor can give the remaining contract of the athlete to the corresponding charities and publicize their work. Or include the public by changing the profit of a footwear product of the athlete's to go to charity. Write this behavior clause in every contract.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
4. <b>Other
Athletes</b> – Positive and negative peer pressure. Turning jerseys inside out is
great team solidarity.<span style="mso-spacerun: yes;"> </span>What about in the
locker room? Taking other athletes aside to discuss how they handle stress,
encourage counseling, or exert social pressure about what is not acceptable
behavior for a person, can be effective ways of addressing the situation. <span style="mso-spacerun: yes;"> </span>The most important thing is back up your words
with behavior. </div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
5. <b>Fans</b>
– Fans are powerful. Organized bans of fanfare buying, writing letters to
sponsors saying you will not buy X until action is taken, or organizing campaigns
on social media addressing unacceptable behavior can make a difference. Money
and perception tied together is an avenue to create change. Make your voice
heard through social media outlets for alternative sentencing and sanctions
impacting these athletes and their owners. Send shout outs on Facebook, make
memes on Tumblr or tweet (#nomorekobejerseys) when you choose NOT to buy
something because of negative behavior.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">When Women Athletes
Attack</b></div>
<div class="MsoNormal">
There are many less women who are in sports committing violent
acts, but there are a few. When a female athlete commits a crime what happens
to her? Tonya Harding committed a crime of clubbing Nancy Kerrigan’s knee. What
was her consequence? She was banned for life from competing in the United
States. Have you heard of any consequence this severe in football, hockey, or
basketball? No. Extended prison sentences are the only thing holding back
professional male athletes. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Solutions</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Below is a chart encouraging alternate sentencing for
athletes.<span style="mso-spacerun: yes;"> This excludes sentencing guidelines for assaults, sexual assaults, DUI manslaughter, and other behaviors punishable by prison time.</span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"><br /></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableMediumGrid3Accent4" style="border-collapse: collapse; border: none; mso-border-alt: solid white 1.0pt; mso-border-themecolor: background1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;">
<td style="background: #8064A2; border-bottom: solid white 3.0pt; border: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-bottom-themecolor: background1; mso-border-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;">
<b><span style="color: white; mso-themecolor: background1;">Behavior
</span></b></div>
</td>
<td style="background: #8064A2; border-bottom: solid white 3.0pt; border-left: none; border-right: solid white 1.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;">
<b><span style="color: white; mso-themecolor: background1;">Volunteer
Activity or exercise</span></b></div>
</td>
<td style="background: #8064A2; border-bottom: solid white 3.0pt; border-left: none; border-right: solid white 1.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;">
<b><span style="color: white; mso-themecolor: background1;">Learning
Outcomes</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td style="background: #8064A2; border-bottom: none; border-left: solid white 1.0pt; border-right: solid white 3.0pt; border-top: none; mso-background-themecolor: accent4; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: white; mso-themecolor: background1;">Acts
of poor sportsmanship</span></b></div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
AYSO soccer coach, finance and create a video/website/app
about good sportsmanship</div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
everyone plays, balanced teams, and positive
coaching, prevention for future generations</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #8064A2; border-bottom: none; border-left: solid white 1.0pt; border-right: solid white 3.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-left-themecolor: background1; mso-border-right-alt: solid white 3.0pt; mso-border-right-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: white; mso-themecolor: background1;">Animal
Abuse</span></b></div>
</td>
<td style="background: #DFD8E8; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-alt: solid white .75pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .75pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Pet shelters, working with Animal Cops/Rescue, finance and create a
documentary about animal abuse</div>
</td>
<td style="background: #DFD8E8; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-alt: solid white .75pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .75pt; mso-border-left-themecolor: background1; mso-border-right-alt: solid white 1.0pt; mso-border-right-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Learning empathy, seeing the devastating effects of abuse and neglect</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #8064A2; border-bottom: none; border-left: solid white 1.0pt; border-right: solid white 3.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: white; mso-themecolor: background1;">Assault
– Male to Male. or Female to Female</span></b></div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
Anger management classes, counseling, group therapy,
finance and become a part of an advocacy group to address violence of youth
in a school system, create anger management app</div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
Education and empathy training, prevention for future generations</div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #8064A2; border-bottom: none; border-left: solid white 1.0pt; border-right: solid white 3.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-left-themecolor: background1; mso-border-right-alt: solid white 3.0pt; mso-border-right-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: white; mso-themecolor: background1;">Assault
– Male to Female, or Female to Male</span></b></div>
</td>
<td style="background: #DFD8E8; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-alt: solid white .75pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .75pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Attend a 40 hour DV training, attend counseling, <span style="mso-spacerun: yes;"> </span>group therapy, Anger management classes, Advocate
with NASW about policy changes for DV in the national agenda, Finance and
participate in a <span style="mso-spacerun: yes;"> </span>documentary about an
aspect of DV, become a board member of a DV prevention program, </div>
</td>
<td style="background: #DFD8E8; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-alt: solid white .75pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .75pt; mso-border-left-themecolor: background1; mso-border-right-alt: solid white 1.0pt; mso-border-right-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Education and empathy training, prevention for future generations</div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #8064A2; border-bottom: none; border-left: solid white 1.0pt; border-right: solid white 3.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: white; mso-themecolor: background1;">DUI</span></b></div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
Develop a video about consequences of driving drunk,
hear from parents and friends of people who have died from drunk drivers,
develop course for other DUI drivers with hands on experiences (donating
virtual reality equipment etc.) Start a foundation for distribution of a free
Breathalyzer.</div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
Educate self and community about dangers to drinking
and driving. Empathy and understanding of consequences.</div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #8064A2; border-bottom: none; border-left: solid white 1.0pt; border-right: solid white 3.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-left-themecolor: background1; mso-border-right-alt: solid white 3.0pt; mso-border-right-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: white; mso-themecolor: background1;">Racism</span></b></div>
</td>
<td style="background: #DFD8E8; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-alt: solid white .75pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .75pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Volunteer at the NAACP, volunteer at homeless shelters,</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Develop curriculum for team based learning about racism with
specialists, attend and facilitate program to companies about diversity,
exposure to diverse situations across the "ism" spectrum, fund and develop free apps addressing diversity acceptance for kids</div>
</td>
<td style="background: #DFD8E8; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-alt: solid white .75pt; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .75pt; mso-border-left-themecolor: background1; mso-border-right-alt: solid white 1.0pt; mso-border-right-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Education and sensitization of diverse populations, empathy
development, prevention for future generations</div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #8064A2; border-bottom: none; border-left: solid white 1.0pt; border-right: solid white 3.0pt; border-top: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<b><span style="color: white; mso-themecolor: background1;">Substance
Abuse</span></b></div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
Start a AA, NA, or CA group and continue it for a
year, volunteer at homeless shelters, create free lectures and YouTube videos to community about
struggles with use and abuse</div>
</td>
<td style="background: #BFB1D0; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white 1.0pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-top-alt: solid white 1.0pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;">
Community support, personal understanding and
recovery support</div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #8064A2; border-right: solid white 3.0pt; border: solid white 1.0pt; mso-background-themecolor: accent4; mso-border-bottom-alt: 1.0pt; mso-border-color-alt: white; mso-border-left-alt: 1.0pt; mso-border-right-alt: 3.0pt; mso-border-right-themecolor: background1; mso-border-style-alt: solid; mso-border-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: .75pt; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<b><span style="color: white; mso-themecolor: background1;">Use
of drug enhancements</span></b></div>
</td>
<td style="background: #DFD8E8; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-alt: solid white .75pt; mso-border-bottom-alt: solid white 1.0pt; mso-border-bottom-themecolor: background1; mso-border-bottom-themecolor: background1; mso-border-left-alt: solid white .75pt; mso-border-left-themecolor: background1; mso-border-right-themecolor: background1; mso-border-themecolor: background1; mso-border-top-alt: solid white .75pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt 0in 5.4pt; width: 159.6pt;" valign="top" width="266"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Run a support group for long term drug enhancement users. Create a
website or app about the negative effects of this drug for kids, give reports on books about
these drugs on a blog. </div>
</td>
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Personal experience with long term effects deters further use, prevention for future generations</div>
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<span style="mso-fareast-font-family: "Times New Roman";"> </span><br />
<span style="mso-fareast-font-family: "Times New Roman";"> Technology
adds to constructive alternatives to consequences and tracking of positive
behaviors. All volunteer work can be tracked by GPS and taking photos on
Snapchat, then sending them to a caseworker, athletic organization, or parole
officer. This prevents people from hiring other people to go for them.
Many other ways of If you have any additions, please place them in the
comments section or suggest them on websites of owners, athletic organizations, or sponsor pages. Everyone can be proactive on any level. If we all acted on one of these, violence would be addressed through proactive means in sports. #athletesaccountable</span></div>
<br />
<div class="MsoNormal">
<br /></div>
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-34687190608237672712014-05-05T10:16:00.000-04:002014-05-05T10:16:08.441-04:00Don't Mess with a Jedi Master<!--[if gte mso 9]><xml>
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</xml><![endif]-->A not so long time ago, in a galaxy not too far away…five
adult bullies decided to take a golf club and beat up on a young adult male
with a cane. Clearly, these aggressors thought of the young man as an easy
target. They stalked him after his college class to an empty parking lot. The
motives for this beating were unclear. Clarity did come to these perpetrators
of violence though. You see their perceived pray is the instructor or should I
say Jedi Master, of our light sabering group.<br />
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmiZz9o4r-U6Z14im3xlYBaOuX5RFPgVnr_puthzxogQvYC1i8KOEBb5D6AiKg_bzbJ9XjIFDHUc8tOrlfXwAJrLYXimEtP4uV7DugB5zH5PlSwdyamABV15J_G2rJ3Kn5aMw05kbaPn0/s1600/2014-03-22+22.47.15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmiZz9o4r-U6Z14im3xlYBaOuX5RFPgVnr_puthzxogQvYC1i8KOEBb5D6AiKg_bzbJ9XjIFDHUc8tOrlfXwAJrLYXimEtP4uV7DugB5zH5PlSwdyamABV15J_G2rJ3Kn5aMw05kbaPn0/s1600/2014-03-22+22.47.15.jpg" height="173" width="320" /></a></div>
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A few of us at a light saber training session<br />
<br />
Yes, this young man has crippling arthritis in both knees and
hips. Damp weather is crushing and pain meds are a consistent companion. The
cane gives him balance and helps alleviate some of the pressure of walking. He
chooses to overcome his pain with his passion, Star Wars. This Jedi Master does
not come by the name lightly.<span style="mso-spacerun: yes;"> </span>Shii-Cho, Makshi,
Soresu, Ataru, Shien, and Jar’Kai are all forms of fighting mastered by
this Jedi. He practices these forms weekly with his training ‘the art of light
saber fighting’ to us fledglings. Yes, light saber technology is now at the point
of feasibility for training, unlike a flying broom. If you get hit, you hurt,
sometimes a lot. (<a href="http://www.ultrasabers.com/" target="_blank">You can get one Here!</a>)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
My initial response upon hearing he was in this situation
was one of concern. That is until I heard the outcome. Five guys and a golf
club attacked this young man. Yet, this Jedi Master was the wrong person to
choose as a victim. <span style="mso-spacerun: yes;"> </span>As the attack ensued,
the perpetrators soon found out they were the flies and not the spider. His attackers
fled with significant injuries from a wooden cane. The Jedi Master has a
bruised ribcage, but significantly less damage than the snap of broken bones. The police were impressed by his defense.</div>
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<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDcscM7Wc2sXjewvUmV5fbIaE3AZMMuiZXXxmOzu37piRFlew9ZGUgSZcNMhYV5EVnxcP2NGXKWCWdtzV2GNCNoVcscZoy7GtzHcF-jUbJ6tmtRN8vtGxUZDg6b2AI0p60hz7lghm9OxQ/s1600/2014-03-22+23.06.35.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDcscM7Wc2sXjewvUmV5fbIaE3AZMMuiZXXxmOzu37piRFlew9ZGUgSZcNMhYV5EVnxcP2NGXKWCWdtzV2GNCNoVcscZoy7GtzHcF-jUbJ6tmtRN8vtGxUZDg6b2AI0p60hz7lghm9OxQ/s1600/2014-03-22+23.06.35.jpg" height="253" width="320" /></a></div>
<div class="MsoNormal">
The Jedi Master dueling another Jedi, both with two sabers</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Culture is changing, geeks and nerds are not as vulnerable anymore.
Technology has shifted the scales of what is cool and what is not. I don’t see many
kids bullying each other with Xbox controls or Minecraft applications. Technology can empower
populations as never before. We just have to think outside the box. How can we
empower our client with ‘X’ issues? How can we empower the perception of
powerlessness? Technology offers these options. What options have you created
for your populations?</div>
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-84477207124147555002014-05-04T12:33:00.000-04:002014-05-04T21:21:14.421-04:00Social Work Internships Optional?<!--[if gte mso 9]><xml>
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Disturbing whispers spread across social media about making
Social Work field internships optional. <span style="mso-spacerun: yes;"> </span>Even
more significant is the petition circulating to advance eliminating
field placements. There was even a thread about if we really need internships in my
dissertation class. Social Justice Solutions (SJS) posted an article supporting
internships with subsequent support from educators outside our profession. Why
is this even a question? </div>
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<br /></div>
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After reading all these articles and posts it occurred to
me, the reason for this push may be two fold. The first is lack of research on
efficacy about internships in the social work profession, but I covered this in
my response post on SJS. Here is an excerpt:</div>
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“There may be no quantitative research suggesting
the efficacy of field placements in social work, but if asked, there are
thousands of qualitative stories supporting the method. We only need to look at
other professions where field placements are as essential to the curriculum as
the content itself. Medicine, psychology, the sciences, and teaching, support
internships through research.</div>
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I do agree we need to research field placements in
social work as to “why” they are effective. Assessing standards of practice,
critical and creative thinking abilities, self-regulation, value and ethical
shifts, or diversity awareness have tremendous potential for research. There
may well be a day when every profession has a field internship to integrate
theory and practice.</div>
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One advantage missing in social work research,
present in the other areas I mentioned, is funding. As more resources for
research become available, the field of social work will blossom in their
pursuits of evidence based practices. Social workers have a focus on their
populations, and not research, partly because finances are not available to
make a livable wage. Research is not on the agenda if most of our profession is
a pay check or two away from our client populations.”</div>
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The second issue may be in the push to streamline education
into an online or blended format. Education has never been more accessible to
diverse populations. Adults now have access to earning a degree with flexible
time options for education. Now here comes the rub. <span style="mso-spacerun: yes;"> </span>In higher education’s push to increase
education options, has this been at the expense of quality education?</div>
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Internships are not convenient. They cannot be done online. Squeezing in a 16 or 24 hour
internship is difficult for anyone. Add full time work, kids, a partner, extracurricular
activities, and for some this is the formula for a superhero or a choice for a different field. </div>
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I empathize, I
do. In graduate school, I had a partner, a baby, worked part time, and some
months bills didn’t get paid, all to earn my MSW. We qualified for food stamps. I held 4 part time jobs, with
a partner and two children during my PhD. However, I still believe we cannot
afford to let go of internships. The benefit of my internship experiences
started the foundation of my practice. Even though it was 21 years ago, I can
still refer back to my internship for learning. I would not be the same
practitioner without my undergraduate and graduate field experiences. My
professional practice would not have the depth it has now. </div>
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For me there is no question about field practicums. I would
be a shadow of who I am professionally. I would not be the same person. <span style="mso-spacerun: yes;"> </span>Don’t compromise the profession for an easier,
softer, way.</div>
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Reference to Article:</div>
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<a href="http://www.socialjusticesolutions.org/2014/04/10/eliminating-field-internship-requirement-social-work-education/">http://www.socialjusticesolutions.org/2014/04/10/eliminating-field-internship-requirement-social-work-education/</a></div>
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<br /></div>
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-16295625515150054252014-03-17T16:20:00.000-04:002014-03-18T16:22:46.210-04:00Social Media: What is the policy where you work?<!--[if gte mso 9]><xml>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Why do you need a social media
policy? There are two reasons you need a policy, risk management and ethical
practice. How soon do you think it will be before someone records a therapeutic
session, a group, a conversation, or a meeting (without your consent) and it
ends up on social media? Some states only need consent of one person in the
recording. The recording can be removed, but if at any time it goes viral it
will never be off the Internet. Malpractice is a broad area. When you send
something out through social media outlets, how do you vet the impact of this
information? Cases of social media and ethical misconduct are already surfacing.
New ethical dilemmas present themselves with new technology. What happens if we
are on the Internet and find our client has posted an inappropriate video? People
are videotaping themselves harming children or participating in unlawful and
high risk situations. A social media policy is needed to protect the client, the
social worker, and the organization. </span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Wherever you are working, go to your
supervisor, dean, or director and ask for the social media policy. This policy
should include standards for employees and digital boundaries for clients. The
consent for treatment should outline social media expectations and limits. Clients
should know what to expect about social media behavior of their social worker.
An explanation of the social worker, organization, and client's social media behavior expectations
should be explicit. Use of video and audio recordings, computer behavior, and
phone usage should be outlined. Teenagers may not think it is an issue to post
about their therapy or another group members behavior. Digital boundaries need
to be defined for each population. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMgr4_V94VRHevlUxe2s-rT3d6hIRNm-Nc5EZ_NKG4I2ts1RLBusjyf6Ug0Cq1dIkwV__AvFtbyFS5il99S2uFUSOdGRAcWhyGgFoI_9hMzRqorWcb_AX3BI_R7FAxi4LDISpzImUqtVM/s1600/socialmedia-addiction.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMgr4_V94VRHevlUxe2s-rT3d6hIRNm-Nc5EZ_NKG4I2ts1RLBusjyf6Ug0Cq1dIkwV__AvFtbyFS5il99S2uFUSOdGRAcWhyGgFoI_9hMzRqorWcb_AX3BI_R7FAxi4LDISpzImUqtVM/s1600/socialmedia-addiction.jpg" height="191" width="320" /></a></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">These are areas to review about your
social media policy:</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span>
</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> When
was it drafted? </span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Social media innovation and laws
surrounding it, change on a regular basis. If your draft is over one year old
it needs to be updated.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> Which areas does it include?</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">
This is a list of areas to consider.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Cell phone privacy (passwords, theft
management, texting, e-mails, social media involvement through apps)</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Security of confidential information
at home and at the office on digital devices</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">HIPAA or FERPA considerations?</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">State laws versus federal laws</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Personal social media behavior negatively
affecting the organization</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Client social media behavior</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> Do the rules expand into your
personal life?</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> There are some ways organizations
can limit your personal behavior on social media. Identify which of these areas
are lawful and which are not. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> How does it protect you?</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">
What happens if you are the target of a social media attack or incorrect
information is posted about you online? Have a policy and procedure addressing the
event of a negative social media instance. This policy should address
individual and organization negative publicity.</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> What happens if you don’t follow the
policy?</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> What are the consequences to each infraction?
Is there a method to revise a policy when it becomes out of date<b style="mso-bidi-font-weight: normal;">? </b>What if you have an unintended breach
of ethics due to technological ignorance?</span></div>
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<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">How legal is it?</span></b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">
A policy can say anything with good intentions, but it still may not be legal.
Obtain professional council about your policy. </span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">The Canadian Association of Social
Workers recently released a “<a href="http://www.casw-acts.ca/sites/default/files/Social%20Media%20Use%20and%20Social%20Work%20Practice.pdf" target="_blank">Social Media Use in Social Work Practice”</a> manual. This
manual is the start of defining ethical behaviors specifically for social
workers using social media. </span></div>
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Share <span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">examples of how your organization implements their social media policies.</span><br />
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com10tag:blogger.com,1999:blog-7018364702492617143.post-2938460576619117342014-02-02T16:17:00.001-05:002014-02-19T19:53:47.198-05:00Technological Advances to Grieving and Closure<!--[if !mso]>
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</xml><![endif]--> Losing people we love is never easy. Since the advent of video cameras, families have used televisions to display streams of memories during wakes and memorial services. Often accompanied by picture boards, mourners had a way to remember times, places, and experiences of their loved one. Complicated by
distance, illness, or finances, some mourners never get the chance to say
goodbye in this way. Grieving the loss of a loved one can be complicated. While technology
is not new to the field of grief, we are now exploring more digital options
connected to technology allowing for client centered grieving options.<br />
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YPlplaRk4u1s6vjysqqRCKvYNQwauqbFcqA0HCquaWpuSnVjEIh4XAIEAFlTMXBiEgjHBKMx8DwGDgaBcagIEiYEQpmiIYdx8E+MsEYU9AnzQlgWxO4hw0pNtw9JT4wMz2KXpFTX1cq5DJopVmVpenc6lwZr1RQm9fAK5Xxy8TsIv3n+90GXqmgLj8p3js1OXRkQJmSFB4V7RUR6Z6aFt7d2Z6bk+np5eQf6EYwJyMIaLK5KdnclGhKJZmSoSgwCHwCAjc8aXwMBjOwssZ7eFvg8QYQ0O9ABv+UlOgdHmH34b9+kBuOaS2iSNNxI2zPObn3Tm/svjqmrYywP5yh4ERzaNFcZgqbHlVfEiSoiOYUBCurY05LEitDQLxY/Gh1WEUUVVTquz/GuDp8qjrs+Gi169XRiqmGlH5h/LNLyrnG8K5KO1YWbL4j4d2DM/3t5YyCSAEjTURLFNDiu5uYE8Oy5gYavyZbXJUtrswR0TNFjMwPBkbVc/NTwA8Q/t3dsP8LTPeT8YMdHR29fPnq1atXWt2vNANnr1za2Ntc29nYPbe7fe7s4vbu5c/ufvbo6zPryzNzkz9COPYeQn15cHxqeGJmZPbM5PrW0vzS9NBI38RY/0hfu4hdJuEUKZur1B2cXqVArRT1KYVqJV/dIRhSiUd6G6eHO8f72pZm+pan+89M9B7srwZH+h83PJaSmbq0uiqWNYdGxvEEYgcHp4iICCNjAxyZhDehkkkkDAaOwyKoBAwaZoSCg7AoKBoNh0CMYeA/YOAnYKBjKNhHSOgxBPQ4HmMMg36IQhsi4IYUMtLNhuTlZBroZR/i5xTo6xgW7BYa5BYX65sU50MvTubV5SlkVe3yaim3pFFYIeWWyPhljcIKMbtILihnV2anpwTW1BTc+exaTHRoQKBLWLgrnZG7tHiGVVcdFRHk4+9EtbUi21pYONthKRQsmYzGY5AoCAT2EQJz8qTRb2GwY56uZmGhdmamcALaiEwC2bvgPH0pJrh/6hPFD9XY8JNgkgzsbm/CmxvSh5v0/nrbyzOFQ02ZXFocl5HCr4xvqE0QVETJGLGq2ri2Quci198o82w+Hq5sLPTm5HsuqwqfnRUMMeyGKuxf7DVfneUMSFIvnuZ+fb7h6lzhkNB1czDj3cOZ3aXmqsJoASNVykwV0hIk7HyZiC7hlXOrcsXVeeLKPCE9R0jP+aB/RDU1OwYAgA7Q6LRHv05a4i+a9i+NX+7rmdIAWg2g1QA6HaDTARoNoH8UnVb3TvNOp9XqAK1Wd/jDF3SHR2+/f/H902cvnj998/rNjy7o01ffPXn5AgAAnU6n0Wj0IeLffE72L59b3d1aP7u9c/H86tm9he2ta3fv3nnwcH5teWxqbGZ2cmZufHpmYnJ2fGp6dHJmbGJyeGJ6dGJ6dHR8aPb05Mb26szpqZGRvpHR7qG+Nj67SMov7mpnqZU8lVKgVoqGlMLeVq5aIVIpRGODyv2dxfMHq+fObawuz87NDJaW5GAwSBcXRw6LU1vHTYxPnZ9fyczIBoGg5pZmUBiYamqCI+KRSBgCDsai4Ug4BA41xqCgcDgYCgHBYRAM3BgFN0DBDRHQk1ikMRptjEIZgcDHEUgQEgUlEOBmJJSVKcbFnurmbOblZu1oaxId7h0T7hUe6JKdEl6SEzmo5A918OS8Ugm7UMYvlfzojsqEZayqnKzsmIZGwbNXz7MLskPDPPz8HYuK0+VN0tCI4NBgn+BgH9eAYI/gMK/gUAs7exyRBIHAjMBGcAQIjTYEG/8WDf/Q2hIVFOLs7EQ1NUNb2OAo5lB3L6o54V+GmtPGhJ68OIOygN8Oy0KA1ytf7HN7WNY3VxkDTblsegyXkcijx/BoMayScDk9ekqS1pBlkWTxP2k+Jz4ZLh+oCREVBy/00B+uCyQpSFkKAngydX+vqbk2UloVMj9Au7jAvb4lvLkjPr/EfXxnUlaXJKlJ5NGSeIxMGb9cJqTJ2KWi6mxJdZ6QkSViZokr9RDOjAIAoAOOdDrN0dHRrxAR/UXT/lywfjF+CaHuB/YADaD9ET+NHkUtoAMArU6nBbQaQHOkfffy8NWL19998/233795DgCvAQB4qTn68vvvt69c7hjoptXRAxJi86prgL8zhLuXzq7sb6yd392+cmlpb2dhZ+v655/f/urLhdWl4amx6dNTM3OT07MTk9NjUzPjk1Nj45Mj45MjU9Pjw6MDs6enNnY3JmYmhsf6h4YVA71yHqdAKijtVnDVXfweBU+lFA0qBCOdoq4W3qC67cL5zU8/vfLJp9c+uXV9Y2e1hs1EoaCWZmYleQXebp61lfWrixvpKdkWljYQCAiFgpIpOAszirHRCRQSikHDMWg4Gg3HoOEEAgaDhiPgYDwOhURC4DBjJAICgxljMTA4DAQGGUBABkg4GIdFYNBQAhZGxEHNKGgzCsbRjmpGgJmTEb7u1kmR/klRAQkhbuLa3NPDLaqWWjGroIFXLOGWSnmlIk6xVFDKYRcUF6cPTw5/++5FCbM8NjEkLiEgKNTdwtYcioaHBHrHxISRrR3tvP3ScvJCwiLNLCwgUNgfjn1oYHTS4MTvqVhDPy8zRydcYJCLj5+DvYuZs5eVnbOJv68VEfY/KtKoTRXU2vDfMqJOHiyyAe2NS2v1p7sj7u7y5LWJbGaMoCquoTZFQE8S0pOU9Ym9taFtuVb8ZGKZz/FlYURHvlNtlteArHihKXWG66cqIl0dzbm3K26sj60vDWKVh7eK0z8+N/Dt3alrm2Lg2/nF4SohI5LNTOFWnpKLq9pETDm7WFqZJanOEjAyBYxMcVXOB/2jqvGpYQAAdLojnU6rX3Z/2wX3/8P+MoT/+6fS6Q6PNN+9evH0xfNXR6/fH//mzYuDK+e6BrqLqitDU1KcA4McfbwcfH3JLh7+CekAAOhzpX8nv2Dn/P7q/tbG+d2tSxeW93fnd7ZufPnFp/fvzS0tjv0JhBNTo5PTY+OTIxNTo6PjQ2cWZjd21senR4fH+oeHOtSqBh47Xyoo7VZw/gihUtLXLlA0shfmhr59fP/q9Qvb++tTs2PFZflObnaWFtSsrEw/bx83F7f6WnZiXEpYaLSLqzuRiEdhYFRTkqkpyeDEMSQCgsehkAgIDotEIaFYDAKDhsOgxigkFAEH6QcSAcZi4HCYMRh0EgY1QiLAKCQECQMRcXAsyoiEh1EIcCszghUVY0qAudqZ+rvbJET4pUR5p0W6dsor1S11wrpcKbe0gV/WwC8TcYol/BKpoFwgrJyYG7nw6WW2uP5UQdKpvLjkzGh7N3sLe6vQsMD4hCgrD1crV9fYlAS/ID8bW2sw1Pj3H/7GwOBDBPS4v4dlbkZoSLBdUJBTUIi7q6e1h5+di4eZn5d5sDu8udpTXWfNiT9em4y8sCIFgFv3riifftL0xVk5nx7Fr47lMOIkzGQ+PVFem9ZICx9gh/czPdqL7LuLHc61p/Yy/bkFQd289E9navfaYvrLTW9OFXx7oWVAns1jRLDLwtjl4b3NhQdL0jdfzb57tHR+sVlWk8BhpPJr8xrFlS0ihqw+X1KdLanO/iOEA6Pq4bF+AAC0uiOdVvvrJOj/ov3HvuifYnl0pDnSajQ6rUar0+i0744OX7998933z5++eP7y3Rt9sPvi8PD2w69mV5d5jfKI7CyXsFBLN0drN3sbT3dbT09nvwD3wGCXwHDbwGgr75BXr94AAPD3m421/c3V/c2N8/sbF84v7+8u7e3cenD/5r27c4tnxqbHJud+BuHUzPh7CMcmhheWTm/ubY5NjQyP9w8NK7o6ROy6vIafQNjTIRjrb1XI2We3F77/7qv9g42VtaXxiZFyWomTi4Onp3NcfLSXrxfIGOrt7RsdE5eamhoVHWNvZ4tGwUkENJGIxhPQUIgRAg4m4NE4LNKUSoLDQGgUjIBHw2EgJAKCRIDRKCgaBcWgYWgUFIWE6PGDw4yhEEMI+CQODYZDTqIRIDTSmISDErDGZDzYjAj3drEO9nGICnSKC3EsyYnq7xQ0iWgyfplMUN7ALxNzi8W8ErmU0d8n7xtW9Ay0NitFjS01PGEZh1dRWJGTU5JTUV1SQisMiA1OKUhJOZUQER3g6mFvBP4ICjfEEaDeXlYlubEZSX5BATb+vjbhUd7e/k6e/vY29gQPZ3xOtPl676lZqYuqhvrJGuu7+xtHh18+vjsHPF2cV9PqiyMF1bF8eqyAlsqjJfNLo/oFKTOSJGEyIcvxn2d4oXcmGYoST05BUGtNzPOzjWvSQGn8ie/3OcCDqfUxlpAWJaDFccuj6orDmjhJn1/qfXVv/sH1qTZ+DpeRImYVtTRUNYvoopocaXXWzyDsH1ENDqsBANDqjgBAq9X+XwHhn2HuJ9s6rVYLaI5+8Dq1GkCrBXRaQHeoO3x1+PrFm5dvNe/en+nOF18sbK5LWltySku9w8LsfLxsPbzs/P2tvL3svN1dfH08AgPcAgO9QsM8g0Nd/UOcAsLJdu63bn8GAIDeL/h7oLi6s7FydnPjwv7GhfNLezvLZ3dvP3x444s702dOT8xM/McQLi2f2dzbGh4fHBkfGBrs6Ojgs2pz9UrY28XvUfC624WqjoZzO4svv3vw5s3zx98+uvbx5XZlW0FRXnhEcFxspIOzLZlKcfP0rGezcnJyw8JCPb09LS2pKCSETMbg8TAkEoxEQGBQYwIeTSHjzc0oSAQEg4ZTTYgYNByPQ6FRMDwOgUZB9TKIQkL0NMJhxhCwAQxqhEKAwcbHETBDOOQEAnoCizQ0JyNxKAMHC0J4kHuYv6OXMynYx5JfV6ju4MmFFQ38Mgm3RMovFfFKGsV0VY9gaESmUos6uthdXey2tsrWthqpvEbQUCdp5qXnJnhHeTHYhdX1+SUVaeHRfigcmGyCtrbG+/vaFORERoc5hIfYBgXYh4V7+we7uPvZWdrj3J0waaGEuZa4Ma75sMjh0Y1uAHj08P6l6X7W1qxQVhUvYCRzGDHiqmQJ45SIkcIpClnuLO2rCSjxPZZi/f8OVnndnKDJ850FZeFKVuJBz6l5rkdnJvJSbzLw+ehyf42gLEJWmSqoSOBVxDZUxfe3FH6y03NlvauhLo1XmSHhFLU1VMtFNFF1lqQ28+dKOKbuH1IBgE6rPdQvNa0W+JUx1P5EgbX63wGN9gfedDqdRqfT6LQ6LaADtBqtTqsDdIAG0B5pjw51mreaw0Od5rXm7TvgSAPoXmnePPn+2Y07N4YnRyqqGJEJcS5+XqZ2NmaO9laurrbePo7+gbY+vg5+/i5BQe7Boa5BgY4+vg4+PnYeXnaeXs4+vk6+flRbu63tHeBHCP8myar3T6ffXd5aWzn7gxIu7e0s7+/e/ebR9c9uT52eGZ+bmpz9jyBcXl3QQzg81j803KFo57Fqc+Xiis42VreC16Pgdbfzr1zYAoC3X399b//s1tyZ6W5VJ41eHhkdbm9v5e7qYGdtbmFlweVyEhIS/P19/Py97O2tLCwpWAwMBjfA42BYDIxIwCLgYDQKhsehiAQMDGqMRECIBIw+UMRhEXgcEoOG4XFIBBwEhxnrUdR/6uFEoSA4DAyNBKHghiiEAdjw9yDD3zpakVzsTLxdLeLDPUID7FPjffu7xXJBhVxIF7ILpfwyCa+kQVCmaKb1dlcNqGtVioqmhmxuXYJUlC3g5VZWprG5hbHJgV6RzsWMJBojnlmVnpMbS7Um2DqRbaxQtjbIhHjP6AinnMyg6HDXoCAnNw8rRxcTd09TP09yZY7rcmfqJN/+5mbR/Y+HAODl8kx/eW4wnx7PKk2Q1eewKiL59CQBLYvPTGmoiBwTxrcU2HLi0cXev2svtNpUpMqLvQWlYR21MXfmKofLzcaZZpdViQ+3pFcWW+vzQzlFMcKyRCEjhV8Rz6uIUIpOCZkxfFqcoC5LwittbayRCSr4NRni+kxxZZaAkSmqzP4Bwr7BHh1wpNNqdLoj4D8Dwp+mQPTK8371Hx0dabVa7c9NBUwAACAASURBVI+RqlarPTo8fPP27Zujw5/W8l68e3Pr7t3J07NckSA+JcnN39vS2Y5iY2nlbO/k7Wnv6eHk4+vk42/r4eXiH+jk5+foG2jnE+jgG2zjE2Tj7kV1cDJ1cLb18nbw9XXwcjdzsJ0Yn/jbPqMev8PDQwAAjjSapc3ltbPbG+f3Ny6cWz3YXzm798W331y7c2tibnpybmpybmp6ZvwXEE5Mjb6HcGNnY3RqtHewe2y0S9khYNedUjRXdbWzezp4QyrpmWn1w/s37372iVTGF4o4VbVMsURUXJwfFhrg5e5kb2ViaUZysLWKjgh3srczIWJtbcxtrU1JZBSFgkFjwAQMhELCmlAI+oAQjYLpwSPg0fqwEIdFYjFwHBahRxGFhMCgRlCIIQIOgkIMsRi4keFxJBxEwKMwaBgCAcKjIXgMDAU/CQcfxyCN7K1JBKxxqJ9TRVFyYU5sq6y2QVjRKGEIOUVSfrmEWywVFHW1VPR2lPY053ZIUhpY0fW0QGFdNIsZVVcRXV+dmp4R5BJoWVwey2TGlZRERcR4U6ywzh5mZNIJeytoYqJPWmpASpJPSICdkyMpLMItLTMsIzssMcZJRAsblURMStwOTufduzEOAO+apbW0ohgOPZnPzOYxUgRViUJmqoieKWSmSmlhk6KY0fogQSqeFnhivzNjWhTVWRXOLgycasl7ftDQnAJpSwVd60//Zr/x8bUpYVm8oCRBWJHMKUkUVCTyGTH88mghM0FQmcyrzZSJKxTNNRJuiaA2W1STKWRmiCozxVU5f1RCLXCo02p0Ou2v1bb1ywWq+9F+oPEnQ6PRHmk1h5rD12/faX6s4704Orr3zTdbF861dHbl0yp8wkJtXF1IVpZkK0tzB0cbVzcHb09nHx8HDw87Dw8HLx87T087d3cnT187D08nbz8nn2CStSvGwgFpYmXh4BybllpaVY00t7QPDLLz8zF3cmBzOD+9vb9+Rt73pgIAcHh4uLi1snZ2e+P8nh7CtfMHnz/+5srtG+OzUz9A+POsjB4/fWJmeXVhbXt9ZGJoYFA9MtLZ3sJl1eY2SyvUnfyeDl6Xgjs/2wdoXzx6dGd9Y0EmFwlFXCajPD87PSM5ITE8ODrQx9Pe0sXa0tHS1NHKxNnWws/D0dqMYErBkAlIEhaFxSJIRCzVhEgm4Qh4NB6HgkGN9TGhPlmKxSDJJKze/0SjoEgEGIkAg0En9akaGNQIAjYAQ40QKDAKAUYhIBgMHI0EIWEGWIQhEnrCzopCJcFRsOMRYZ51VQWcuuKWJpZUUC4VVEj5xVJ+iZCd19lUrG7P65YmKbiRjawQAdOXXe5VX+xeV+ZXT4soKYr0DLHLKQitpkefygnyDnQgmmNROEOw8T96ueCTk3xjE339fCxdHEnZGWFcVkFGekB8jHtagkdhkuNoa/rHy+W3DkSP720+//ozcX2JkJXPoqfxmKe4zFQBM1nITBHSU9gV8b281D1VwUCle2WEcU0k+OOR4pcXO0Zl2bW53meUxfcW6yUJxrUB/+vqQMZXmw3fXJuSMJI4pfGCimReeYqAniygJQjoSaLKRGFlCrcmWy6mNclrRJwSQW2+oCpLxMwQMn+EcGi8r3eg++jorQ7QvM+O/udCqL+JQ532CPhlnvbxs6e7B3s9/QPlNTXhCYl2bu7mjk5mdvbWLq42bu6OXt4uPr72Hh7WLq6WLq42Hu52Xt62Hp427u72rp52Lq7WDi4oPMkIioBhiB7BYdU84fLaxqPH9wEAePfuexSFbO7i7hgUZOrgmF9QAADAe/n9W0GoP+Hrt28WN1bWzm1vXji7efHC8v7u5qULnz/++srNT8ZmpibPzEzN/TIvOjYxrHdHxydHVtYW17fXBkcHB0bUw8PKlqZ6Vu0pmai8p4Pb08Ed6BZfPrd8797Hz5492Ng4PTDU06Fs43NqSwtz89MTo30908P9k4N8gp3sfews/Zysve1NvRwtbcxwFlQsBYemELB4LBqPQxPwaL366SURh0ViMQg8DqUXQywGrnc7cVgEFgNHo6AQsAEcZoxGQcGgkzCIIRRmjEBC4HAQHG6MQkKhkJNwqAEcchKPgThYm5BJMBIJ6mBDLsxLSkkMapJWibglYl6JiFfcwC8Wcwvk4pyeplM94kQFN0xeFyCpChDQvDlFrrX5HvRcn8LCMI9gx5RU32paXG5WkJuXDRhrbGKKtjAxzkzyzsoO9fGztXUgysRVbU21SbFuiTGOsRH2ZflRieFWQ+2nbp+X3r+hvndtYaKnsbIgmluVwa3MZDMzecwUPj1VwEgW0BN4zOQuTtysMKoxy5SXjFHRnDbbkr6/3NVaHcEqDFTz4g/UuU2ZSLrfPzxcqQS+nHp4dayhJq2uOIZTksCnpQoYyTxakvBHCHl1OXJxhUxaI2SX8+sK+NW5Imb6zyHs73rz7qW+nPafUqLQQ/ju3buf9ovpAOAdoHv68vsbd2/PrSyJ5A2pOVke/r6WDrYUayuqnaOZg7O1q4e9p5eVq4eNu5edm5eNm6eNm6etu5etp7e1l4+1u6e5kxvJxg5HNcORqWaWNuER0RKx7Oz+gUZ39ON13gDf33p29cynO+OONhRbJ2d7n0BrZ/fw8IjDd++Av11L9/scD6ADXr58sbC+vHFue+viwfbli4u721uXL957/Pj8x9fGZyanz8xMzkxMzYz9tDIxPjkyOj6k18O1jeXVrbWBkb6hkb6hoQ55Qw2Pna9oru5WcJStrG4Fb2Vh+Pr13fW12YX5yU9vXt5eWzg9NTI11C2rZxYlxzCzk2vzMspS4jJCfOO8ncM87YLdbFxsTMxNcFQinkIgYNF4MpFANSHgcSgUEkokYPA4FJmEIxIwJCKW9EO1EASHGWPQMCIBjcch9WlSBByExcBhEEM4HIRAQWFwEAwBhsFBCDgIhQajUCAE1ICER5IJMDDoDxQy0toSX1aSUVKcJhMxmhuq6qtOCdkFIk6hiJ3LqUtrb8jplqUoeZHyumBxZYCI7sstcKo55VxV4FNWGuPkax8T5VaeH5qXEWZmQ45MjGTWFEeHOSVEOgWF2JnbYBrbuLs7s0JOcVVZfGG2X36mf3aaXx0jfrSP/vG55k/OqXbnumRV+UJGQn1JdB09pZ6ewWUk8mjpfFoSlx7NosW1V4f3lDsuSkM4schpTsDVocKDwXJBsR+/NPjjRdmDDUlN6DGm3z9+u8MBHi9M9zBqCsNZpXE8WhKrPJFHT+IxkoT0JOGPEDaI6VJxFY9VJqgt4THzRZWZf4RwcLxPPdD95u0LHfAr1Qn/4tk1Gs0nn92a31qXtDRllxR6hQRZOTuY2FpSbS0tHO1tXF1s3FztPX1sXb1t3L2tXLysXbytXTzt3LzsPHxsXL0snN3wVrYgAvU4HGmAxHoGhtLrOAtLK/fvP/jZZQ6fPPny0hf7I5+dkd+dEX22qIj2sXF0sHdw97N09HB1dX/+/HvgR3i02r92Tg4PD3/QegD47sX3ixsrawfbW5cPti9fXNjZ2rt25Ysnjy98cnV0enJ6fmZqZmJqZkxfo5+YGh2fGB4dH9JDODE1ura+tLKx2jusGhrtGxxWNEirWLW5LTKGsrVepeQP9IjnJruXFsYW5oZu3bxw5eLOpfP7r75/8vXdGwPtcmllcVsdvZNXKaMXVuUklSZHlKdGJ4V4eTtbWpDQ5mQCGUfAoLBkItHSgko1IeJxKDwWicMiCT+iSCBgsVgEFgNHwkEImDEGDSPgkBg0jETEwGHGWAwchQDDYIZwBBgCM4bBQWg0DIeBIxFgBNSYiIUSsTAExACHAcPgJwlEeEyUD6e+TKkQqDsENcxMASufU53Fqcmsr05ukeV1NqQp+DFyTqSoJlRaFSgoda/Ocaop9CsrifYLdU9J8KsqjqUXJZhakcqraP2DXeWF8cmxHsEhTnXc8hu3DyYmukb6G/o76sf62APdrAZBUXtTRbeiYm6ybmlCNKHkDrTU9zWXKyTFQnZOZWlsfXkcqzyFS0/g0CNlnMwRWeY0L2SGG0APMewps7u3WPv12VZ2oY+UGf3JatPnS5wSr3/sLiB8u80BHs5OdDHqS8K59AQ+I5ldkcihJfDoSUJGoqAyQVCdyqvNaZQwxCImr75CUFPGZeaJKjP/GBMOTw4oexXfvXimBQCN9uhIpz061Gl0fywK/Pnx0/qBRqs90uiONJojjeZIo9P88IOv0Wo1Wq1Wq28j02oBnQbQarXaQ43mzeHRS+27V8DRIQAcAcBrQPPgu6frB7udg70lNYywhFgrb0+CjS2CSiWaW5rZOlja29m7Olk6OVk4ulh5eJk6u1s4u1s4u5u7epi7eZi7uZu5uGAtzOEkAgSDolpbBkXFVHElq1vnXh/+HB7ta83zxy8+u3Z3XXVnvuHWaeHDBd7jJdGjecHz3d6CWG+8qbl9YLiVmzvR0ub67bsAAOi0Os27Q51OqwM0mv+jVoGfV1n003Kk0+gA4Oun385vLK+d2968eHb9/LmVs3u7Vy/fe/J499LFsZnJ8enxybnJ8emxsZmx8emR0cnRsanhkamRsZnR4cnh8Zmxjd315Y2l3kH18Fhv/0CLSEjnsvJbGirVnbyeDl5/t6yvUzo32Tvar9hcn1laO/P18+8BAPj6zudjjQ2L7eLTTeyZRvawqKqbU95aU1STm1yQFBXgbO1gQbE0p1pYmJIoJAszM1MqiUTEUsh4MzMKFodEYuA4PBKJglLNKUQyDk/EYHFIEhmHxsAxGDgGi0ChoEQihmJCwGIREKgRDAZCo2BYNAIMMkDAwWCQARIBMTY6CYEYgkEGWDSUhIPBoMdsrQg5adHc2uKBbmlNRQaHmcWhp7Po6VVl0fy65GZhZpMwoZEbLWdHiKsC6ovd6grc6sv8KjLdC5OdS7N88rP8U9P9nT1tqllVa+urtz/7eHllamisc/fg9PnzZ3o6OAJWTlcLY1TFGVVxR/rF/d385aX+8xfmdjeGxgfFihZ6m7x0rF+wONOsVlZ3NtNaxAVsZgKzOHCkq/TcGdFMa3ZNLIEVj15pjrs6yfzmgqoq36u6KFhWFyovt6kM+7Ajj/zuUivwaHmxv55VFsmtiOEzY3n0GD4jUcBIEtZkcBlpbEaGhFMk4ZXKuKXiunwuI1NcmSOqzBAwMn4oUQxPDSh7O759+UQHAIfAkUanOdLoqwD/Yc/KL+t4Op1Wpz3Sao40Wq3mSKM51Gn0eZ4jHaABdFoAeHt0+OL1q7dHRzpApwOAtwDw9asXB9ev9o6PVvO5sempLn4+FDsropU5ycqC5GhPdXc1d3U3c3Y2d3a0cXGxdnG3cna3cPYydfaxcPazcvS0dHLHW9oa47DHYKCP4GBHX68armB+df3+Vw/+hIZX2hf3nt3dv3cw/sma6vqS4v5K84NV+Vcr0ieL3CerwidLkud7Kk5eLNHc0sov1NzVDW1iNb+2CQCATqvVaXU6nUYHaI7+TyH8yZRpNVqdTnek1egA4OGTx/MbyxsHu5sX9/Ux4d61K/eePN67cmFsZnJ8ZmJybnJidmx8Zmx0amRsenRkcvj90EO4tL7YN6QaHlP39beIBDQeq7BVXqVS8lQKXm+npLdTOqRu6VWKh/rbp8+MvwIAAADuXruxPdK/2SFdaRdONdTMtbDHpHWD4hp5TWF9cXaUv5urjaWluYmJCQVHJJiYUCgkHB6PJpNwpqYUigmBQEATSFgUFkEk44gmeDQajkBCsDikuYUJBouAI8BoLIJAwpLIOCwOCYcbI+FgKMQIDgNh0HA4DAQyPgmDGoOMT8JhIJDxCTjUCIeCohHGpibIiGB3MbtioEtWkRdXVZxSXZJUV55cUxZTVx7dwEtvlWaK6yIFVf6i2kBOhU9lngvjlHNFpmtpilNlfsipzICoOE8kHhQVH3b56vmz57fPXdxYXps4f3FpcbF/UC1VttT0KTmKZianMpVXl721PPTpx5sXzi8unFEtzCq7O1jc2iwJP39sUDQ5JM7L9G2Vlo73cmaHBANtxYMt+UpWTGU8iREFnmuM+HSBfTDN4ZSGMAqDZKxwabEFM+LDAabdqwstL66PtXMzOaXRrLIYXnkMj57Ao8fzmcnC6gw2PZXFzNS/QEDGLhZX5/KZWaLKbAEjXcjMFDCyRJXZHwxPDXT2KR8+fagFdEdajVan02q0f1EJf148B3TAD+UEfWJT79G+PTp6ffju1dHhy7dvnr96+eLtm5dv39x7+GB5Y72xU3GqvMwvMsLK1YVsY42mmmCoVLK1tZmDo6Wzk4Wrs7mzl5mzG9XRiepgT3W0M3dyMrVztXD0NLFzRpDM0BQKCoMimhA9fN1ZfNba5uqfAKABgBeA9unb77948tneFxcmri+33VpturvecG9T8tWG+MtF8cPVlm+3mp+tCp+ti5+vy7/bUgyKyogmZla+IbbevmgTS4GsCQAAnUYLaHXavxJCjVb7oxICAPDl1w8Xt1bXz+9sXTzYvHh+5ezeuRsf33vyZPv8wej0xPjc1C8g1I/RqZGh8cGJ2fGN3fX5lTO9Az3D472qXrmAW85jFbY1Vqu7+N3tPLVSpOoQq5Wy3q6Glibe6uYSAACHGuDR7c8uz8+caeLPN3MW2vinW7gzzZyJRl4bm8atyE+NCAzydHJztLW1tiJRCFZWppYWVDMqycyUbGFhYmFJxeERZCrRxJSII2AoJngUCobBIpAoKNWUhCegwRBDDBaBw6NweBQaA0cgIEQ8GoOGg0EGMKixocFxPZBQiBEWg4BCjMDGBjDwSQIWZkHF2lsRctNjpkc76MVJcSFO6TGeGbGeGbEeKTEOlSVhLZJsGTu6usyrvtybx/CvKnCl57gw8zxpef7M0uikBJ/s3ERbRzOuoGpvf2VjdfrShdXbN/e2NqYG+lvOzA6MjSoG1A31ladOZUVI+eVri4NTI60qJf/MZNfUaNtwr4xTdSonNZjFzBrsFmYm+mTGeUb722TEe6xMNU5116vFWeISD3o8fFQa+vR6l4qfUJnrz8wLHW7JGxEH5nr8g7LE9NF2wxf7ndL6NEZuKI+WyCmLqcmLYJfFcegJPGYqi5ZST0+XckukvFJRbb6gOkfAyOTTM/n0ND49U8j8CYRffvOlDgDeaQ+1P4jaX1hgP2nj/KFb5b3bpwV037988eTVi0NABwDAy6O3D558s76/0zc6WMKghcZE2jjZE8wt0FQq2syMZGtj4uBg4mBPsbMzdXQ0c3Ki2Nub2DuYWbubWrlbODpZODuTrSxJVtYQDOF3HxkYw4zdve0rGJlzM22f390DgO9/ckf6i2sAANC+/vLbLzZunx+9ut5+baXl8x3FV9ttDzblX62Iv14VPtuUfr0k/Wa9+el2y/NN8bONhlfbra92lesqLp5INHXxsfL0IFnZZRWVAgCg0+p0Rxq9O/rXQ6jPPH1+//7yztrmub2tS2e3Ll1cPdi/cOvml0+/3Tx3dmRqYmJucnzmz0A4PDE0ND44dXpybXv1zPJp9WDP0Ki6u0fK5ZboIezt4ne1c1Udgh6FuLtdoFI2NDfyr12/CADAm1fv7n98fVnVcaaZf6aRM9/Km2/hzjTxJhq5ClY5rywvIcQnwN3Bx83R1cHGxIRoZ2Nhb21mZ21KpRIpZByVgkdj4WQKzsyCQjTBEilYCNQIg0XA4CACEUM1JaExcCQKisEiUGgY/IdkDBiHRULAhiDjk2CQgb7ZTX8QAQdDwYYQ4+NYFNjanOBkS/FysZgaUopZxR52uGAP82APk0A3k0B3cmqsg5iV0izO4FUFs5mBvMrA6hKv8kzH8hy3gmzPwtzwoCAnvwC3sor8cxfXR4Zad9bHdzfGv7h1sLY0MTbcOTPVPz3VP9CvKMxPS0sJ57HLxZzy6vI0bk0uv7aQXVVQz8xpk9WIWMW8mrzTYx21pckJoS6BbibhXla5iX7NnLz+plK1NK0236yD6/vq87EeURoz2595KqKLkzjA8Sv2/81QnQtwbxR4vHF6VEwviOCUJbKL4/mliQJaErs8nkNPritLZDEy9C8NEFTnCpg5PGYWj5YuYKQJGOl8eoaQmfXB8NRAV3/n3Qd3AUD3TvcDhNr/QAf15AGABgAOdbp3Wt3rw6N3Gu2rw6PXbw/faLTfvXz98PGTT778YnJhQdDclJid7REcRLG2wpmZIYgElAmFaGlBsbUzd3Q2s3ei2NhRbOyodg5UOwdTe0dzR2dTR0eypa051dHc1B6OwhiCQWRzc3dvf0ZV3ebW+uGb+wDwFAA+A4DzgOa85s1l3dvPAeAZALzSvfv23fefP7mzc3Wj9/Ky/MoS79M1yedbjZ+vyx5utdxfbXy22f5so+3JavOztZan6y3frjU/2ZC/3JY/32l5ut747YLk8qjYkkKgOrhZuHlSbBzdA4L0dGv+agh/aGnV6Q41hwAAfHbv3vLO+saF3e1L57YuXVg92L9859aXz55sHOyOTI1PzE2Nz4xPzI7/AsKh8cHhiaGp05PrO2uzC7M9A93DY+rOLimHVcxnFbbKq3o6OF1tXFWHqLdT2tXGVbbx21ul33zzFQAAujdv18aH55RNyx0Ny+2i+Sb+XCNnSlo3Kq3vYFdI6XlFSdHxIT6Rgd7Bvp5Oznaerg5uznbeHs7O9lamJgRzMzKVSkBj4SQy1sSEgMLBCUQMgYhBoqBEEpZExsHgIDgCjERBoTBjMNQIDgfpNRCLQcBhIAjYUN/2racRAjFCISAIqNGJY/+GgJwI8Xe1M8dJufTOJra/KzXA1STE0zzAhRLiQQ30IFWWRLTJ8yS8FH5dVD0juJ4WRMtzL8p0S050zcoMi4gK4AlYi0vTN6/tTgzKNxZ6tpcHL+/Pb65MSYSsoqKc4uK8wuLc6mp6XQ2tQVRfnBOfHuOdGOwcFeDELM3ISQ3OTgopPRVTVZIiqiqQsIrSojwCnE0ifWwi/W1C3ExL0v3VzUWnB8vmhks/Pdc51FLCyApk5oRLygObS61q4k6eG84EgL1vP5tYmGlkFkfXFUWzC6PY+dHcsvj68lhWRWJtWWIdI0PGL5NyS3jMHC4jk0/P4NMyBIx0Hi1DwMgUMrM+GJ7o7x7ouvPVHQAA3mreaQGdRqPV/fvhoE6r0zdxHQLA25+syOev39y9/+XS+nqzQlFQXuobEWbmYI81pWJNqSgKGWdmijc3I1tbka2tTOxsiBaWZAsbirUd1caeaudoZutIsbElWlihKKYfQWAfGoNPnjB2dnag00rHJ8fuPfhpjPcY0N3QHe0CzxeAox0AuAy8vvDi8dl712Zv7vVeXum4vNz68Ubb7Y3Wu6vS+1uN99ebHmw0Pt5u+3q95Zv15ifrrU83259tKV7tdDxZb/xus/H5puTpRvOzZdnLlYZHSwp3W6qZo5uVu4+5o6uZvdObt4c/iOFf547qu+20Go3+zRk3795Z3lnfOr+7c/X85sULa+fOXvv8s7vfPFrd2/6zMaE+LHyvhBu76zPz06r+ruGxXmWniF1fxOcUtTQwuxWczlaOqkOs6hB1tXOV7YKu7taXr14AAHD/1s35/u61vo617qbFdvGZJt6EqGZCXDckqO7lVUkY+QJaYVlWUlJkYIi/u4ujtbuLnaervaujtZ+3q62NmYervbU1lUzGoDFgFBpCJKH1EGKwCAQSgkBC9BBCYcYQqBEMDkIiwXoNRCGhELAhGGSg/2MUBGxobHQCDgfDQAYELOL4H/712O//OdTfNcDTvqIgtUNeHxPkFO5lGeJlEepuHuxh5ueEL8j061EwpMJ0Vk10NT20mhZcXeLPKArIOxXc2s6bmOgfGFQND/aMDbRMDclmRiQT/fLZUeXoQGeTTCgR8bq6FVVVDBa7rq1VlpkW62FP9bDCpgQ5B7iaZicHxUW4hfvZxYc6Z8R6Rvha03OjSjPD4gJtA11IrlaoQHeTCB/ztBh7cV3szrL88ytjallZfqIHuyReWhHUz/FkJYNWu2IA4NzmPIdRFkorCK0piOAURXEKoupLYlhlcfXlCTWlCXp3VFhfwGVm8+hZXEYmryKdW5HCo6VyK9IEjMwPhib6e0d7r3x6RauHUKfTl+zevXunfd++rNPpAOBIo9Hq/6UHAG+0mudv3n759TcHl6/0jYzWC4TJmZnuPn4EM1MoBmOEQmGoVKypKd7cjGBhQbKy0uNHsLAgWJhRbG0pVjZUaztLe2dTKzsEjgjHEgyhKAzBxNXbr5LNnz69qNEe/WJJ67QAALwDgAfA0RXdq3XN49OPb/Td3m+6viW/vtF0dV1+ZUV6bUVyY1V2c1V8e6nhy5XmB+vNX601PliVP9pofLghf7rd/Gy35fGW7MGy8OFp/sPT/Gdr8qNzba/Pdr3bbf9ujn1vjBvkaII3Nbfy8LNwciOYWn366W0AAP4G7qgO0Gl0RxqNFtBpAeCTu7eWd9Y3z+/tXbuwffni6sH+x/c+v/3w4fLO1uj0xL8HoT4mnJyb2NrfnD4zpervGhnvbVcI6msKhJziNnlVZxtL2cpWdwi724U9Sl57K39wUK0FtLq3r88tzi/0Kha7m1a6ms60CecbuZPC6gl+9ZiwdkTG7uJVSitLaouzsxIiYkJ9IkK9fTycvN0cPJ1t/b1dXR0sXV2snRwtzcwIJlQcmYKhUrEYLFKvgXgCWs8eFGYMhhhCYcYwOAgOh4BBBnrd029AIUZIBAQMMjA0OI5CQiFgA5ixIQJqZPzR7/w9nX1crTsaeaO9LcWZ0Z62hFBPiwhPq0AXSoALKTbcrqmhuFPBaGoorKuOKy8IyM9wK8jyLi2Krqsr6Olu7FI2tcm45XnxpVkhpafCmKWpRbmJnLqK3u7WieEBRZucVlHaoWhWtMmdrEwsiDAfO0qwEyXYwzTYxzw62M7biRDlb+lgBg72oAS7E08leMUEWgS59uDikAAAIABJREFU4h0sQLZmYHtTmJcjNsyXnBZte2V7+PaFubQIp7ggy6basIOxQm42+nRnOABcnOgvyc1yoxeE1BSEswrCK08F1xaE15XGVBfHMAtjaitShfUF/No8DiOLy8jk0TM45Wmc8mROeQqnPJVPz/hgeHKgf6zv/LXzWkB3BGj0vSv6JaT5SUlPv/KOAN2jrx9du/HJyPSMqKn1/2PtrbrbWvc033XTo0+frg1rZwVMsi2z2LLADLIsg8zMGDMzMzMzMzMzs2VbMjPESZzEYScGwTwX2bVq16iuq9NjPGN+gvmbz/s+f5gv3TzU9Q3FpGThWLwwCi0AR0LQGFEJKVFJaRgOj5SQhOPFYTi8qLQMUkISLS2DkZVDiEvAxMURGBwnN/9ff/+DjZNXRl7RLyiss2fg7PLqz1I9kwUwASaT+chg0VkAi8X6NY30lf5z7+O7oYudyqPFvIO53IPZvIP54r3ZItp4LnU4c3ss/Xgm+2wu92I6+3Ii99VY7vlo5sVYxuVk+qvxtMvx1MuxpFfjiddTaZ9nsr9N5X8cz/4xl38zU/RtMvdVfcB5c6S7oQpSDCupoolXUIZicBNT0wAAMB7p/xchZAHA9uH+5NLs/MbS4vb63ObGNGV179XF0ZursbmZ/w7C9p621q6Wtu7WvuHemcXpnsHumsbq1o664pLkuBjvjJTA4n+HsKYso6Y0tb4ytSA/sbu3EwCAu+vrmY7m/vK8kYq8kYqc/qLUofyUpqig2siAlsSI5vTYlpzErFDfWD8Xb0dLKyMNW0tdQ10VLTUlDWWChjJBU01JVgproEsmECQxGBgaDREXR2FxKJQoDI4Q+RXP/CIQzAf65YQCArw83By/hqHAvFx8YNAvPwTzcnFxvuDn44ZBBPi4OUUEwQLcHDiUiBDP89zU6NbqfM+XhhoKaAM1SRM1SSMVvLaKmLYaKjbGqbomoawkMjc3wM/LwM1BLTXepbI0rrYyrawgqaIkLSrE1dvB0FJXzkRL2t3RxM/HOTLcLz4ysLe9PiLER1VR1t/TuTw/nSCJkseKaBHx2kQ8AScoiwcTpfiNyHhDMlaTAFOWAstjOLUIwg5G0vrKCDJBSF6CT1aMjyQpZKyOkcdwulipvDtd3V3pczAnOBjAu4usIh0FxxvtAfp0X3NYfJhFrJ9phJtupKduhJdetI9JbIB5pK9ZmLdZTLB9aqxXcrRHQqhzQohjUqhTYpB9csjL5BCH5BDHlFCn39p6mpu6mtZ31n+9H0yASWcADwzGA4t5x3j8fn/3/vPHw/PT6aWF8prqiNhoE0tzJbIKVAzHB0fwwmD8SKQAEgXBYGE4PBwvjpCQgOHwUAwOIy2LxEugJaWx0rIoSUlRcSleESiXgBAbH58QAkVUVo0Ij5yYmPr+/cd/sjvgzxaVX0PxDAC4A5gfWQ9XPz+sX+x07yyX0pZythcyD2Yydqcyd6dy96YLtyfyj+crj2aK9yZyDsYyDoZT9keS9oeTDoYTjkdTzifTriZTX40lvR5LeTuWcjEYd9IZuVvt97o34dNk9uNyMZ3a9G0s56TM5WtvQoqXOQSJwiuRxQnKSLxkRUUtAADM/0sQMv/dCWl7u9Mrc3Pry78gnFlfO3xzdfj69dD0ZEdfV1df13+9E/6ywdauloHR/tmlmc6+jtqGqpb22vyCxOhIj4y0wNL86OqypIqixJqytOqS9MqS2Jy8mN6+bgAATilrY/UVQ2VZwxW5Q2U5XXlJvVnxdeH+1aE+LYkRLWmxrVlJ6UFuiX4uQe42jpb61iYaloYa5oaaxvpkFaKUkZ6qhpqCipKUnhaJqCAuIYFAoyFoMbi4BOZXLioCERCBCAgI8v7HoVSA55f7/RIfGMTF+YKHmwPMy8XLw8nF+YKfj0eIjxcM4pDAoaRxSGU5fGpMUGlugrWBip6yuCFZ0lQNb6Imbqghrq6MDgywbG7KLCiOKi6KrCyJKc4NL8kOzc0ITI3zigqxD3A3fWmkZKiMN9WUU5IVxeOhwRGB8fERPi5WVQUZPq7WaGEOAzXplHAvHaKEBlFcSRqlLo8lyyOJEvx46As9FVF1eYiZFp4sL6QqAZaCPzHTQJtpYwiSIEUJPgUsrxT8hbEq0oAER3L/b2s9ws0V7fqSkhBqHO8pF+WCnmrxBr5N5iXZhHnoR3oaRbrpR/kaRQWaRfqZxfpbRPmZh3qZxoY4psZ6xUe4xAU7JgQ5JgbbJwTaJwXbJQa9TAyy/wVhU3NX08T8+Pe7b3SAAQAAiwl8/vr18Op8bm21urkhJiXRxtlBkawCw4jyCAvwCAsIIGACSDQUi4PjJRHikhAMDobDw/ESUBweihOHi0uiJKURWAmEGB4MgT/l5Pn9Gfvfn7KJScj6hUS09w7un178SwWdBQAAk8Fk0AEW/de4EsBi/aLxEXj8eH+z83an73Kt5nSp+GSx4Hgp/3Aud286+3Sh4Hg+73S56HSpaHcmZ3cqe2ssnTaSvj+afTSWszeWvjUcvzUYdziWfDmV9XYm82Y6e7c1ZK3cg1LmSSlxWytw3qsN/DaVA2xXs7baPo9nn1e4fu6KLIty4xeGiCupSRJVkeJSUTGJAAAAv1rK//9CyGSwWCyA9QgAGztbM6sLc5vLi1vrc5sbsxuUgzdXB1dXg1PjbT3dXX3dXf1d/0cI23vaBscGphemOnrbqxurmttqcvPioyLcs1KDSvKjqssSK4oSq0vTKotTK0tiC4oSW9tbAQCY6eoaqMjvK0wbKM0cLMtpz07sSIlsjwtriQ/rSI7qzkpsSInKCvVKCnAL8bD1d7e1s9Ax1SfrkhU11RTkpMXUlGX1tJRUSNIkRQkiQUKBgFdQEEcgIRKSWBweLSTC/6s4AYEKQmFCwhB+QWE+Pn5uPjCIn4+bG8TOz8ctwM/DzvaUDwwCcbH9ApKT7TkvFwf7sycoiBAOBbEw1KwuSm+uLHhprK5NxBmpSVhoSJhr4A008DoaOBdX/cqa1JrGrMbGnMb6nL6Okv7WktzkAHc7dXM9SS0iTFsRaq0lo68sra4o5eXtWt1Wl5oRH+rnnBbt72qto4gVMCThQt3MNeVQihIweRwUi+TXUsLKYXilRUEKOLCBKpYsDzNUQ2vKQqThz5XFuS218EQZPjkcWEUaIinyREMGbKIClRfl0FIUqy5J/Xxz9PHdakmCWVqA8kpfNOPjtJeNvKEy2sVIyc9OK9BZM8DbIMRLP8rXOMLHNNTLNMLfJiHCNTbMOSbQITbIPiHIPiHALinYLin4ZVKwQ3KI429DE4NjCxM7x/tvP32g7NAGRkcLi0v9QsJ0zYzxcjL8MAiXEB8bmJsXIgTBohA4DAKPFhFDCaPFoFhxIVGMkKgYFCsOwUgiMTIonJQwCsMtJMTJzc0BYoejRBUUSSFRMT2DQz//Zcr2F3l/XjcBxq8NTA9M5gMA/ATon4GH9/QPOzf7E1eUjvOV2quV8rfrRReLWRcLGecLOVfLJa9Wy86XCo9ms/en03enU3ZmkmnjiRvD8VvDyXtDmQcD6dsDSRt9UdTe6JOx1POpzKvpnKuJTFq132aJx36N32GN/2lzyHaF59uuaGC7kbnT/n268Kre+0d/7Ex5JFJESEyBLEFUQYlLOzi7/jqSs1gMJovxq4eU+X9IjJn/qn8uL2UCzH8t1v8z3mHSAdY6bXOesjS/vry0tTa/SZnbXD9++/rg1UX/+GhHX3v3QMd/54TtPW1D44PTC1Ot3W21DVXNrTXZOdFR4S656SFlBfFVZcnlxclVxemVxSm1lUmlJal1DVUAAPRUlXbnp3Vmx3UVJPeXZLZlxzTFBzfHhbXEhzUnRrSkxZRF+WcEuUV52vnYGwe7WdkZqztZ6uuoEcgEKVM9spkuWVedpKVK1FRVUlcjysthiQQJWVlJSQksCgGFI0Sw4qJiWFGEKASJgCJgwhARfgEhXiEhMB8viIvjhQA/twA/LyfHCwF+HrYXT3h5OLlB7FzsL7jYXvBycYB52CUxCHNjrcSogPH+Rgt9JUNVCW1FjLmWtLEGXkcVY6gl4WCnXlIU29yYU1WeVFoUk5MWEOBh7G5Ftjcl2hrJGZFxdkZK8cFuno4WL23NSiqKWvs7E5MjEsLcE0Oc3a019YgoVUnBIEd9XaKoOIRDVkxIVJhLASekSRCVQfOihZ6pysDV5eBKeEFDNTxW+Kk0nN1ACa0qI4wRfKImJYwXeiIH/8NcQ0yXAJOAsBmoSw51VQDAt93Vtsp0u/2FioG6KFUJbi0pmKG8mJGSqDFZzN5M0duWHOxsGOppEuRhGuJlFR3sEBfiEOlvHRdgGxdkFxNgmxDskBjk8MsSf6Me7c6sLpU11IYmJOiZW8iqqIkgxHgFIVxgMIhfQBiBEEEh+eFwiJiokBiMDyECwaEgeFFhDAaCE4dgMVAMHoIW54eIsYME//e//cHJCZKUwvr7O/R0lZ0cb7MYf3rePR24fQQeHlnMRxbrnsm6AwA6APwzhgWYAPAAMN8yv+/9fD3zZa/z/Ubl+/WK1yulV8vFF0vFFyslp8uFrzfKjhcLLtaK92fSDibT98aSDqaSaSOx64Oxu9MZ2+MZh1MZlNagpSqP2XLnkQK7hUqPs5GUVzM5bxYK9vvjl8s99+r8Dmp8Dxr8TltCzht8rttDgb1uxnbfj+Wqt23BtwMxB40R0gh+hLSyhJIyRlpWTUPn7u6eyWT++lgAjP+mk4jB+lf9OaH8zxs2gwUwmL8GlOlMxh39cXVzc2ljdWFjZXVnc3Z9dX59/ez9672Lk77Rgc6+jr7Bzq6+9n+F8Fc0+us5Mjk8szjd1NZc31jd0lKZmxEeH+Gakx5cUhBfXppRUZpVXpxRVZxWXZpYkJdQV1cGAMyh+vKu/OSBwozhspyegpS29Mi6eP/amOCGpIjWtJj6lIiK2KCcUPdYD6twZzNfW30HIxVrPZKhBlGdKKmvRjTRUtdSJOiQSLpqymQiQVFekigrriCFV5KRlBZDiiGgUISwKBaBxsClcWhpHBqLRiAQQnCkEA8vBzc3Oz8YxMMDAnFx8PKAeHm4OdmfcXE9B7Gzcb5g42Z/wcn+DIdDKilJWFvq9ndWWxgoaRDR+iSsJhGto4qzNFT0cjFIiXarLY0tKwiNDbMODzB1sVP2cdHycdBws1K11Fcw0pSxNFavKM5y83B09XAqKs/PKclxdTEJcjP1sFH3eqmup4ySQbMFOOvoktB4kedEvBBehB0rwqaIFyLgBEU4/6KIE9JRxsmJgbWUMPIYATjP31WloBZkcQUkJwENloZx4EVeaMrDDVSwUrDnegR4coDl96t11u1xd0PCyXpbtI+utqygiSLWhIA2IMANFKGGJJSFCsZGU9bBQMndWi/IzTzKzzbSxyI2wDwuyCom0CrCzzouyDHO3z4x4GV8sM1vWgYGknIEXj4hLhAfOzsPL68gVAQpjEIKoKGCKKggEikoihJCi/HB4IIoNBQnISyKE0RhEWJYsAAfGzfnHxxP+UVEJGVkAoND+ga6f/68AYA7APgKAFcA8A1gPrKYAJPFYrCYjwCTDrAeWMAjC3hksZjATxbwncV4z/p5wfi8/eNq9stx/+f9tm9bDd82qm4oZTeU8vfrFTeblTe0mk+06lerxefLhYez2Yez2TsTaUeTaYeTKXtjCZSeEMpQ3M5k5tliIbU/YajAdjTXaq7CZabMeabYab0p6O1c3ofVkpORpNVKz4Ma34Na36NGv7Pm4FeNfu86I4C9Pub+4ON648fuuJ+DCR8HM1QlEXApJUklFZycAlpK+ubLVwAAmAwGg8Fg0Rksxj/3atAZDDr9kU6n0+mP9H+PkVn/bu90gPUIMOlMFpPBoNPp/zGhD7B+PNzPr6ysbKwubq6ubFPnNlcXqZsXH9/vnR/3jfR29nX0Dnb29LV1/mcIfwUzrV0to1MjU/OTje1N9Y3VLc0VWWmhsWEuuRlhJQXx5aWZFWWZZcUZ1SVpZUWxJUUpFRUFX2+u+2uKGzNie3KThoqzuguSmtPC62KD6uPCmpOjW9Jjq+NCCkO90vydo1wtA2z1A+0N3U3VbXRIRmSCloKEBkFaW4mgKiutIi2pRVTUViGqEqSIchJEBXE1ooyGnKQsCoqDCGJg/JJIEWkURBIFEUMKodAiomgIPz+Ih4eDlwcE4gRxcXCBODg52F9wcDzn5uEAcbKzPX/O9eIZJ/szQSEQFMrj52Pf3lBsb6GuoSSmT8LqKePdbDRDvS0zYtyz4z3TYlyi/M3DfY3SYhwj/Iz9XLQDXHRdrNVMtGWcrXUyk8OqSrPcXW0cHc39g9zdPO2DfF46m6saqIp52qm7WatoE2Fu1som6uIYoaeq0lC0wFNRgacYoRcyorxowWdw3t81FERVpeFEcWFlKSic9x8ScE5LMl5bDooXeiaP5sVB2KQQICM1CVUpYTVJsJOhzPJoPf3r4dJEFWWyItCRrKcANyNhzUg4CxW0mSrKSAVtpoI1UsLoE3Gm6vK2BiRnMzV/e70ID9NwT4tIf9uEMLfYYNf4AOdEf5uU0Je/cfPxcfHwCAoJQ6FIJAqNhIlBRZDCSDQYheZHoSFYvLAYVhAlJoQSFUaiBKCwvz59+v/+219+//v/wGKF/P2dmlrLz8536Mxf+QoDAL4AwDXz8ZB+u8GivwMYdIDBYjGBhwcWkwkw/30HIcD6CTxeML8ePL5bvT8fuzvt/Xnc9n239tt29U9a1XdK2S219iut9stG9QdK6dvVkuvlorPZ3OOZrPOF/POlwv2JtI2eqLX24NkGz9l6r/2J1K2xtOO5vPnm4LFix4Vyl+Vqj/lq1/kS15Uq35vlok+U8ovx9LUKz6P6gONav7Mm/8uW0HetwdddEcz9PubRMJ3a/rU38WdvwuNMqSlZVhArI6ZAECcoCYqitg8PgX9OA/579ZT5X9vZWX+KzmQxmaxHgEUHAAbAYv4nNlksAPh693N+dXl5Y3WFura2uzm3sbq6s/368832yUH3cE/3QGdvf3vPQEfnfz6O/lknHJ8Zm5ybaGhtrG+saW4qT0sKjg11KciKKCmI+xPCqpK0ipL48vL0rOyki9P9tdHe2qSItozY7tyktuz4hoTQmhi/poSI5sSIxviwknCfnEC3vGCPnED3MAfTUHujEDsjNzMdK11lfRV5LUVpLYIsWU6GJCWho6Jopq2hrUxQlsFrqhMMNBSttVSM5KX15CRVRRFkMYQmXkxeDC4K44VCeeEIfkE+bh5uLh5uLi4QiIuDk52N/TnbM3bOF9y8IBAXJ8dzNranf3ByPOcBsQkIsoeGuPW0VVgaknRIWBOylOdL7QBXQ3dbDVdr1UBXw7QYl9riqIq84NhgyzAfI28nTQ8bVQ8bsoetdpifbVZiSHSIu5W5lqEuycxU3dJKM9jPxlJHVlVG6KWxgre9hpWelBEZbaohScDykSSE0QJPsSJswtx/gYD+ioNyQHj+roATJBNQclgBCSSXBAKE4PuHrjzCiISVgHHgIC+k4CAchE2TgNJTFpUXZbfUwM4NVF4dz0725SUEGxmSILryMDMlnDlJzEJVzIKMtlCXsNIQt9QQt9CQttVXsdNXeWmg6KhHcjJU9rLS9Xe29nWxDvW2j/V3Sgp0SAqy/U0QLswPExGBw4XhCGE4XBCOEISjhBBYASReCI4VgCG5+cDPOZ6ysz8Bg/8QFxcKDXHq7i55+LEDAJcA8AEAPgHAp0f6W4D1mflwzaK/od8d0e93mYx9FuM9wHwE7gHm46+z2AOL8R34+Y7x9ejhw8rPVxN3p4P3h13Mw3bguJm5V888aAAOm4D9poet6m+bVV83qz9RSj8sF79dyL+ay9sfSdwdTrymlL1dLZuo9hktdZmscJusdJ2ocF5tDz2czr5aKZuo8ZksdV4oc1qscF2qcqNUe69U+Lyfy/9MKb+ezV2v9DppCDyu8btoCX7dGP6pPfK6K5p+OAicTgN7g9/70x57k4HFqhB7Yz4UXkxBBauoDIYj2gf7AQCgA/RfgyC/vjRMAKADLAbA+vXnAAYA0AHmv+qRxXxkMf+5vu4/IGSyAODDl08La6vLG6urWxTKDm12Y4Wyt/vu+xfa0X7PYHf3QFdvf3vvQHvnf+mYae5oau9pm5gdH5serW9pbGysaWosS0nwjwlxLsqO/FcIq0vSiotii4pS0tISr99cXNJWuooyhkqy+ooy27Pj65JCamICmhPDmxLDaqOCSkO8S0K8snwc8oI9sgOcEzxsw22MfG30nIw0LDQUteUlVGWwmvIyqrKSOkR5KwMNE02SgZqCjbmmq4VupINlqot9rqdrpodjgq2lh6aKOhYqCefFoMAIYTBcmB8iwMvHywvi4uLi4mFj52DjYOfi5uIGg0BcnCA2ds4Xz0FcbFycbHxgdksz7cHuGktDko4q3tNG2/OlppMlyd5EMcTduLoofLiroDgzIDrAPMTLwNtB3dFcwcNG1fOlho+jnru1dqCbuauNrrWRsom2nJ6auLm+gpeDroulGllOREcJ4Wim6GqlTJYT0lZEaiogiXhBMYGneBgnmO1/cT39HxgYOxrCjoWxE6WgcjhBhMBTcRRITJhNDsGlLYdUwgoiwX/HQTjwcA4pJJe2oqgM/LmxqujKWP316cL8SImzqaQ+UciYhLZQwZkri5mroCzIGAt1cTtdeVsdBStdgp2BmpOlrou51ks9JQ8r/Wgfp9hgXx9Xez8Xaz9H0xgv64QAu98EkDA+OJwfKcoDg/HA4HxIFBiO4OITYGNj/8tf/u2vf/mfOIywq5NBVWnsxcH43Zd1ANgHgCOARQUeV5mMTcYj9eHxgMm6ZDLe0h+uWKx3jNsjgH54f0+l018BwE+A9QAAd8yfbxifjx/eUO4upu/OBh7Oeh9Pu5nHnayjLuCwCzjqAo46gL1W4KCdvtv0jVpzS6v/sl75cbXk9XTm0VDcelvwVk/km/mc85ms0+mskXL3+Rrf5Qa/pTqf6SrXuQb/w8nMz1t1szV+UxVuK5UelHqvuTKX1SrvxVL31xOZN2ulH+bzKZXeFy2hxzW+l80h180R37pirrujHw8HmeczwMnY7WA2azATWKjNCHYSQIqhCEpiRBIvSjQxO/sOYF59ePv25u37z+8/fPvy6du3z7ffPv/48u3n7feH25+P9z/od48A4xGgPwL0B4D+CDDoAOMBoDP+mZD+GUexWABw9f7N/OrCyuba2vbG2h51Zn114+Dg/c/v1MPdrsHu7oGunv623sHOzr7OX3nML/0J4fjM2Nj0aH1LfWNzTWNDWWKsX1SQY0ludElBXHlZZkX5PyGsLE0pLE7Jy0v//vXLxkR/V35aT0FqZ3Zqc2ZMU2pEY2JwU3xod2pMW1JEdbR/ebhPdXRAuoddjp9LYahnqsfLGDcLX2s9J0M1IyUZTTm8gSpBWRJNkkAbqRHMtZVfGmgEuZkn+znVJYT3ZyY1RoV0xkd1JUYXe7m6aRB1pJBEPAQD5ZNEw9AIiJAAH4iTkwvEzc4B4gTx8IB5eXi52TnYeDk5eDg5ubnZnz97ws72u4a6wvRoh7+HuZ4aLtrfxtVKxd1K1fOlenlWUE99ZmV2aHyIjfdLNUsdvIedirMF0dZYzsdB2+ultoY8wtaQZKVHMNWUdDAlaRLhukSEk7lSmKeZspSAIp7bWl/a046sS4KTJASUJYXV5eBIvidIgWc8z/8fEZ7f4XxP8QhulNALWaygNJpfWowfCv5DHisgBXmhKiGkhBcSFXgK4/kbHsqBEXquIiksh3yhLsXfXpl0uj2yOV8f4qZupIIwUUJbqkpYqeGsNDCmKmhDZTEjkoSFjrKdiZaThYHbS1N/J8swT9sQd9sAV2snW2M9TdXJwY4ILwdPK61wd9PfwBAUGAIHCQpzC/A9ZX/yt2d/5ebjkMCCA1zUO6rj3h2PAT93gIcd4Ps68HURuJkBPk0DX+YePw0zb2dYD4sAc+3+gXZ/t8ukn7EeLxg/D1m3u6x7GuN+kfWwzbw7uLvZ/HI5f/tq6u58+vZglHU2zjzpAy76gVeDrKtB1lkP86iTedjO2mpm7bfdb9Z9Xa24mMy6228GTjt2e2OX630pjb7LdZ6UlsCt3ujrlYKLhfzJCq+VxsDlWt/FGs/5Os+pGu+9sYyr1RJKV/Rgvu1qnedSpet8hetqjddskevZSOonSvnH5aL1Su+9ap+ThsDz5qDr5ogvHRGf+hPu9noZZ7PA5dzdaCGzPwOYq2jJCueHw+AyBFEFojAWr29ldfHh/eYObX17c317c422vrq1vrK9sbZLXdveWPkl2sba1ubqzubq9gb1cGdhY2V+Y4WyS11aX9k93j88OTg9Pzm/PDs+O9452qPsbC7T1te3N9e2Nyi7tHnq2ubhwfsf3zb2t3tH+nqHugdHu3v6Ozr7Orr6Ozt62zv7On6pvaetq79zbnl2ZHK4oa2xobm2uakiLsorLsI1Lyu8OD++uDC1pCitvCSjqiittCQxryCpqrrs7vbrUHN1W27aQHFGV0F6a3ZiR3ZCR3pUd2ZsT0ZcfWxgfUxAfWxgppdtvr9jSbBbUYhrYaBLToBjrIe1j4X2S12SIUnGUlvZXFNJhyBhpqlor68W5GBWFh/YnhUfYaIdbaZb4OVUFuSZ5/ayLtC7JSokUFfFRklKURSCEeSWwyDhAmB+MIiXh5cTBOIAcXJxc7FxsHGwP+cBsYPYn4M4X4B5uZ4//5sAP3tzfVF8uLuNsVKkt7m/g4aLGSEhyKI2LzQv3i3EVddSC0eWATsYytjqSZuqYTzs1NysVcgyEFlRkLWurKmahCKG56WBvIu5AkGMzcZAOsrHSpeEkhFl01NGOpopOpoRCFheJXFBNRkEDsKOEHguxPt3mOBTmOBTpNALMRinuCivLF5IhO8fKAhnkMrKAAAgAElEQVQ7UuipNJxTAQ1WkhRGCzyFgp/ABZ5gIOxSKC6iBL+yBG9GpCNlrpm60BTjZ2SsDDdWRluriVuooW00MBZkrI4cXAYtRFaUNTPSiQj1d3WwyE2NKsyOsTRSJhFwRGVpXj7Oz+/OK7KS3Ew1gp1Nfnvy9MmTf/yvv/6v3+DCz5xtVEqy/PZW2r5fDAI/poGHeeD9MOvtAOvdCHA9zLoeBd6PAW/HgfcTrI+T9M+TzNs5xs9FJn0boO+xHg6BxyPgcQ+432R+mnm46vlx0vdlv+/r8dCP86H7yxHW1RTzfBq4nAMuRugXI/fHgw8nvYzjLtZxO+ukiblT/UCt+Dabcz2R+nWp8Cu1+m63abMtfL0lcKPFn9rqT+0M2ugIfbNY8GalZKrWd7UxcLneZ7HGc67Oc7Lac3ss5Xy5ZLM/rr/QdrnGY67CZb7SbbnKc7bE7Xg4+ctGxceV0s0av51a3+PGwLOWwOuWyC8dEZ/7Yu92upjnM8DF/N14MWsoC5grm6lNFxYRhskSUfIkCF5SzcDw/N3bneP9rcOdrcNt2sEW9WCLerC1sU9b36eu71Epe5uU3c2VHcra7sbq7vrGIW1hY2lyeW5hY3lifnJ5fXllfXmZsrS4urC8vrxKW1vepqxsUai7tI39rc3DncWt9e3Tkw933ym7W32jfX1DPYOjPb2Dnd2D3b8C0j9p7Oht7x7oml2aGZ4YamhrbGqqbW4qj4vyjg93y8sMLy2MLy5MLStJLy/JKCtKqShNzs1PqqwpAwBgtLV+sLJwtLKgvySnsyCtryi1OyehPTWiIz26IT64KTG4NiagLMyzPNyrNNSjLNSjPMK7ONIj1ccu0FLbXo9koS7nYKRpqkE0U1Ow0VZyMyGnBbjUxAaXB3toC4P81AnFga6tiRG1YT7Fbi9bgn0LXOw8yQQjOZwSUkQeKQzn5xbi4+blBnFwcnBwcnKBONk4XnC8eMbL+RzE/pybi11IECwgwI2E8leVZtSUpJjqSLmYk7yslZxNZFODbWJ9TdzNFC3UxdQlwFYaWEdDeW05YRNVtL2xnC5JVBEHlsfwGipjrHVkdRWRRiooHxuyIQmiKSsc6mFmqSstj+GURbNb6Eh422sQsLwELJ+uEkZU4Kmo8HMo/3MY3zMR3icQ8B8oYXYcnEcSzQ8FP4XyP0UIPMcIPJVBgAgYQSj4dxGe3+H8f2Cg7FjICzlREEkcHORmMNKV92p/uCjF3UIdZ0BAWaniLJRRFmSkqRpaXRoujYYqyElrkFVcXezNTbTiI7zT4/1UFEWxGD5NA2UhBN8ebaU4LS7I0TTGy+Y3ZxtSQYrzFa31x1kP8HUSeN8PXDQBrxqZZ3WPR1X0s0bgVQvrdRfzdQ/jdQ/9optx3gtcDn7Z6/580A3cLrO+r9C/LTFu11k/qcC31ftXA9+Omn7u1TNoTcy9btbRAHA2yDrvZpx2M0766UdDzKOhu/1uxvEg/XDwx37X42kncNXOOm98P5983B141ul33hX4diT6ZrXs/qB5rSVgtyeM1u6/2x1E6whc6wi8Wsx9v1U9U+e/2hi4XOe3UOc5XeM2UumxPhB/tlxEHUvpLbCdrXSbrnCaqnCZLXObKXPb7ot9Tyn9sFJIqfWjVXgc1PkfNfq/ag391Bp80xVxu9YInE0BZ1M/pkp/DqTejaSfjFRgUFCYlCJCVgkpKY+Vk6cdH+yd7FP3aLT9Teo+dWN3g3pA2zreoR5vUQ+3N49o1EMqZW9z42CTsrdJO6Itbi7PU5fXdtdnKHMb25T1LcrG9vrWPo26R13f31jb21jepVB3tzZ/QUhb3zs/v7n/sbZDHRwbGBjtHxrrGxzt7R3q7Rns7h3q6R7o6hns/mWJPYPdc8uzg2P9Te0tTS11zU3lMRGeiZEehTlRJQUJpcXpZSXppUXppYXJ5WWpOQXJ1Y3V9z++V2SkdBRkDpTkDJUXDFcXDZXn9hWmdmTFNCeF1sYF1MUHV8f418UH1cUFVkf7VUX5VkX5FgW7ZvnaxTib+lhoWmnIORipOZmQrTQVXE3I0a6WxVF+A3lJ5UHuLgr4SCPNZEezjsyontSoEhfbxgDPrvDAOGMtTy1FW2VpMhaBF+aF8LILgLl4QOwgLjYeLnYQiJ2L4ymI8wU3+3NOTnYBfl4ETFhGChMV7D7UU2VjrORgIu9qKhfuphnjrW+rgzMni2rJ8OvICZmpipIl+NQl+Y1V0XpKcBUZQRVpYXk0twyc3Upb1kZPXk8JZa0raaGJMVBBer/UcbchK2BBShI8espIPyctsgxEEs6hIY9E8v4uKsSBEOaAgp8iBNlERThFeP/gffFvUP4XKCEOIZ4/4ALPxASeiAm+kBblERVmh/A9gfD8AwPjQIk8k0JxEsS4zTSxdSURP96vtpZFm6igzFTEzUliZkpwYyWogaKImgRUFoeQlRJXlJM01tfS1yKF+NqF+dnpqkvKysJVtRSgGGhbQ1Wsv6efjVGQg+lv38+77686v+5U3O6V/9gp+EnLZR4WAIfljKN65nkrcNpMP2tlXnben7XfnbffXXbS3/UDnyfob6a+7XQCXxaAL/OsLwuMm1nm10Xg4/S33fpv1BJgrxbY7QB2+4C9ftZeO2O3kX7Q9HO7kbHXxTrpAY67GFtNj2t135crb7eqWceNjOOGy+HoD+NxnyfirwfCLroCP65XsC56qF3hu73hO93B213+m+3+lPbAy8Wcm936iUb/pXr/lXqfhXrvqRr3oSr3pb6Yo6WCvcmM7gLr8Qqn0VL78QrH4SKHsSLnpdagi6W8DxultOagjSrPg6bAg2b/V+1hXzqDv/aE/VhrBF7NAxfTP+bK6RPZrJncd7N1BEm0CFYGKUNCyxCEUOjpxcWD0+ON7fWNnY31LQplZ52yTdnY3aBsU9Z31te21ijblF9apa1u7m3Orc3OrM4tUpcnl6dXaauULcoadXV1Y3mFurKytbq2u762v7FGXV/fpVF2abPrKztnZzf3P1a2NoYnh4cnh0fG+kbH+/pH+gdG+/tH+nqHevqGe7v6O3sGu/tH+hZW54fGB1q6WptbGxobSmMjPZKiPEtyo0sL40uK08pK0suK08sKk4uLkzJy4sury28+vGutKJ5srhkuz+sqzO7IT2/LSezMTezMiatLDCmP8imP8qmK9a+KC6iJDaiJ8a+O9i8L86qK8iyLck/ztgmw0XbUV/K21vOy0bHWlPez1M0KdimO9OnPT5oozjBGCuZ52Ob5OranRfWmR9f5uVV7OLYGeadYGPhpErx1lCxJUkQxCIKPDSrILQgG8fFwCIC5BMBcfDwc3JzPeTjYONlfcHGyQ0WEtDVIbg4WrXX5Ho7aHtbK/o6qEe5atjpoUzW4qRpKGvbESAlhoAhVlxKwION05EU05AXUpfmV8bwKaB4VcQE9Zay+MtZSR8bGQE6HCDfTkvB+qevrqEPAgfRVUMpSfB62qiYaEljhZwoYfiT4dzyCByfKBxV8jhDhwCB5+EF/53j6P4XBf4ghePi5fxcE/Q0r9AIFfoqDgvAoHqQQB4T/DzSEHQNlk0Fzy2K4lCR5U2Je/vxAWR6tNFQWNVQUNSUiTUkixiQRXYIwWRKmJI1RUpBUJkgZaKoYain6OZi42+qa6sga6inpG2nJEWUjQ/297C1Dna0j3Wx/u17N+0gp/LBW8HWz5PtW+d1uFeuwjnnU9HjQyjztejxu/3nURn8zyPo0BdwuAA+rrPs11t0a48PkzXI58G4E+DjB/DTF+jgFfJgFXo8Ch63MrXL6auHjQgF9sfJxuephrfJhs4KxXfljuQLYbweOupnUytvhhMf+2Nuh5J8L+ayDFsbF4NVQ2seJ7DeDSdcjMWf94dcrxcDrgf3BeFpXyG5PCK3Dl9rut9zqfzCV8nG/cbYleKbKZ6HWe77ee6bWY7jGY74rcm8+d38+t6PQeqTMYaTUbrj0ZW+OZX+O3Wi1x/54ysVs9mK1x0y+HaXCjVLpstfg/are47rZ5+tsGXA+BVxMfZ0ve9cdddMdddydaawmD0aJo2SVxWQV+aCIjp7eV1dXB0d7+0c7u0fbO0fbOwdb2/tbW/vUrT0abW+TtvtL1M2dja192hJlYYYyv7S1MrU8s0pbWaOtUWhra9TVZerK4ubSPHV5gbayRl2n7NBWdzcnVxf3L88/Pfxcoq6PTI2MTQ8Pj/eNTg4Njg0OjQ8OjA38ssfeoZ7+kb6h8cElyuLI5HBrd1tLS31DfWl0uEdSpEdpQVxZUWJZcXpZSXpJYVppQVJRUXJ2flJeYd7j3Y/ZwZ62/Mz6lNimjMSuoqzugrTu/MTapICaRP/yWJ+icLfKON/qON+qON/KaK+KCK+qKK/qaK+qaPdMX2s/Ky1bLTkPC00PK217fWKgnUFOqHtFjF9dfNBQblKkiaYelLcxNmC6PHswM74xwLPYyaY5wCvOVNtbVdpfT8nbQEVHRgwH4RWDgqHCPMICXBBBbpggr4gAiIeLjZeLDczDzQXi4AdzKyvJeThZpicEhHibh3rqh7loeZrJmCiJWKmjVTHsWlJge10JTSk+QwWovpyIERGpRRAiywrKodjI0hA9EoaA4SPLIfRV8S+NiDoklLo8zMGY5GhG1FCAaBJENAlQD1s1W0OCJIxdCS+IFX6BRfBIoAUhfE+REE4ckhfM9Tch3ifCfE+xcF6UCBeU/ymc9x9YEXZR/hcw8FNxFL84ihcp/AILY5cV45ETA8mh2Zyt5HfXOr5cLriYKmrJQEwUUaYkqImKiAEBpiWD1FTE62sQzXRVLfXV9EnSJmQpHTmUEk5IRQYT6O+XmJTk6+nqbGkU7GgV6mjx27uV7Her2be0ks/U3Lujyu+7FT9otT+oja9mi96tlgPvhoDPk8CXGeDbDOPTDHC7ANzM0i8H6Vc9r8ZTgdcjwIcF5rsJ5odx4HoSuBxnnXbQNyt/TGZ+Hkr6MVdEX6thrpZ8G0u46Q571xfFoFQB573fV4ruJ1KZYwnM6eQf0xkMWi3rtO/teN7nqdybkeRP40mnvWGv57Mfz1vP5zMo7UEHvZG01oCtzoCVRp+j0eS3W9VL/XETFR5z9T6zDd6zjR7Dla7TTUG7s9knK/mdRXZDRTaDBbaD+dZ9edY92dZDRY5bQ4kHY2kT5a5dqcajGZZjmRYLOXarOVYbRdZHneFfV6vv15sOW6PnsmwWsmyms93tNWQ44DiYNBEtS+CDIfNKyt+9f3txunNyunt0tn94trd/trt9tr91trN1vrNzurtztrd7srN7vLtztL1zvLuyubaxu0nZ2ZynLNL2aJs7VNoelXawtbVH2zqgUQ9pW0fbtP1t2tEO7XCberh7+uby3ddPq9uUifmJibnx4anhsemR4fHB4fGBobH+wdH+wZG+obG+obGBiZnRtc3VsYnh9u7mto7GhobSqHD3pBjf0oLYsqKE8uLkkuKUksLk4vyE/MKEgoLkooKss5P9xopCR30NTxMtX0uDzFDv7HD/yoSIoiif6sTgmtSwiji/yni/uqSgwhDXkjD38nCPqkj/+jjf8gjX4lC3CEcjZwMlJ0MVR30lVyOVYFu9ojD3hsTA2iT/khCXptiAUH01ByK+JjpgsjizOdSvxNG6JdA7XIfkqiLuo0PwMiCZqOAlkDziKH6kMBcMwg0R4oAKc6IgvEL8nMI87DABHigftwD3c0ksxMpULSrINsLbxNVcwc+G6GyAt9NBm5FgqjiQKQluTkbrKogYK4vpyMNMNLE6isLKeJC6LL+uIlxZUkAGxa6liNIhiRqScQYaOFkcr5oCQlcVb6QurkVEqsmLuFqq2hoT8SguWRy/qAi7CO/fxZG8UPAfOBi3BBoszPM7lO8ZlO8pFgGSRPOJibBDuf6KE2bDibDDwb/joFwKeCEshB0P45DH8ZEkRZTEwTpEkbnBsrt36zE+pppSwsZKokaKSCMlpJESSk8BpUMQM9GQ83EwdLXU1lYQM1DCacmLErFQIg7laGmRl5aWEZfoYWvj52Ae5Gz+29uVnJvlvE+r2Z9omVeUxA+bWZfjqbeb9RdzhcfTmazXnQ/nHcyrPuDrzJudhtPV8p+XA8DnBeCy/ZZaxtrvAl4vsW6mWddDrDfj9FfT9POOx6065lzR/WTm40Ipa7P2fjbnbb37tzbvLx1BP+dygbOeH+vlt7OZ9PF4YD7jx3QKnVoFXA1+WCz5MJn+aSzpZjjmzUD0q6nk25P6N5uFK23BO52h1NYAapvfSp3X4XDixWYZZSp9pMxtpsF3qtFzqtFzvMJlqs53ZzL9dKWwr9RxKMd6KNeqP89yKNemO9OyL89+qzf+YCJ9ssarKdGwJ8V0KNl4JN50NNGgPZI0nWdx3hX5tj95rdi9PVSjP850Iu1lkCmBA46FySqKysnxwlH+UdGfPr55fb59drJ5fHJwcrq/f7pNO9/aOt3cOqFuHW9sH1P3Trb2jqm7Rzvbe5sr60vbuzTa1sbK6uLB4e7uwdbWHm1zm0Lb3dza3dzeW9/eo1J3KRt7G7QD6t7p7umr4/M3ZyvU5anFyemFqYmFian58cnp0cmZkbHJ4bHJoZHxgZHxwbHJwdmFie299fGpoa7epq7exoam4sgwz8QEv+L82LKC2LLC+LLChMK8uPzc+Jz8uJK8xMzkyPLirOH+5pQwXwdtZVstRVdLgwgP5zhPl1R/1/xI/8IY3+IYv6oE/4Iwt3Qfm5Jwz4pI/9qogObE0No436bU0Dg3cw8jVQ9TspeVtr+5RoStbnGYS32cX2WSV395Uku8f4mvQ4ylQfxL057M+PaYsCoPx/YQ3zANkr2imKuWnJu+opWWrJK4oCxeUAzGJYrghopwIWHc4hhhNBwsKgTCQcFiwtxQ8FOCLMTHxTDCzzzUU9/LghhsR3I3lbLTQpuRYLoKgmZkUXN1jJ4SwkBVTEcJZakvpSUnpIjjMFRBaSkIaSiIKEnwaShAdJRRmgS4nhpGVlwIj+IVF+WRw/GT5RCK4oIGalgjLWllAgKH4RVDcUN4/yEBA6H4nkoieCRgIFHBF1hhdowQGx7CKYvmx8NAksJsKN5/4EVe4CHsSPATcQi7nBgYL8IujxEgyyFVpITIUoKd1Yl37yhp4XZ6RJieIsqCLGWhKmVIFDUiIAyIokYq4j42Ok7GytoEtI2BkrUuiSyHJctKasrLhnl5p4fFuVlY+zlbB7ha/nYxl3uzWHK7Wfl5s+BoOvxoIuL9YuY3WvnVQtZGbxjjou3zRiXwdujrSefhRiXrfml1OOXb1SDzuu/jevHDdjPwep5xOUK/GmS+Hnl8NUo/72LuNLBWShmzeY8rZQC19tt42mWDx21X4Pfe8C+jqcBZF32/4XYmizmZDMyl/5hNv18vA14Nft2sfjuWfDud/mE47mow9nQ4/ttB1Yfd8uXWYGprILXZf6PFb6nGY6cv+pRStr2cP1rqMtvgP9nkOVHrPlXrMV7jvTWWeryYP1Tl2ptjNZhr2Zdr1Z9l1Z1p2ZNju94dtTuSOlXjVR+r05Vk2Jtg0BujOxCjPRSvPZdpftoU/G4gabnQucJDoSlYszNcP9GBzAlDo2QUxWTl+RBoc1v7u9vPP24u3r85ub6+ur6+fPv29N2743fXJ+/eHl2/Pnz95uDqYvfVxe6ry72z060t2uLJ4dbe7vr6xuLR8fbBAXX/YHN3f333gLK3R9k5WNs/2Ng+WN862Ng+3Nw/pR1d7p9cHq5QF+dXpubXZhdWZxbWpmcXxmfmx6bnRidnhidnhsenBsenBpdWZ/YOqVOzI31DHf2DbXWNJRGh7gkxvjmZ4UW5kcU5sYW5sQW5sXk5sTlZ0fm58XmZCbFxIdOT3WvjfblB3mH2xmaqCi7G+q7Gen7WhmFOFmFOZun+juWxfrmBjvmBzvWx/tWRvrURvq3JIa1pIV05MRn+9qF2+sFOJtHuluH2hlGORgVBTrWxvk3ZIV15UdNlaYE6ivby4oEG6i0JYX0psdWeTnU+rm4K+JcEjJumrLuuoqOegq6imKosUgotII7iwyH5JMVE5CXgUhgRSZSgFFJIEsmPhYG01cT9vc3CfS2ivIw8LQhhDqp+1gQbTVFbDbQhEWKuhrbQwOoR4eZaEppExEsTBU15IXVZPn0SXFmC11ANrSYjrCYnokMSVZWFkAkwRWmIlJggBsopBuGQxwmQpISlUCAFvKA6AS2O4hVH8mEhHOJQLowwuzQKjBXhwEO5JODceCgXVoRDAs4tLQqWhvFAuf6K4n8iCedCCzxFgv9BwPJJQNnxcHaipLAuEaUhK5geZc/4tFWTF0zCgfQVRW00ZS3JUgYElLEiylBJzEhZ3MlYxZwspauEcTJVt9Ej6SrJGKgompLJadExMb4B3jZ2IW72IR52v90ddwKvJ+mXfT9P2r6c1r6mFn7aqfu5X3u1mDlT7w6ctX/fqALej1xRyrdWCwHgbGIg5vqyG/i29HDc/HmtDLicYr2bY70Ze7gcfDwfYJ11MncbgbVy+nze42oJi1p7N5tz1er7tTPwti/600gS87CRcdpxO5fFmEmlz6XczaZ/XywALnrvjtuuhhO+zKS+GYx+NRBzOBD9lpJ3s1ex2BK43hJAaw1Yb/ZZrvWitAUfLxWcbJaNlrtNN/hO1HuMV7tO1XiMVHhsDCYezOVMNPh2ppv2Z5n35Vj2Zph3plu2ppqttIbRBhLnGvyqIzXaYvU6o7W6YjS6o7VaQjSaQ3VXqgO2+xLXuxLGywPmq0NagzSLvLUERBBInLSYpJwwGi+nRLq/+w4Aj8D9N8bjHYtxx7z/zPpxDdzfAPc3zB/vHm6v77+/vbu9fri9/vHl9bur/e+fLj9en1xdbH+5OX9/ffTu+vjt28PXr/deXe6dX9BOT2nHZ9TjU9r+8cb+MWX/eGPnkLKyPjW/PDq/PDo9PzS7MDozPzo9NzIzPzI5Mzg1Ozg1OzgxPbi8NkPbWZ2aHRoa7RoYaW9qKU9KCE5ODIyP9spMCs5KCc5OD8/KjMrOjM1ID89NjS7IS05Jj+3raaCODzYkROYFeKSH+AY4WNnraaYG+Ua42/la6sa6WWYFOJZFedTG+7alhzTG+ddFeLckBVZFeVbE+uSHuWUFuyR42SZ420U7mcS5mBQEOzUkBXYWRU3WZs1UpPtrKhihhK2l0eUBHgNJsbU+LpUeDm7yOBdlvIe2nLsOwVWPaK0mY6wsTpZGKEvBlSWRytIokhSSKAFXloSTxOEkCbg6QczWXM3f3Tgt2jnEWdtCTTTYjhRsr2yvK+aoJ26kBDVUhpmRxcw1cJY6UmQFqK2RnD4RZqyKVpPiVxHnNSRjVWWEdIhIU21psjyMICEgKcqLh4OlUHwESYiiNFRRUkRajBeP5MbBeAh4qDxGREaUT0aUTxoFlscISsC5pZC8eCiXOAyEEWZHC74Qh4OkYDxYoRco8DOsIBtG6DmM+29ign9II0E4ETYFDI+7jcZLA7kAJ62PZ7M3p7OWmjhTVaypsoQJCWeqgjcloY1JWAsNWQdDZUtNOVN1GWczDTsDVUNVBVMNVTt9g5TIiBAX9wBHpzAf5zBfl9++HrV/O+j6dNh+/37o4csIcDd7sdPxab/p00bJSkvo9/Xq2/UK4KyTdd070R/9/fv4j9sFxo+FvblK5uvBq4U81uUY62qO9Wqc+aqfftHLOuoEdluA9QrWUvH9aglzs5q5Xv6mM/imI+hbb8TNcAJ9swK47P6xmPswk/Y4nfxjOvXTTBbzuI1x3nkxGn89Gv+qN+qiP3anO+xoMunzYfVKRwilJWCjxX+t2Xu10WelOWB3JuvVdtVkjc9kjddkvftolctkletIqdtKT/T+XPZcW1BbilFvpmlvtnlPumlHmmlTktFicxC1P3axOagiXLUlRrstQqM1ilQdRKwJN1hqS/nxYYV1fwAAVwDwFgDOVovcqn21kAgoXAyPkpCHi8shMNi9HeqnN+fvXp++ujh/fXnx4e3J5+vjrx/Pv366/PLx4uP7008fL759vvx5+/r7l/O3V9u3ny+/fDh7/3r/7tub28+vvn+5+vLp4ubj+fubk3fvjt++O7m42j9/tXdxuXtysX16vnVySqXtLFO3lzZocyuU6WXK1PzS+Nzi2Mz8yPTc8J+aWxxbWJ4Ym+wbHusZHOns7K6vqsguK06NCnOLDnFJiPJOjg9ITwlLS4nISgvLSolISgyPSQjp7ao7WZquCg7IcrUvT4zOi4nwf2mVFxOWGuQV62VfFO1XERdYmxjQnBbSlhzYHOfbEOXZEONTHOxUEOaSH+qWF+ae6GUX42oR7WSS4GqW6/+yITmwqyBqqCRxrCApwlD1pTwuSJ9cHeTVExdR7uGQZWNqJ4l0UZXy0pJ311bwMlB20iU66hItyTJmZFlzNTldAo4sLaqlgNZVFNdTwBmpSNkYKDlaqAd6mmbFuzkbyRsTRMIc1SJc1Lws5N2NZQyUoEbKcBM10ZcGsjoklJo8xFxXyowsZkrGqMsIaCtAjdVxqjLChmScqZYUWQ6upgCTQoPhYDaUCKeCOIQoA1OQhhBloCRZhJgwO1kWrSopKicmpIAVlETwKGCFpFFgcRgIB+GUgHNLwLmRfE/Rgs+lRfklYbxigmxYYXaM0HMJGKcChp+AFSBgwBj+J7Z68iWpgalhLylTdcDtQUGCuwERbaUubaUuY6Uu9VJDykpLzt6A5GSs6mio7GCs4miiYaOrZqAib0pWdrWyiPT1D3BwDHRxDnR3CvFy++14MW93Pvf7VffSZMJYf+TMWOqX94tvthq+7NTSeuMvxzPv1kqZxw13b3oAYOvn/QYLOGGxDr+/WX68Hn+7Xs487WWdT7NeT7Fe9dHPu1jHXcBuE7BRztooe1wrvV8vY+3VXXaF3fSEfeyJ/DgQdeCtqNwAACAASURBVLuYB7zpvqUU/5hK+zGddDud8n4i+XGvEbjsOh+JP+0PP+kJP+mO2mzx3xmK/npcSxuIXmn0XW3yWW32Wm/2W2zwpU2mX23XzDQEjNV4TTZ4TFa5TJS7DBW5LHVH7c1kLXeFNSbp92SZ9eSYdacZd6Sb1sfrzTX4bfbFrnaElocqN0drtoaTW6KJ5SHEb2cjAHADAO8f/j/C3DK4rXvR1+7Mfee9Z+7d3W2aJjEzM0PMzDFblsyWQbYlWWCBxcxgyQJbaKElMyRxEgcdZmqapE0a7i5zm0Li9X7wOb373C/vzDNr1qz1+Znnt/4L+OLNmy+A354Bv31yStxpRJXmZcTHJCfHZOZHZ+aHxcXr9NrDh1bW15dXVlfWD66sH1pcOehcP7Jw6OjyoaNLBzeWjh5f3Ty+unXm0JlTK2vLMxurs5uH5g4t289tbZw9c/jChZOXL5+8dOX0pStnLl7dunh168qVs9eunbt67cL1Gxeu37hw7frFy1e2rlw9e/nK1vnzJ85fPHnh8snzl46fu7i5df7Y2Qubp89unD575My5oyfPHN48uX5kc/Xw0eXDRxbXV+wri2YeC0vE9DDJCA4DI+SNi4QUmXBcIaZLZUyukGa3aj46dtiEQZtwKDWF4NYqlBy6eBw7QSXoebQ1vWx9WrCkZC4raHPCMSsdrsNDDSTYFHXEwEQpCDAZbpCH7GYMt9P7W9iwVgWuz8rBHtRxNo2iWTZ2rCoPVZnP7wVbSehZAtqEHOB3NkHzU2BlmcgD+ci6wrHmCkxrFRZcjWqtQrVWIVsruytyG/OTQCVpXdW5vTV5sJby0e46KKiUhe8VkHogFfHtxdH04Rr2aC1lqArTUQQqi4WUJ7SWJQxBikoygypzI9obsnvqM8GVKS1liS3lyZDazPqieHBN5oGihLKsqMaq9KrC5P2J4VFBe9ITgrIzw/NzIrPTQ+oqM5Nj/IoyYsqyEnKTwgrTIjJj/XOTQnYymBrpnZ0QlJsUkhCyNzZwd3KYd3yoR1KYV35qWF5ScGaMd2VObGFaELgirSQ9KDvGc0qIc04xNhdVP7+8eP/ycn1BNKy5aLCpGFqfN9xcPASqGGmvHmk7gGivQXTVI7oakN2g7saqnsYG3CBsHIFC90HHYINYWD8BAX/n6VXloyuqH547T66gAeDalTM8txkJ/Hnp67vmR6fldxeIwKf213f0j84pt4Fnf/314sefngLbX73989m3T4798HDh53tu4Nmp7aebb56vv32ytP3pEnDPtX3b/PaW4ddrU79c0QAPbK8Oc58vjH+1QvlilfLdCTHwYvn1R5ZvjnN+OcX/fpP7YoP9ww0j8PnKww3mvWXC44PUjxdJt9z4O4fpX93Tf3yMd8mJujyLvupGXbajLzqwN48Int42nnUTTthRJ+zw01b4adPIIQ3s/Dz5znHxjQ22lVW7pmhbkYMXBc1LErCVVXfCjLi2Qr+9TteTSxzUShelwkErNpJLgZ+uAsDX229eAq9fAK9fAd8/fnZwyorId1NrK/ISIuJio7ILI7KKwpOSaSz6/KLLOGMy2kxWh81oMxpdZqPLondZjS6bedbmnHM4Zi3zczN6tRjZ34aD9ymkHCGPbDGprTNTLpdldtbqmLM755zOeefswuys2+l2O+bcs/NzrvkF15x7dm7OMTc/u7DoXlx0Ly25F5btS6uzS6vO5bXZ5bXZxRXn4opzaXV2ZX12Zd29vOZaXHauH1pYXbatLM5Mypk04jCTjGDS0Dw2USggSyVkmZAmFFAFYsahReuJGeMCjeKmkpwinlutWDJMmUTcKTZlaWpiTSc5pJe4xKRlJWNBTDRSYGpMtxrfpyIOqMZhCgJMgoYKkD08eBdjAETva1IRB83M0Vkx4dAUV9Db2BofjK4qmhyBrnDomoEeJxFNbalsz44fLN0/eqAQ21Ay1lSGaykntNYQIHWE9lo0qHK4vhhak9tZldl3IH8UVI5pPzDcWt7TXChmwEhD9c2FUUONGVI8mD1az0LVozsKweWxoLLY1oqE0a7y4szgqtyIrqacnvqcjgOZPQ05jSXxDSVJ9cWJoKqMspzokv3hxTmRpTnxVUUZGfHBeZnh+1ODC3Ii8zLCygrjs9NCC/bHleUkF6dH5aeEZcT45SWHFqSGZ8T4ZcT4ZScEpUR4Rfq+Fxf4YXyYd2ywV3TAnvRov+LU8JyEgMLU4Nq8mN6mfERbWX6CN6g8bd0mOXNw6vzhKeD7u/iB2q6a/X31+ci2KjioBNZSBm+vw0JbsNAWbF8LbrAdDW0bamsZbodg+wcII0hUXx9+eJiERJGx2HeeXpB/99ByYR1/dq4feLvyyUUyFxUN/LH5+l/LL2+or7lH3zwxfXV14vObTgD4EQD+unxu8+1f3wLAv/788aPPP17++SMH8GQDeHli+9mhN4/mtj9ZBu7Pvb038/rG9A8XFd+clf1+2/jFcdF9B+aJe+zFAu75Gg34dP71ffvTdcq/1skvVscfLhI/Oy54+3Th0UnO7aWxh6vUewuk227c9SXiN/cNn25Jzs7AL7swV9zoKw7UeTv2+gbvsxuGy8v0jRn4STv8tBVx0ji0oRk47cDdPCa4cYTj4DUuSkGLkuYFQYNb0Ghh1mxM919ZId1ao5poFXZqhYtSoSdka/H5V93k7WcngFcXgZc3gOuH7igI88hqGyLbRanurMmIjIuMzC4MzSwMiU/oHRmctplEKoVwckKimRSpJuTaSalWLdNqpFrthHp6QqnSKBUGlXKCTYW3NQ22N8P7u7vbmhg0olDAFgt5EplEOjkh16gmp6dUet3U9NSUTqfV6ab1umm9fko/rdPrdTq9zqDXG4zThqkpvXLaqJo2aPQmjd6kmTao/kZnVOuMWoNJY7ZO2Swq24xKxCcxxkdYFDSHjhVwx0UCkkRElQooExIWnTJ24djaYe3kKou1ymW4pAKnTOxUyFe0qjmVdFkjXddL16ZEdjHRISTYeGNWFsZER5qYowYmcooKl+MH+chu9lA7H9HNR3QJEB0K/ICaNGhmwWcYCA26l9fZoMMNrwiZM1jEGpPsomAwB4qbMqJ6S9KHavJQ9cWYhhJCUwW5tZrSdoDcUUeEHMC2lMPrC2B1uYiGfFRLKaq1fKilBNFRxcK2jXaXgwojJ8Y71fReCbFVQurAdBaBymIhVQk99ZkYaHV9cVxpVmh7XXZX7f7WipT+lsKWspSGkqQDBfF1xSnVBXFFaeE5yUG5KaFFaREVOXFlWZEFycHZcd6VebFVhQkFGeGp8b5ZqSHZKaGFaRE7xzC5SSFpUT774wL2xwUkh3tGeL8bHbA7JSYoIdQ3yOPdSL/dOUlBxRmRJemh5ZnhraWJyLZiaFN+UuB7yJ7KQ7OSwy7xt4/OHHUreuqzhlpKEZAqTHstoq0G3dOEH2jFD4Dxg22E4W7ScB8e1k+CD5FHR8cRo2T0KAWLoeOIHBL7nUdnxD8/dj24KuePRj48hT6/0PHLt46rJxmXNvnAj0fOzw5/d1Xy+0P7g3MzAPAzAGxfu3D465eXfvj2zl+/Pfn15dkf7jqBp6vAsyNvnm68eby0/WAB+Nj15q75x8vKb86KXp3gfX9F89VZxQ0z8hM74pEd/okL+/MN85tPnfeXCY/m0E8XcA8XCffWab88tL64KLmxiLm3TLozN37bjTvvQn1xe/rZxckzM8OXXOiLrtHLTvQ5K+raOuvxlenbR3gHTbDjNsSWDX5SBzusGjhqQl7b4N7e5LvELW5hvUtYN8erd3BqzcyqZUXHlRXyjTWKhVlpI5c6SSV2aqmdVmFA56/RWh5OE24LRpb7ypzdOUuoknlM4Sy5BgHKiYgKDcsqCs0uCk1MbOoAG5026ZRGqlIqtGqpWilVKCTKSZFSJVKoJBNqgVgq5AvFbDobMwoH10Nb6ge7wB2gulHYAA6FGEWOoNGjWAIeN04hMVlUFpfB4TJZXCaLy+RwmRwum8Nn8/5GwOFxeAI2T8DkCdg8EZsnZAvE3H9HLOMLJBwGk8Rnj4t44xwalkVBcmlYPgsn4JL4PIpIQhUKSEoJi00Zu3X6yLyQv8JmLrCoFjZjhsOa4bKcYt6SSrKiFh4xTqyp+XNymkNAsHDHHCLSrJDsko3bRAQdHSkf6xfCu/jwHjEKKkJ2i1HdMmyvDNerpw9r8X1m4tBBCWNDITDhEWY04tykzIpH9OYntebE95Smw6pzkQ3/KSEBVE4CV5Eg1SRIFa61EtNShG4pwIKKsS3FqJYSeEsxvq9urK8GBsodqEs3sGFaVt8EpXOC1oPvKW2riO+sSRmCFKB7Ktvr9pdlh3XUZ8HAxa0VadCmwuaSpKq8WFBlZnVufFlWdFF6+P5E/9yEwP0RXvlx/m0laV1lqdXJQftDdpelBpSkh2cm+aUm+KXG+uYmBieG7suI8ctJDE6P9t0fF5AW5ZMYui/c+90Iv13x4b5JkQFBnu8Fef4jJcKrbH9URWZkaVpQQYJHVVbwQHNhT31hfrIPZqBi66Dm8qbx60+3UF2Vg00lcHAlrqt+tKMO2wvC9bfh+kG4ATBusAMDhRCHBxgYDBtHYowRWONENpnEp7IkLMk7tzfY/7pnf/PdBvDr4T/+ZXvxkQoALgDAlce3bZ9cnX52QfbwGP2PJ4uvPloHgJ//+PXVD/869eiG+s8/H2wDP7355bPv7liAJ3PAZ+tvnmy8ebSy/WB++67tl+var89Lvj4rfL7J/vKc4utLmhsW1L2Z4U9sQx9ZR16clrx95L6/Mv7pPOozN/bx8vit5fFv7+i+va2+toC+u0i64x6/7cKfdSAfXZR/cWPqtA1+0Tl6wYW6ZB89a0FdWqE/uKi6f0p6yDh0woY4NTN0anrw8GTfqnrg0jrz7knRnAxsZx9wcmvmeHVWVo2FUeMWgS4tjd9codg5B2ykEgepxIIvcY6XOcaKrCP5p1gd1FxvdNK7blThwliReSTDia+idhVFRgSFZRSGZ5VGJSYXlZfPOGY1BrPWYNAYDdM6/bROp9bpldMG+ZRBodUr1NOTarWUxyHA+yDVRaDyvJ7G2q6GWnR/H4uIZ1HJDBqVxeLw+CKBWCaUKvhiCV8s5onFPJGYJxKx+Hwmh8fk8uhsLoPDY7CZNAaFSidTaOMkMpFEIRBJeCIJP07CEcZxhHE8kTKGwoyA2xqHB9qJY0MMKppDRfOZY0LOuJBH5vMofClZJCDLOJQZlfzqkdVFoWBNwJtnU/VUko5CmWEylpSig1Pywzr5EZ18YYLlktKsfLyegTZxcCYu3i4m2YS4aRpCjumXoKDiUSh/uIs33C5EdgqQ7SJ0p3q8T4uDTgxB5tmENQl7mUs7p5Yd4TL5bQ2QzGhIcWpPdRa8sQjdVIptLie2VBKay4gtZURQORFUPgYqxbUW4cEl4+1lOHDZGKgUDSnDdleje8sHm7PZiCYVpUfH7J+gdshIHSxk40BLNrQxE95eBO8o7W3Jry2Og4IK8AMNXXVZXXU5oIq00syI5vL06rz44szI8uyYoqzI1LA93aWZFjbx4CTXzSU6mBhqR01O0Acpwe/tj/NNS/BNi/XLiPZNDvNIifDKjPHbOZhJifBKCNkb5vWPUO93Q333JEUHRfnvC/H8Z0LI3px4/+qs8Ir04MIEr7yY3dWZ4bj+5oGWvKJUzxkl6szK5I/PLml56N7a/OHWcnRbLaqzYQwKxvVBsL3NGGjr2EAbBto2NtBPgsMpSOw4AklCoZlEkpDBEzEk71xZpb66Zz20RASAy8D2te+/OQ4AT4DtT3/9+uK5g7IvbphurpD/eLL29ObKm59f/vn68eef2V5+Ivrxh6sA8Cvw9tVPD2b/eGAGnq69ebSx/XgVeLDw1y3Td5eUX54VfnNO+OI4819bsm8uTd20Y+9aEY8d8I9sI58eZgNP5z5Zp366iP/Ehfx0HnfNPfbVrekfHxqvLGDuLI/fnhu/NYs770TeO8n78pb+rA113jF6cRZ50Y7cso5eWKLdP698uKXYMA0ftyNOGGGnDLDDqv4FBfTCKv3j06I5GdjCqpzlVM/x6+2sahun1sFvuLxAvLFKcnBrLeMlDmKJg1jqGq9wYAqcY2VHeD1tce+3JvzHIqdxCpHuwhXZUcXCgYqYyKDwjPzw9MKIuKSMrFyLc1ZvtpksVqNlxjBjMZiM02aL2jSjNJqVhhml3jBl0MvlIioFjRxoH+5o6W2qBVeX4ocHVUKeXMiXCgVSsVQuUyiVKoVKO6FSytWTMpVSMjkhnVRIlBMihVyskAsnZAK5VCARCyUCvoDH5XGYLAaDSWdzWWwui8VmMlkMOpPO4tDwBDSkvXFksGN8bIjLxLFpGCGbIOSSRFwKn0fmyaliEYVHwR1y2bbmnfN87qqAsyzk2Plst1C4plBsaOWrk8JDGvGqSjgno1mEBAMLoyKNyPFDMvyQjok2clBaCnwCNyBEdvOG2mlQEGsALER0cOAQ/ihEhYcqkR0G3OBhGWtDKTw5KT2rks2NY+HF+1szY3urswfrC1DN5RhQ+RionNhSSW6tILVWkcCV4+AqArgM11I0DimmdFSQwOV4SNlYZzkcUkweaRxozNQyYSpyj4EzKCd3igjgCVLXWG/FYEsOrDUfBi6EggrBNWmDHaW4gSZoU2FXXU5HbU5RWmhpRnhTWXp1XnxFXnxNcXJdTpyJjl0U0fSYQTO2XwfvmmdhmN0Hkn3/V1rknoxk/+ykkNRo75RIr/jQvfGhe9KjfRJD9iaFeSSG7ovweTfE8x+BnruSIoOjAj3CfT5IDNmXEPRBeUZ4WWpwZXpwYfy+3BiP3PhAMX2wvzV7sDVzeYb1+ccnj7gUXdU5yPYD6PZaXF8LYaAD39821gvGQME4WCcG2oGC9mD7+wlD8LHBYeIoikuhKfkyOXfindsb1CcXJa/uLwHAEwD48tzluafPLwF/vQSA7x4/PHz/kvLWIdxv9/S/P1gHgNfAm58A4MHNK3zgze03f17d/uvc9w8sP14zA0/X3362+OZj55s7M79c13x3QfTDOfGXp3kvTjBfnuJ+d2Xy4TL1qmHklm30pg15ewH320eWF2flN1zYT5fwD1zwu27k01OCnx/OXllh3Vgi3llAX3GhTtngd46wv75luuwmnrUhL9iRlxzwrZnhM3bsrU3R45u6NePIhhF+VDe0MdW/IG9zT7ZdWMF9dIx+RNc1Qy91c6qdzEo7vdxKLTMzKi84R++u0+YEjcaxAhux1IorsGKz3PjimdH8M8pBLiRJ1JN2RNqlHcmyowrsiMIpeElKTFhIcmZ4WlZkQkpYfKLOaHS6nAb7rGXWpTcbzQ6r0TZjsM5MWy1TlhmN0aAx6tW6KbV+akqvFUkFvT3dLaBmBpOundKoNGqVVqOe0mimpjS6aa1ep9FPafRatU6r0WlU0yrVtFatU09OqVXTqkmtWqFVylUTUqVMPCERykQCqZAnEXBFPK6YzxHxuAKuVMJlsfA9XY2IkU4KCUmnYVhMHI9J4HGJQj6ZzyNzBVSxhMWkjn1699LS5MSciLMs4VmZxHkxc0nMWJNwj2mUp4yTSxN8t4zhFFEM5FEVup/T00rtbEY31eDA1WwEREGGCTE9clwfc7iVMQRiwkA8dCcH2c4ZAU9goJO4/glE72EF74RWtiETLHJooh5Ib25aT+H+kdoSVEP1WGsNEVyLA1URW8txLWVEUCkZUkYCl+NbivHNheOgImJrMR1SRuuupvXVYjpLaSPNI6AiFal/ijRgZMIsXLiWAlVR+oXoNtpIE7avZrSzEgrK727OH+6qxg7W94KKOhryelpKa4qSc5NCitLCWsszwaVpjfmJ9N4GxWhXb2GahjDs4o876Mg1Nnp2HNqZFbY/9P3MBP+cjIicjKic9Ki8zOjokH0JYd5ZCaFpUX7p0f6RvrvCPN8P8tgV4bsvOTwowndPdKBHcrhPUrhXTmJQRqxvdmJgRqxfcoxXP7jEZebD2gs1QuTlo6bz60ZoXS4cVI5oLke0HUD3teAGICgoCN3XRoD1jPV3Y3t7SENDjFE0FYUmYUhsClfGlyv4E+98tiV8cIJ91MkE/ngCAN9dubriMLOA7cc3z89+++X1R7ftd4/TXmwJf/t4GQB+3H7z/fb2p99/dRx48+TtX7e//9r98JLgu2sq4Knrzwf217ftr69Zfr6s/vK8+NVpycst0bNT3KcnuF+cEX12kHHROHTVgrhuR950YX68qf/igurKLPbBwth9N/zu7NDjY5xfP1m4dUR4bZ54Zw51dQF9zjF6bZn81U3DtRXqmRn4efvIBcfIlhW+5cDcOsZ/fE17yAI/pB/a0MEOqaELSohbAdqaQ987Qjum7zaSClysajez0kmvsJDLzNSKcw7k7XXKkgRkwOZb8GVWXJ4JlWHD5BrgWacmoIvMZtVQjpN8QAfPNY/kWUZyp0eKM5PDQxLTI9MzI5PTg6JiZcqJhYU5k3vBOueecVgtsw6T3Wp22AzWmR0b9RbzlNk4ZTKoDTqNwSBVTPAlYoVGrdHrtHqdRq/TGvTTRoPOZNSbzVPG6WmTTmuYmjJOa/RajV6rNUypdRqNXquaVqt1GtW0WqFRKjRKuWpCNinfEVKikIrkEsmEeELB5zBxvd1NSHg3jYJi0DAcFp7DwvO540I+WSQgi/h0oZChlHM+uX5udVK+JOTb6EQ9cdTJIRnwcB12xEmlnDBqTs6ollWCGQZWBGvndbdwulrY3WD5KEI0CiX21I21VcnG+rmIdg68jTEIog+08BAdnGEIB94mRUNF8B56V+M0AXlYKTwo40tHekbKCmAVBfDaMmxTDbalfry9cbytHt9aRQBVjkPKxsFllLYyMqSC0FJCbCkhgoqo4BJGewWrp4Y52MAfBTNGmpGtBVryoIE6ZGUh5uR4p3hMRe6VjHVM0mHkwcYhSNlQe0kfqLAHVIgaqIf1VIMO5HQ0F9eXZ+QmBmXF+TUWJA02FBG66iZQ7XRwSU28vwDeuT7Js9EQC9ThZToMVZmaHbIrPcYnNS4wPTk4JyMqf39MfLhXQrhnZnxwSoRPWpRfcphnhPf7gXveD9z7QUKoX7S/R5jP7sz40KiAvYkRPrkp4clRvulxfmX5cYlRe4e7qyRMmFGJX7eJjjhlw6Di4eZSREvFMLh6pLMe3lkP72xEdYMJsB5sXxe2H0qADdKQoxwMjjpGYZN4AoZARBO88+y84u5R3h9fbgHA04cPNt/8ef+QDffzF4vPn679+uMD4I8Hjy4oHm6yfnm4CLx+sP32ya+/3AOAfwFvv/319cPPv9h48dB8b5P6yz3t7x9bf7lh/+mS+ftL2m+uTHxxeeLFluTJMe7zTe43W6KXJ5iXLL0XTdBr9uFrNvi/zsh+uKm/6sJ+NI/+eA5x2zb08Sr154dzj06rLrmIt9yYG27kFdfoJTfmX1dVd48wj5r6tiywC07EGSv8jAV+e4P96PLkcSdqXdO3oes/ONmzrGx3ipuPmgduH6EfN8O04/k2RpmDVuGkVcxQSg2UkhMG2PVl0sHJTjUq24wtthEK7fh8J6HEMJKzSG0wjZUiSzyNmBIdIk8Hy5pB5GqHCityEoNiEyJSsyJT0wMjosdplPWDK7bFJavL7Zxz2+dcNves1eU0O2wzTrvZYTPZrUabZcdGndlgtMyYbVbDjFlvNu1gmDEbZsxGy4zRMmO0moxWk8Fi1Jn1+hnDDjqzfkfOaZNuyjitNUztOKmaVk9OqZTaSaV2UqFRKtRKjVbOY+P7oSAsup9Bw3DZBA4Lz+MQeRyikE8WCSgCDoXNJLpM2mubh5bEwiUG66CAsybirEu4Rixc2NMmHxlclPKdIsa8jLmk5LoEpEUh7dCkyMGjLU2Itpz6NY2A0Q/CtVXx4F0CeBe9r4Xc28Dsb2UMgDnDEFpfC2eondzeMA6p5Q920TsbMfXlIzUl6OYafGsdvrWe1AFi9EIonU0EcDWxtZLcXkHtqKB1VFHbq0jgcgKoeLy1lNZWweqq5vbXc4eaFEQoqbcK01pooA8bKYMu4di8nLisohlY8Al8t0k0JiX3oTor+pvyB1uLeppy+tvKe9tKQQeym6oyQVXZ5VlRRSkhoJIUTGsFBVo/MQqRDzdCsiKQB/Jn6CgbaWgG1XGQjeB2lO/3/Wd84O6ECO+U+IDMlND9yaGJkb4xIXv3J4TkJ4enRfmlRfrF+u/x3/vPgA/fS4kMSo0ODPHalRjumxDmHR24JzM+OC50X1zY3oq8hLLc2LiQfzZWxvNI3QdnJVbFeF9d/iioEgGuHmypGITUwNpqYODakfYmRAdopKMVC+1CdXeheroJA0MEOIqJp8rYwgmO9J2n5yefn596fMv56y83Tx6bfHzT/PQC49NrVAC4BLx98df3N7+8N3NtHf/Tfdd3z4+8eXP79e/3AeA74M8XX3378Q+/fgoAz+8cE391ZfL1HcOvN80/Xzb+cHnq24uSz0/QvjzN+XyT9+II68UR5pdbjBv2niuG1pvW3luWgU/Xab99bLm9MH5rdvT+HOKOfej2PPGHO/YXl4wXXcTbc7jr9qGbLsQFJ+L5Zdn905wNM/S4BXrWPnzaOrBp6L+xRv3kvHxrbmx5svOItm9N0b4oB9t4dWuarhvrlNPOUQ0h30IrtdEqrNRyE6lkmlC4Md17dY6wOT04icg2YAsN6FwDMsuMztWPZM/R6g+LOwVdiQ7ygYn+DE1fprY/XTtS0FKeHhAZFZGWHZWaGRwT1zc8sH7kkHNhwe52OefdzoU5x7zb6nL+reJOGHc8NFkshhmzzmQ0zJhNVsuOfjuYrBajxWy2z5jtMyab2WQz7wj5t5Y7Nv4dyX/P4+SUSjWtnpya1BuUHBZusB9MwA2xGGNcNoHPHedxiAIeScgnCwVkqYjJZRIPznqPVgAAIABJREFULtguri2uicVHhKI7FstpjXKeSZ1CDJLqq8Qj0LVJsVvCnJdzDk5LNw2Kg5PCRTHLSMUvT4pPWadOWjVCRE97fooE1cfoa6V2N5E6GuhQEL23hdkPJnY3MGAQcncTFlSJAVUNVxXA60pGDpRimmvIvWAcpJHa084d6KT3gAiQajKkhtpZTe+qpndWU9urSK3lBFDxOLiE1lHJ7asXwJoE8GYhunWsrXAMXGSmj5ipg/NSgl00NivDO4Q4NaXfKMBYRHg2srWvPmcIVAwDFXc15jfX7G+p2V+ZG99UmtaQn1iRFtqcFzXamEftqRYPN6hHW1AHsomgchMZbiMPafublsmDE32NqV7/iPT4Z1KYT2pcYFpcYEKkT2KEd1TAh/sTQqrzU9Ki/JLDvVPCfIL27QryfD8jLiQ3JTrCb0+I1/sZccGxwXujAj6MC/GIC96XFOnVVJ2VGe/dVpveWp1kkOG0fHRvXR4cUjUKqR1uPYBobxjtbEK0N41AGkcgTehOyPhgPw7ai+7qGoNCx5GjBDicjMKy8ZR3nlxQPDgpe3TDenhJ/PbPO398d/DBOvjLO2PA6/W3v98AgHtvv1+/sAD/5o7pwWXDFy/WX36+9dWXH2//9RIAfv1z+y0AvH5+c+HxSfFP19Wvb+i/v2L4+qL6u/OSH06zvzjJ/+yI6MGG9MkJ5fOz0htu+CVT+01z530r7I4T8eah4/4a7eYs+p5r9KM55E037surpi+uWS64SbfmCLdsiJt25Bnr4P0TrCdXZZuzg4ct0JP2vmPGrjU1+NLy2CfnZReX8fNy8GFtz4oM4uY32jgHlhRtV5bJ5xdwGmKhkVxio5ZbqKUmcqkGl7+q6rg4hz9pHpkY2a9DFRqxBXpUng6RpxnMtOIrDok6OV0JBnyFsj9DN5Kj6ktTDRf01WcHhwRHp+VEpGYHRsfWNdevHV6dXVyYX151zi84Ftz2OdeOh5ZZh2XWYXU5Z5z2nXuL025x2C0O+4zdtnP971hnHJYZh8VkM5vtM0aracfGHSH/9vDfJ+tOGHfaqNZpjCYNh4kb7AePE0aYdKyAR9ox8O85KhDS2azxZdfMCZd9RSw8KpEtM1nUpnpcbSW9pZEJaVqSCc44jMfN2rMO/QmLZlUlWpoQWtkU9ThaS8LY+NRpGnagKr+nNIs11EHtARHa6gnt9XQomNzVTOlpGeuoxXXWI1sqsZADyMZyeEN5f1Vhd2neKKiW2AshdLRQeyB8WA+jt5UIqaF21NK6av6WkAgqJYBKiJAyZlc1H9YoGQGJUGDpWBuuvWS8s9zKRs4LMU7xmFOMt/DQdgHWwEE4xLhZ2biBg6IM1g8352O7q0c6qpvLM5rLMyuzYysyI7tqc9uKk9oK40YOZJLaioR9FarRptHqNN5Ak50xepBPnO6rn0V2qAdbsjzejdn7z9jAvUkRPmkxAbHB+xLDfcJ8d8UF7inOiNkfF5Qa6ZsS4RfptyfI472kCP/clOiEMN8Qr/fiQ70TwnxCvXfFBntGB+6J9N/dUJK2P85vHNm65pDA20smGMN1+YndBwr7GyswnaCxXgi+t5000EUe7CX0dY11t+Oh3bju7vE+KHVkiDaKHOvrR0Oh47Dhd24eZz44I//848W3P90GgE+B7fPXZ4u15A+Bb6d/eGZ6eW/qx8fGi8vIx2dEz66bfvrm7DbwEgB+Bt68efvnm9//AraBP3/79sKtg4yfrmi/vzj1zfnpL7YUn5+SPj0qeXbW/OW9jR+/uvX2l/tPL1uuuAkXjH3XTbBrhoFbTvQf963Pjgsvz8DvzY/dm8Ncn8U8P6v64bbzkptyy4W/58TdsCDPWIfubtIfXhRtrWEWpyC3jlEurI6uTYOPWgfub4kur1HdspZ1dfuSrHmWV2dlVLvFzVeWSBeWKNOUMj2xYIZSZiaXTRMKVbiCFUXHOSf2nBUzAc/SIvLV8BwtMleHLJiC5+lRRUfk3eLB9KmxQtVIrgKaNjmQIYXuRzRnhYf4R6bsj0zPC46LyyouWFhfnl2Yn1tcmp2fn12c/zuGVpfTuTC346TNPWufc5lsthm7zep07FhncdjNNuu/YTM7Zsz2mR0P/1Zxx0Cj1aSfMfy9VKdNOp1Z/38+IA1TGp3WZFZz2XjYAIQ8jmAzcX9ncEdCIY8kEFCpjDGrcXLOqFKMoXT4sYGCvL7ifDyogQftPqpVbM2ajhgmD2rlG3rlqlbiEDKNTMIEHi4ZhXFgXZiWGkhRelN2ArWvlYfoIUNB2PZaVGs1vrMB11GP66xHtlYjWisHG4pHITV9Bwo7K/K6KvP6qkpGwXXY9hZidyuzv1sw1MPqg5Daa2kddZSOKlpnJa2jigypIIHLcc3FlM4qVncdb6BJCG8VwNvkhC5sewlrqN4twq8pqW4p0SUj2UX4GS7WykPPKyhzE2SXnDxFGyJ1VWPby0Y6qrrr8ppKkxsKEsozwlsKk/prs4dqMsZa8xjdpazOQg2qaag4tiHBj9tVs8JCGweaZgabpgdbczzfTfT4IM5/T0q0X05yWFK4d0qkb3TAh3FBe1MjfTNiAvbHBaVEeMeFegd77orw+zAjLjgx3DfM54MQr13JkQGR/nuDPXdF+e1JivBOifBOifAoygh2GjjEoUYUtC4j0qs6K6E+N7W1NKe9sqizqri3rmKgqQbWXNvfVDfQXDcMasJ2d5Bg/Zi+rrH+HvLwMBONfmdrjfDwrOjpLTvw5wPgrzvA10s3F4t//HgI+E7y+hvN41vSp9cVj84Iry6PPb+q+/XrywDw45u3f23/Afz1OwBsv/ntt5cvPlm9foj741XtT5eN3100fn5K/tU1y28vbgDATwDwCwD8CAA/fP3xwXuHhKe0fddnkJf1w5fNiB+u6F+eUd5yj990om/a4Ddso482pb987Lq2QLs+i79pHr1lx542jzw4w7u0QWaNZWD7Ik7Moz69LDm5iHSoIbdOCW9v8m3ipmVV27y4wc2rNZJLrOzqLefY+WWamlwyTSg0kUqNxOIZWqVqrNDOa7zgwl904+UjWTp08RS6RD2SN40oUI3kaBF5K5J2KjhMhy/i9yYrBjIlXcnCnlRyZ25siF9IbHpYal5QXGJMerJ9ybWyvrywuDy3tORaWvjbQ/uca0fFnQyaHTaby2lzOm2zTovDbnU6rE7HThj/D07r/8VOG/+eqf9u438Lo3Faq58ym7RcNn5osI1GQe2cx/w3D3kkoZDK5ZPkExy9WiwioOU4NHWgW8+lsxGDEzjU9bWlk3b9EaPqqH5ySSm2CdgqElaAHMRBGuCN5YOVBV2lWaOQKiGmX0YYZo504jrr0e21o5AabEctHFQJqy8ebCiGt1QNN5VC64sHGiu6qgo6Kgt6D5SOttbiOkHELjB7sJcz0MmEQui9TYzuBnJHNbWjitpeSW2vIkMq8C2lREgZo7tGPAyZQHeJ0J1iQg+6vZyFhKjJsAU5dUnDnlPS3AqqTYCbFeNXVIyVSdryJNUtHFPjemjQWlRH5TCotLN6f2dVJqg4sbUgfqQuG9GUQwDnM6GlrI5CPrSc1l7YnhOBKEszjnZYhlpssGZlV01ZwJ7cUO/94b4pYd45CWFZCSFZcUFxQXszYwOTwrySI3wyYgMTw7ySInwj/D4M8ng3NtgzJSogOnBfsOf7MUGeieF+od4fBO37Z7Tvnhi/D1MiPIsyQkV0mIgGqy1IiPR9Ny5wb1KwT4KfR2KgR3KwT3qoX3p4QGZUUG50RE5MeF5sZEFCdEFidEl6Yllmck1uRl1h3jsbbuzD86J7J8XAm1vAm4vA76s/PRh98wXl51ecb14qHt8zAdt3vrnrOGNHPjur+P7BBgC83f4TePvmzV+//fDHz68A4Cfgz8f3zqhfnJH+dEn79XntN2cVwNeXAGB7+69fAeAXAPjh9auLnxyfeHVCcEHVeW267+oU7KoR8XRTcmWWdMWOu+UY+8iFuWpD3D/E+e2+69Yq6/Is+roFc8kyemuF7FZBcL0RI+2hfU3+0AY/PqmIQ8onjKatOtAfnZc7Jtvs8ia3tMnJq55lV8/QK09YEZdW6dO0KtVYnolUokbnTBGKFJg8G6/puGX0jBVtIlcrhnI1yGIFLF8By5H2ZThodZvaARI41MqsWRC0UhpCRB2Jwu5UIawkNcI3ODo1OrskND45IDpCodccOnJwYWnJ4Z53LS7MLs7vGGifczkX5naE3HnicLscbpfdNfu3h/8+Ry12+45s/86/r9O/B+q/fyjuJHHKqNOZps0zWhYdOzTYRqeiOSz8/zVHhTwSj08WyxkMPlE2wVaKmZMCukHO18n5EgZhTjd52KI7Yp1am5YtKcQmBkU+hmKP9A83VHcUZw83VZK7QJyhDhlhaIIwTIeBce216Naqvpq8zpLMjuL01rwkSHFqS15yR1n2cHMlAnygo7qwrTK/vSIfWleBAjfiu8Dj3e2Mvg5GL4Td38bub2X1NtF7DtC7ahid1fTOGjKkgtJeOQ4pZ/bWiREQKaZXSugjDrS0lqXBIZXkwdYpOnpVJ1yd4i+pOLPS8SUFfV3LOahmrilpy7JxB3t0mtjHHmoi9dagQMUjjYV9tbk9ZSmDNRno1oKx5mxyRwGvr5zTU8zprR6HlBCbC42oDgO01okAs+uyIUkhjRmx5WnRyUGemZF+eQmh+UnhyWFeWQkh6dH+SeHeieHecaGeSeE+cSEefh/+R4jXuwlhvqnRgZH+e4M83ksI840P9Q/x3BX44T9i/PeEePyvgbbyaRmZTexPCv8wzOsfEb67EwI9Y/33xfl7xAXsiw/wjPf3iA/0iAvwSAz0SgryTgjyjAvwjAv0iA/wjg/wTgj0fmfZgb1yiHTvJOfZLd3dc8Lvn+l/eqV4/aX2yV3lHz+f/fqr6wDw1R8/fvTxUeXzM7LPr9mA7dfAG+CPv158+fnR37/ZAn57DAA/Pr29dHuN9NM1+aszss9PioEnx4BfXwJ/fb799d2vL8w8PSI+pmx/uUG+Yx+8pILc1vV/Ok85PDGoQJbpcdWnp2F3Z8eu2RA350nf3zY/2uSftyFvzeM2p7u/uKrYWkKVp79TlvY/oPVhvU0xBGQRtDuptPjD9pZgEbNaLax3qsFmXrWFUWyjl04T8k87Rk+5MXMTEDkqSzNWoMUVypBZUlTWgrzjqAl+zoHdnIYrR/IU8BLlSLFypMCCr1zgt5qolYTmIAli/1F1/wnVwAlF33HV4DE1ujY30Tc8MSAhOzQx2ScieJxLP3r80OLiinN+wb206Fpa2GHHxr+FtLpnnW63w+1yzrntrlmH22Wbde708L9wWpyW/98Y/i3h3z3cSeK0SW82aZk0zDCsfefnhEhA2YmhkE8W8EhCAUXCp0okdJ6EyhVTpTImn0uRy9hsBtFiUm0uui0TfIOEqueQpqh4DqwfDWoE5ee0VxSgOhq5yD4xqp/eBx5vqxlrrRxtKO4r39+WEw/JTYBV5aKbyjHN5ePt9YzBdjSktiU/pa0sq7+hvK0yv7umeKj5AKYDROxuo/Z1MaAdjF4wu7+NPdjK7G5kQ+vZ0Hp27wFmdy21vYrSXkVur+ANNnH6W2T4fjkZ3tNYWF+a0VSRje1rU7NIVillQclcnGTMTdBXVZyNad4RDeuQgr4moywIsE423EAZlGPa2bBGfEc5vDEP3pQPb8jBtxWjW7LxrbmM7qLhitiBimQ8pJTRUTmNgExASswDdbiiuJGSRGhlVlt5dn5cSHqYT4Lfnpy44Jz4kMwY/7Qov+QIn4Qwr6QI3/iwvUnhPsGe7wbs/V8hXu8nhPkmRfiHeO8K9dodH+wXHeAd7bcvxv9D/93/c6irZsmmwMKa/ff+P2G+74d6vhfmvSfcd1+Un0eEz74I333h3nvDPHcHe74X4fNhtP+eSL99kf57In32Rft5xPh5xPh7vnN4hXZ2BfX4HP/KOnlzCXPnonRrg/3XT+f++PUxAPz1Bnizvf0H8Pb7H++eeLwp/OysdPvbe8Cfb1//+fjLV7Zfn+uA7za337z65asL5+dHf7ml/Ors5KsT0henJ7+6ZP9hy3hxAqbvTfnyMGtFWHPG1nfRAd+QgW/oh58uc9clUG5PjqAv20mv/XiOcNM+etU19uq88sWFifN2xHnb4AlTx43DmI/OMJW0YjWraWtdhukrKcoLyNzvVV4TWlqyu6nOB9oZqhHUuCaa7awyPSHLzqg4ZoJtOBCbdoSNUysZyZzE5E8RS+y8pnl5x4Kyy0CrNdNqP1pkLPI7FwW9F8y48ybMshjiFoGI4FD5aPaSEGIjVevRxcax8lka+EB2gndwbHhacVhysndkSC8Strq+5HTO2mfdZqd95r+wzDrt8277nNvmdlldTqt71upwWBwOi8NunXVa/3OXOizO/8LhsDitFqftv7BaXXary25xWi2zthmH9T97aDMbLEaDxWSwmvQzBv2MUWfW68wGnclgmtHQyMhhWBubiWMzcWIhVcgnCfkkAY8kElBEAvIEjyIT00RyJkdM5Yop0kkuR0glMbAf37tybG1ezaHyxvq5yD5Gf89ARWlVYmxhbMRA0wHqSB+yrb63IqevbD+iOhffXM7sqZePdpkoSCsDMzU+osL0yZDdM3TMrIRpETKQrQeK4kPBpVmQstzumpJhUC0W0kzohNB7Omk97UxoG7u/jTUA4vaBOANNvIEGbl8du7ee1lFN6aigdFaKhls5/S0aMpIG76zMiQfVFBVkJlbl7+9trqfC2hTjgyY2xiWlrms4R6a5Gxr24UnaoQnKqgi/yEMvCNEWOkxD6GUPNmDBpYTOchykhNBZSuosp3SVcfqr23KCi8I/GKzJonVWTiHbtH3Vmq7S0fwwZGXqcGNBT3VBaWpMXmxwvN+e/VH+OXHBGVH+CSEeOyVMivBNCPdIivSODNgd4bc73Hd3pP/e5MjAmCCvgD3vRfp5xgT4xPh7xgZ4RPi+D6rMMiroFbmxH/7jnWDP98J8dgV77A713B3svTvY84Ngzw+CPHYFee0K9f4g2HtXsNeuYK/3gjzeC/XbF+G9J9J3X5TvvndOHqIdtHffPcm8doj17bOj228fAa9fAW9+3X4L/P4a+BMA/nqzDWz/9t0nl67OER8ep/306hQA/A4AT25c4DPh/pvuoR++OAy8uXTcNvjVGfFXJya/v6D5fEv2cnPix5MTW+KO8ZLdXxzj3lgjL6jbXdIW03jZJc3wPTtlXTCAqYrE1kQyQNF33GO3ZuGX7COPTnC/uaY5b0deWERNs0q3lscuHCJuLmKc0yMTjO4ov3ciQ/9HQvzeqKh/FBe+J+TVDnaHDbcHmIQVbkntgqjupHlgll93ZhZxwjx41gS/7MSdsyFOmIa2LCgbF2Rk1RtoB4arfHrz9hV6v4MuC1/id08i8vX4skOTPdTOaPZgklsMdjIbFzkQF6vlkKRvoKnQJzQ2KCUvKDHZLzqiEtRkNKjFIoFELhUrpFKFVKyQShRSsUIsVcqlSqlYIZVMSEQTEolSJp+UT6gVkxrlDkq14t+ZNqin9GrtDjr1lF47ZdRMGbVTeu2UXj1l1BpmdAaTzmDW6cxTOvO0wTxtME/rjdPTRq3eNGU0qikkFGKki0XHsxl4kZDK55CFPIqARxEJKGIBTcohT4hYAiFVIGPypEyOhMER0bXT8qeffjQtE07zGQIcDNvW0F1WUBITnuHv3ZCVBq0tJ/d38EZ6dTSsW0A9qGSf0IlO6MSHJzmrUvocn2AkwZXILgmsdYaM1NNwTjFLiIEVxYbWZCU2F2R3VZfAmg8gWxqxbS24jlZiG4jR28bsa2MPQATDbXwYmA8D8QYa2b319M4adk+tcLCJDwcLUJ1S0nBHXVF1cUYHqLqmMrcoOy07ObYuLwHTXiPEds/wx9bV7A0t54iGuaGkbyjp63LKqoS0LifOC7B2HlqB7aRBD9CgByjdVZTuKu5ggwDRLEE0IQ+kN6cFMXpqZ8jDaljzAqFH2V6EyAlHVKSOtpR0lmWVJoaXJofnxgSmh/ukRfimR/jGBe1LCPXa+QORGu2TFOkdF+KRGhWQEukf6bc3LtgnOSIo0ndfiMfumADPKJ99kT4fRvl+2FqTrxFTchKDgvb+zwjfDyL99nm//27gvj2BHh8Eerz/X9ddwV67/Pe+77/3/SDP90O8dwV6fBDs8UGwx65gj13v3DwrWDC03z0n3lykA9v/AoDXb3//Y/sPYPstAADA27d/vvnz1+0/vvn5y6snrcOPTzOff7wCAH8Bv15ZMSKeXTEdnEEeWkJuv1475R5+dYz/y5bqm5OSf52RPTul+OKU/LoN15+/+6STcGYef3YW9dHC2BFu7a1p6DU9amasZSgrCLbfXzVccG9l/Jyl96pr5NER9vfX9E9OSiXMKgq+HNoWLxXUmXSd6OHs/PQPinN3QZqD9yfuiQ59H4PMvnyK79C00Ufi59Qt19cIpx3DS/IWO6t0kVc5BUuUt8ewIHEGWumCvMnBrIcXh8FrQqRjeYO1AWWR/2yK8hZ0VqxK+rg98SZC2WFFH60jfrw33iWDnLXgLlgI5+2kSxYcFwP2CA70is8ISkoLiEvIKS21WrUKBU+pkihVUsWkaEIplE8IpHKeTMaXyLhSKU8s5UgkXJGELRCxhSImX8ji8xk8AZ3Lp3F5NA6HyuJQ2VwKnTnOYIzTGEQ6k0inE6k0Ao1BoDEIDMY4g0miMUg0BpFGJ9LoRDqTSGeO77yis0hMNoXNprDZZCoVT6FiuVyqQMDk82kCIUMgYAqETIGALhDQeSKmWMCaELDkQrZQzBbKOGwO5fzmxqZ71igUKql45lAHGnxguKE63d8zfu+uvvJiVn/3iox3VC05OilYU3AOqnkH1dx1JWdBSrMyME4uYZo4LIV3iobA8uFOGaZ/EocYbayqTIxrys1sLc7rrauGtRwYbDqAaGtEtTViwM3ETgi5p40GBXNgnZz+dv5gm2AQxB9qFQyCxP2NcjiYjYRwqQPD/Q3VpRktdcWdHfUd7XXNTRVN9SU5CUHQxkLSQLOFjzusYR+d5mxq2UfVrFUFfUXJWNNwDqqYq0qKW4TXU2CC4Wb+YAN/qEkwXC+CN0pHQVJ4c09WKKmpcFVINsC7dIMta5RBdm3GcE4kqnr/cF0+KDeuPMm/JDGwJDU0OdAjJcInLtAzNcI/NmBfYohXYqhnerR/SoRvYrB3elRQelRIbIBXmOcHSaG+yWF+UX67E0I9EsK9o/32Bu5+D9pYMwxpiAvYHen9zxi/3TG+nqEeXuG+XiE++0J89oX5eoT5egZ77Q30/DDIc0+Q555gr71hPh5hHrtCPPaEeu4N9t77zlfPDh90Ys4eJF46wX56bwEAvv7121fb22+At6+Bt19vb3/15+/f/PTjCwD48sgs4uFp5p2zOgD45otXBz+5oAV+vgb8dtOk6753c+LOSfYnh9jfnFZ8dUHx2QnB8xOiZ8e4D9eomBZfDafSre2ZV7V9coS0pQadkjVfn8EcliJoLRl9eWGklrSby+zrq/S7RwWfnFF8/7HrxU2jUtQ6AE0qyPrfPW0RsJ7Ehkr/zubo2nIPPCI/P3VPYXpwWsqH5LEaymgeYyRxkpAlRyWIR6KU8DhFf5SiO1TQ6C1sDsVX+LK7YjYm+zhtuTn7/ndN3F4SNHOwPiI38oPauMD6aA9EdYwcWbIs6lyVdpMgMfjOiMPGkWlihXgwh9O3n9WV3N+YHhAVHpCSFZCQ5hsZE5OW6nDqLTatzaG32fQWq27GMm2emZqZmTKZtWaz1mjSmEwag1Gt10/qDappnVKnn5zWKaamFWqNTK2RqdRStVo6qZIolCKFUjShEE4ohPIJgUzOF0s4IjGbx6dzebQdOFwqh0tlcygsNplCxVFpeCoNT6GMUag4CmWMzSaLRCy5nC+RcEQilkTC2bkRi9hCEVsgZouFLKWIIxdyRFIOX8qWSLlbRw8uaLU2uUxJIfHRA8TeFja8F1Zf1ZKbYRdxTjuNJ0zqNRnvsJK7puS4ZEyHgDonptv4ZO34iJoAlyJ62H2tRFAVsrYYWppdnxZTEBVQFBdelZFck5PWXVcFba7vrq0YbD6AgDSNtTWPd7dTetvoUAgL1s4f6eIPdwhH2qXIrklsj3K0mwWtk5CgGDikpmo/qLEYAqru7W0Bt9V0dNRL+JR+UCVtuF3LQK2o2Ee07E0NZ2OSdXiSflDJXJtkLStYa5PMeQnJwkLpyDAdaUCBaZeNQmSjENlomwID4UBrqODSBT5umTeug3fO4Ydm4GBMXgyqKGGsLq+nJL02NbQiObAyLbw0JTw91Cc9KiglPGB/bGhCiFdcoEdymE9atF9SiG9SqE96VFBiiH+414fBe9+LC/SMD/KM9H0/MdwzIcQz0ueDuCDf/pbmiqz0wL3/iA3YFxuwN9r7wzgfzyjffRH+nhF+HtEBXtEBXhF+HpEBXuF+HmE+eyN890X47ov03hPhsyfUe1+Yr8c7APDN1sbEogV2+7zw8nERADz54dtHALD903ePb1zWP3/kePv2EQB8CwC/n90Qn18av7sp/v2Xq09ua55/NPPy7sLj24vnT07OWxHA71vnXbgvL6qfnpE83RK/OCF8foz3/BTHwCp2KCCn1lgKWs2VJfy9lbEz2v5LDuJHGwpyV95QVVJrbnBlyh5ofSJ1pNIgHX50y2ZS96BGcrKz/oOELyjL35uT+uEEr5eELq7K36UV9Rsl8KayuKSEwLwM/5zY/7eveq8Ck6jGRM+Qks3YRCc+dXE8U9H5//Fun1Ftnfna8P2+Z86ZSSaxTQcJFRBV9N57FyAJgUCiCAmEhCrqvaHeC0KIJnpxwza44JbYSZw4cZqdMimTiTMnkzItk0lm0pP9fmDG40me83x51zprXR/23t9/67rv/31GC9YGAAAgAElEQVRvxBQ1d7I7UdgWbRzM57XnV0SHDdZkoEuO0vBpvQ3pNckx1YjI6qRHyY3JU/y2m+sS83jJJLNoZ3qUg4KJ0MnS3gxRVyKlMx+RngjJLULklyfm5CVlZ4WWgtvHQusbc+sbi+sbi2vrC6tr8wdZXpldWZ1bWg4ePKyszj34MbQ0s7QcXAwFQkszoaWZ+QX/AdHZOd/snG9ufmp2zhec9c4EPQdcD8QeQD1Q6nKbnS6Tw2m0OQwOh8HtNh8I9Hqtfr/D7TYffHG7TC632eEyup0mr93ksZvsLpPFZbTb9c88fmU74Ds+Pb1g0ztkLKuQ4ZLxFsyaKxtLN09tnp+fOuO3nA/Yz7om103K0KRkXi3wyzgeEcPBpaoovQx0A6EqH52X0pQOb0yFNCATeqqLR9FtA631jUW5vW2NI3jsMKZttKeTTewSDPbKyP1KSr+aOqQfJzl5Y04BzS2gungjrolhN5fsmKDYVMx+QmNrSym+p40y3E2i9FBpg+ThnmEidrS72SKgHJuaPD9jvjRtuBow7U9pd13KC97JvSndGa92x60+ZpMtayZm5fRFDXNZx52Vj3l4g05On2tiwMslzompJ4ziBTH9uIp72aJwDrQxytKE7WU8bFVveRa6IAlTntFZltFalFaWnlCSkViUBi/PTsmGx6aDw/IR4NJMaH4KuDAVWpQGz4TFpsdHpYIisxNA2QkxSGg4EhKei4hLA0fWFmZxxygaEe/QoUMpcVEZkMjMuKPZoKPp8eHJoLAUUEQqODIVHJkaF54Fi81BxGcngpHQmGRQWG4iBAkHpUNj06CxhwDg8z9/eHtzbvyFx603L5m/+MvtL/7+HvDDN3/+4PaH92bfviN/6yX/t1++AwCf37t7/sKS8M3rxj+8Hvjdq753XvD//r0rn//pzotPrGNq4r787bmXdrXvXXe+96Tr3uO2d/at719x/uaScW9xyKFrbSqPaSgIC2i6njsjfXpTfffi9KqbM2tiMgl1IioaHn4oBfQIOOJnj/zXIfp4LYdXXV8X63INbGxONNdDK/KgVYVRFg12AJNI6yt6/JRJxkDVVBUkxf5nbcYvZpWNuy7UGVvdKWPVWWPtlqx0Q1KxLKnUDCRzm44aCTBNb6qe0lIeH95ZAGbh07ScSv5QdXlqdA4kIgP0aHMueKguYdWAt3DKBIPpSnIeD52o7smU9Gao+zM5feVpGYnQvKKE3ILE3DxISordaT5zdmt9fX5jM3SQtfWF+88HLA9yH+F9kwfPS8vBgxxoPGA5Nz+1GArML/jnF/wLi9MH+WeRTgVnvQevc/NTB0r9fsfMjDsY9ExPO30+29SUfXra6fc7pqbsPp/N67W6PBaX2+Rxmj0uo91ptLmNZovmyoXT28Hpnbm5c8vz++uzF1fnLqzN7m8s3Di9fmFlZmfGedxtWNSLgwpuSCf2SydMzBEWtgVfnofKTalNg9Wlw1B56cT60tHOehaubbyzkYXrEA4TJFQyurIUU1s52o0e7e6k9WLGe7u4RJxkmCinDGrHSEY21cihOPhjPgljSsZwCWkuwZhLyZmg9bW0lmHxzT34juHh3iEynjJG7O3tIHS1BLSCaSVnx6u/Mme/Nmu97J+84NHsuZW7DtUZu3LHoTxulW8ZpSta/qKKPa9gLGk4SzruopoZkFAcHIKL3R/gU4N86qqce8Vj2JYxWdXZ9Aokq7mIUpvfVZxOrMkfaijCVmQ15adVZSJKMxCFKbCCFEg6KDI56nB+EqgsG16QCi5Iic+CxyIhkdkJsVnw2NxEUHZidAYsHAkJL0qBFqdDO+oKVMJx4JvPTEppxH/+RzYkriAxNht8BAkOSwNFpILCkZCoNHBEalxYCig8CxqdBY1OiQuDR/4yKSYsMTo8BRyZGh916Kvv/wAAfzm+IHjqnP7WJdvbr5z88ot7APD1h785/8Yt5a+fGn/r1uRXf7gJAL///MNnL60pfv2Y7s45xqs3pDf3pH/76Angb792aWjVaY8uaPAvHFfcu2L+/ROe96857u1b3r1g/9V5zYtXVVJ+eWbKw02VcP5I6WMnZdNacmVmJCLuP04sOzSSUYuGE334P5JhsQhIXDz4SAryl80oWGMLjMNr8PhHKsrjqspS0xAP2/R9a0EmtgZ8MsjtqIpJgv2yMjuC3pUaUrfOC0pm+QV+Vp6bnucZL7WNlSj6c0i1YXxUjGkgUUNIE/UU50T9V0PW0SlNF3cgsxz5cCbk0ewUSHFGYn12Qkn8IcN4hVtcJRxK1dJK5PhMHSFH2Z+rG8qWDFflZyPA6VmJeYUpeQWghESRXHzuwqn1tbm19X94uy/wvsPVtfmDnrxv8gDkgxQfLMaFxen7/A6k3S/Jg+/zC/7grHd2zncgcDrgmp52BoOeg8zMuA9yYPKAottj8fyzGB1us9NjtjkM22uLIZ/nbGjx0try/vrc/tbCxY35y9uhvbXgzoJnw2fyKbg+GXtKyjIxSMTKgip4TGM6HJ2Xji/PG2ur4+E7hYM48RBOPIiTEHEsTCuto5WL72ITejrKS7rrqslo1GhXJ60HQ+vuZPd1iQZ7FaND2nGKmTtm4dPtIoZbxvYqOD4F16via/m0zo7qlrbqrr6OARJ+eIQ4TCfhCJ3tbTVyzujFJd+WRbE/Y7scsFz2Gy64NBc9unMu9Y5VfMwoPG6VHjMrNvSSNZ14bVK8quMvaybWJnmruoklNWdGNOLjkWcE9FXlxAm9ZNck0/a2ELIg3NYSNqp0sDZvsLmIga2ndlahS5HNecnVmUnlGYiS1IRsWGxKTFhK9OHiFHB5FrwoHZKXAk4DhafHR2bCYjJh0ZnwqEx4VCY8LBMWlY+Ir8lLQtflyJl96gkK8NVfVqbcYf/PobwkWEFqfAkyoTAFUpQKKUXCS5EJBcnxuYlxB8mCRefAYrPg8RkwEBIWi4TFHPrD5299C7yzvzO5t8p9+Unn7Rt+APgYAO7d+9Xi3cvSY5a2Z9Ynnj6p/OKD3a8+On9tg//2ZcMre8KPXrVtTPdurYgB4KO7t3cvblodE01bhq53zms/vGL/4Jrj/cvG966YX7sgff6qTCIsb25MaalLXPTTbuxPNldA4DEPwSGRkyoBqrl0jIKLi3o4CRafBEtIAMclJjzSTyypaohvxaag8VkNzWkFBfC05MP4rqwbl53j/Tlzpv7hLmRy4v9L6s6VU8s0w7lKfKoCl8JvQwyVg3A5ka0ph2sRP8PkPKTqSbcP5rDqYe3ZMY0Z8NrMOD0PN9CemRL38/SEqBR4TH5qYlL4Lxozjji4jbPaDjY+0cSsluDS9AP5KmKOZjBPTq5srMoEp6WlFJWl5BXA0lJJY9QTJze2Nv/VeA8KPPhyX+CDFH+0Xv2Rw/uteL8Gf9SHB0vWf1Cc9c7+Mwf2AgHXzIzb73fcL0aPz+b12Vxus9tjcbhMTo/Z7jBM+WyXzxy/fvrU5fXlq1ur59dmz4T8J2Zd20H7qlcfNEtdMpaIhG3NSaqERvWX54rw7boRgpE+YBgfcPCoLgHdxBrWUAl6+qCa1Cvs7WJi2ol1VZ0lRbia6t76OioWw+rr4Q0SuEQ8h9DNG8RLRgc1jBE9l27iM4z8cbuM61MJfBqRUyUY6O1obatq7WrE9mGo46OjjGH8MLaloxbdUacXs3e8hlN21f607dqM9aJLf9Glv+g2nHdqTppFx438U1bJjku7ZZRt6CUbevHqpGB1UrBhEGybxQsKxpyMFhTTjhnlO1bVBdfkLIc8XJxCq80V9zTSW8tobZUcfLOA0EpHV2NKkLWZsNpsRDkyoSAJjIREZkMii1Og5RkJpRmQIiQ4Ex6RFn8kExqdAY3KSYzNSojOSojMS47JS46ryEqqzARx++sVVBSrq9zIJv3tvTc3g35YbCQcEpMKjc5HgLLh0Vmw6CxYdE5CbB4iLg8BKk6DlaTD8hPBxcjkHAQ0Ex6HhEQd+g7460svX3r7zrGTK6wXnjBe2Z0EgI//9reb9+56f3Pd+vXdzXvXpu6cVb5+SfHRi97HN9m3Tkje2J/87QsWt75udnbs8y9fAYA/fvH58+z+jGlp/UvHBB8+7nn3vOn9y/o3zyrffmzy2OJQX09iQ0NqJwo556cxqQXxMYcSYHGxsTG0UUp1dWF3VyMo9hEEFJQMQUBjYqGxjzTUJpOoNeX1UGTe0aIKaGllUnJKeEl+9IlNlZpXKyAXurT91RUxDVWRqLIjrZmHUGmHsMif9eQ+Qq4GczuRCmKhnlJuohT4xiq0Xel92UfbUqMrEsHJ4T8ndpS01GXERz8MjTucjogpzU7KAD3UVw51TTTOq9rZPUlGRqUYl64j5ioJWer+HPlgaXttRnxKcmJuESI7B5KS1N6HP7Gzsb4x96MC/Gkf/hThgwL/J4QHfTi/4D8AeSDwIA86DM755uZ8/xeEXq/V47M5vWaX2+R0m+1Og9minQ44v/78k29///EzZ07try6cCLiPBV3rPlPALDOKaErGALGpJBf0aE9lnnF8aEHGWVDy/CKGa4JqZ5GdPKqVS7FwKUYOSUcjivAYUk1lV2EutqSwPb8AU15O7ugYbm8f7+lm9nTzB4kTg3jeQK+I0q8aH9Fx6XoeQ8Mas0i5RjHLqRRJOdQOVF1dS1UjurGHhKezx0YYZDS+tbGtchCPWrRqTjg0uw7N1Vn7tRn7Obf+nEt/waU7Y1Mc0/O2DPxTVvGOTX3cLD9pVe7YVScsspNWxRmnetejXtNxV7Wcecn4SZPyetB2xixTYKoHChF8TLVmCCPoaxb1t2uo3YrhTnp7WXtRYlNOQn0uojQdUpAUm4eILU6BVKRDKpDxhanRhWlxecmxWQnReUnxmbDo/GRwUTokBxFVkBpTmBZfkApBV6W5xP2y/koRrkCErxENdHz/yUcv374ZGRUZF/ZIGuhoUtSjaaDwVFBYUvThdHAEMj4yCxqdDolKjjuaBo5GxEakQSIzoVGHfvj+yx++++yrL9/eWRc+cUlz8aTq4/eeBX549k9vB794a/u8nz0tRE3xaqaFZcDnV/7wq5XLS6xfP249vzA02hVuNKOefn3pE+DujZfnd47zdxdIt7f59646f3vF/cqW4tYK+8rK+NlN4dhobW4eKD83IjQvMGgIENDhBHhCXCyorq4mPz+9uakEDHoEDolOAkPjI6PjI49kp0UNDdVk5Ubk5MS2tRcQBuoyM6NykeF2fb9wtLCl4FG9AItqQlQXHR7uRIiImWZasXmsyEAt1I/k6kYy9JRUKzXDMJxmGMxhNcA6Uh7qL09uyIxHgn6eCHoIDP45MhuWnwVPjX8kF3EEWwrj4XImycUhDWaiJ9nIqBT3IDWEXAUxS9WXKSUW9rXkQpKSErPzkrNyoKkpRXWNx09trm/M/qgAf6RudW3+flU+uBz9X0Po9tmcPovdZ7F5zXan0ek0OZ1GvVnzzht3n7966ZTfd2LKu+EyrTj00waxVcoQknEDqEr+ENar4G5PmU+6Tdsm5apOPCNhuSbGzMxhPWPQxCSJhrADTaWY0ozO3PT6ZDimIJfc0kRobOiqrCSjMXQ8nt6HZxLw3P5ewTCRT+4XDvdL6cNaDm2Sz1SwqJNCjlEyoReyCV2o+qaqhvbaZkzzMJ1EYZJwA5i2roaOzmqVYPRkwHLMIj/v1V+btV30mS64Dec9hrN21XGTeGOSu23kn7SKdmyKU1blrkuz61KfsshOWqW7bsVZp3xVw1pS0hdlzDMW9b5DHWD2ceqzeahi3QDKyiJqx3r0zD4js1c22DJQl9mSC0IVIVqLkquzYBUZkIoMSGUWrDIDXJYGykuOzE+LK0gF5SXH5STGpoEjCtIg5dmIrISw/JSY8hx4QWoMoTnfrxgWYPPUxBI5vlSEr+ENoe+9+sLtW0+lQmOT447mpUDSQJGI2CMZsOgUUHgaKBwJjUZCo9NAEcngWERsBDI+AgkKOwR898k3f/8MAD6/dt69e0LyzFXb8zcWAeD5D160vXR+8tyaBAA+NjKq56Sd10ITAPD6tp/06ye9u97+zvxDZm3N9Dr5/Ksez3Halevql68pn1qjv3Ze/9ZFG7s2Wj+YdXGeqRN2IuAPJyYdTYT/h0HTZzczYqOiIBAIAgHJQKYgMxKqq3Ih4CNQcEQCGAqOjoGDY5NgEbjOoopiaGEeuL42vak+MyczJjv1Ec5IOYuYUxh/iNSc3lQU0VpwWDyQp6MWTZJzVUMZGnKWloLUUVLUQxAFMV6IgwpwmcN1iPbMw9TGFHZ34VB7Tk1hfCL04cxMECzyZ4VJR7tqEXxCvmagRInPXlHj+L2penqZpDdL1ZurImYpCVny3vzRrtJ4RAIiOz8lJweRkYbIL1rbXD62vbj+k33g/RyoezAH3/83EXo8FofPavWZrF6jw2lwuc12p8Fo0z1789rpUGhnynvc5Tzldy5bdW451yIZN0vGllyai2uBx7ZDe3OeUx7LMYtuRSv38Ri6kX45qVtIxKDLciqSQVWZUFRpZk9FcV91Ba6ipLehltVPZA4M9KHahtDoQUw7ldDDGuoVkftFo4PCkQExdUjBpio54woOXc4dtyjFEyNDTQ3ljai6lq7Wjj40hUUZpOA7e5qbOyvQmKpZh+rigvOkTbHvN+z7TefchvM+057PdMqh3jQI1/X8bavghF1y2iY/bVOccShP2+Wbet5Jq3jPozhpFa3r2Ivy0SXZ+I5Rvi1nO4bapS0F4vYSO73HxSeZmH0mZp+W2sHGlvVUJrblg7EVSaiSpIZCRFNRclUWpDozvjozvjwjrhgZW5weW5Aal5cMyoBFpIIP56WAKnMRqeBHCtNiSzPBuckRVFyNhYvnoHJVxBINsUTSWzzRXUnFVP/l3htf/PFDeNTR6F/+FzzqCCzycFJcBCI2HBEbngyKSofGpoAjU+Jjk2MjsmAxmaCjh7756s4P330I/PCn/753dWGO8uLT1ht7sk/edr1ymfPsOe3OhgoAfr9gG+eiMycpub97eebGWfVzu/ZX1qVTtHyrpMAVQLnPjNqPDYoVhb9+xvj2RdVzx+XvXHVf8ZAem6Xc3TdMirsgkP9qbc/F4dIFE3X1VfHJyVAoLCYZEY2ARSHT4FkZMDg8Oh4cFQ8CR4RHJ8LjQaCwyvzElrLk4pyY2jJEWsLR/IyYgozDZGymhYfuzIserEok10IpdXEqYrYcn8rHJPO70sdak/qrIPiSuL6SmN7iGGwJuCkPXpURX5V0tKcoepJcoR5tHGgtKEGCawvTR9B1CipaPlqtGMhR9mYoujJWNXhRb7qeXi7pzZH35mkGcpTELGlf9kR/NSQZnpCVk5ydg8hIj01FTk27TxwP/RThT6vvRzlAuPS/gtDlsTh9ZqvPbPWY7HaDz2sz2XQGq+bpJ6/troTWLZYNq+WEy3Zq2rUz4zgxazm/NrW/7j+94NrymNbt+jWTdk4lDUj4GsogvaOVUFdeg0RUZyS3l+cR22qHOhpHsG1DqEZ8c81YX7dGyNeJRcwREq6tZYxE6Me2syn9PDJRTh8WU4f4IwNS+qiIThYzRqVsmozLQDfVtTRWNbbXt+JRXYNYCmO4bxDbiW9uQpVRRzE7IfulOcdJu+zytOmi37TnNZ3zWc56DCcdmi2L9JhNfNIlPumQnHEpdhzSMw7ZaYd028g/7ZDs2CVbRu4x88SycmxZwdxQTqzwKdMjGHlHoQJT6uUMTEtGHfwhB39AN4Kid+T116YQG9J7a9PbSpIai+B1efCKbFBNdnx9XnxdHqQyP6EsG1qWCSnJhOYng7ISo/OSYqpyE9Mhj5ZkgouQsWXZYAmtm0doYrQXCtB5Ely2FJ8r7S2TDTSLBzqef2zv75/8HlVbCYs+mp4AToeBk+JjYDERiaDIxLgoWExYQnQUPOpoFjwmG3T0EAA8B3x985tvbgHA64tT1Gu7qif3BI8dJ//2Jc/lxYmnL/nfv/cEAHys5OLVrLKrm4z9EOPqsuK9C5YZbiWvE3xugfr0K1Nv/ulUMNj7zFnmn9/fvXFK8eYV29t7hpsr9LsXNRYVJif/EamuV2fEE3qQqYm/yMpKSkoEJSfEwKFxqamJSWlwCCwqDhQBiYuLCg+PB8UeDf95Z13yGL6grQKEqoLUFcZ2NaS2lcSQ2tOmVSRaZ+5oSxa1MZ1Sl0QsA2NyI9pzwlG5Uc2Z0R150NYMcGs6qCMP3JgLKk2BZsJAZamx2KI4WW+2ZrTaphiwyKm+SeHMpMAlHuB350h70+X4DHEXckXbKyZmT45XCHsylb15SmK2si9LRsgRDFUg0+Jhacik7CJETnZkIkxn1p4+tb2+uXiwCr3ffvf5/WPx+UBWV2ZXV2aXV+dWloMr/3T4/wfhQWZmvcEZdyDomQm4AjPuab/DP+2c8tl8U3aPx+b0We1es81jcDj1dpfe4TTq9Irz50/vnTru0ag33dbzy3P7awtX1ueurM1eWgmcX5jadltDBrVLwrOLJuSjpJG2xq6ifHReVm9J4UhzPbW1iYZpZeA7OQPdpI6m/vYGxvCAWiYS8tks5iiTMTxGH969tEdijA3TqMO9vcKxEQlzRDRO5o4Oihh0IZ0qY9MoBFxTXWlraz2qs7mls6WX1ENhDOEI7V29Le2oMoeBt7/uOxcw71jlF7yT56cNe37zGZ/htFNzyqY8aZXvOGSnXbJTLvlZn/asR3vWqz7n1R63CE9YhSctomN67raevSSlrsnGNyWMBfaAbwyrQJdoCXV+wcCslDolIXv5Q0ZqOwOVPY7KoaLyiXXp6FJ4cwG0IRfamA9rKUpsKUY0FyU35idV5UArMuMrMuMrMuJLkmPKkODqXFg6+JeNpamlmaCBjnILf5jcWsTsKBZgy2S4Eml3kbSnVIQr52PK6ajSx7cXAOCrptqayPDwlARYGgyUkxAHj3gkFRyVGBuZEBWVHBOVDo5Kiz16yDiedeeGGPjmLPDDUzsrwkvHFc/uqy8f53/15+vGoVKPgnDlzAwAAADwg3Ci6eUr5lO23scW+e9et97aFvdm/udxcfen7+1/8cXL108rrq6QAOCt/TOT71y3v3HWfHdHsmrFyHk1yPyf9dMrTM7RzIzDJYXJ6cnQ5CRoMgKeAEtMQCTHQsEgeGw8NCYuMir2aBQsPj4q6tG6gjAWIbevAYarBWErQV2V0MbssO4qBLuvpjkf1JIHaskAtWSB6tLj6rLBDTmQamRsTUZcWWJEbXJMNSIKWwptKwRXZSQiIXEFKSBMabyaWKAcKdJL0HJBl0VCMgj6zSyMqCtLM5Aj7kXye9JCuh4ZJU9FK+F3par78rUDeUpCtrQ/U0QqrSpKQCSnI3LLYHn5EQlxzAnm2d3T/5e934HAtQeysjK7ujp3Pys/EXgwCL2P8MDhgwh/JHAm6JkJeoKz3sCM+/65hX/aOeV3eLxWr8/q9tg9XqvLbXa69E63wWLTuDxmg1F94eLuYzce8znNpxanb+xsXd1Y3p3z7wZ8J132VYPOJxK4JjjifgKhobqzupjYUE1HNYu6sYZhkgSHZXW0sjDtzJ4OCrp1nNDFpZLEPJaAz2FP0LnCMRqHZPGbLz/31Nzenmk2ZLE7WfTRCdqgmDPKY9IYo2QefYxHJ6NbqxubK1pR9Rgsqq2jaYjWP0zv7yK0dmCqRgdQp5fcl5Z9F2dsZ2zKXYdq16c97Tfs+CbPenS7DvWeXbnrUO561Ge86r1Zy+60Ycej3ZvSbpslJy3iUybhto67phhfEVHXRdQtKX2W1e+lYZS9FUpCnZ9PCkpHZyQjbi5BP4LidRUKesrG2/MGa9J6K5LRhdDOIji6NBlTkd5ektpWnFKfCavLhNTlQBsKYI150GpkVEN2fA0yLhP6aFdjUUslcnKCNMkmEKvTuZiyiY4SEbpMjCmR4kpluBIFvlzVXcpGFaw6NAAAqFS6w0fC4iLD0yBR2QmxkKMPw6KPwiOjUuLiUmIj00Hhh2T9iLMz/S9f0gB/vXxhnbM+NfyrJ33XdtTf/+05KSa3PTfq5uVNAAAA4Cv6SP2XnzwdUnbueSkvnpa+f8vz3Am1tDVJO1BpGW01k0vWTCgA+PSFG6FfXbZ9eMO/PNnWU/Ow0zLQiEGOivEMUV9hcVJlaVYyAgoGxyKSk1LTMyAJCVHxkXHQaDAkOjoyNiYyDg5LjIp8tDwtbLgJiauAdVcltRVAG7JAddmgKmRcMSIyHxZRnBRVhggrSTxSnHS0NCW8GBFRkBhWnh5bnhZdnQEqTY5AFUHai6E1yIRseGx+YlhXaayeVCgdzDRLO936kYCJY1UMa+gNE5hEGSFJ1JvMxSGmJE3KsUIhOWsCnyLBpivw2dKeDFFfBn+oqKkmDZqQCM8qhWbnRyXFY/G4vfNnNn6C8F+n8w94u5/l5eDKyuz9PHhIuBgKHOTBo8IfHU7863wi6AnOeg9yIHA64PrR3Rq3x+Lx2l1uq8tjdrr1Dpfe5tA5PSaDUXPh4u71G48tBKYubK9c2gpdXJ0/7nOtWYxrpsmAWKAfI7Mwrd2Fuf11Fby+bg2VrKOSJ0fIVub4JJ3CwHQQW+qGu1FsClHGH1dJOBIxhzNB4/DHhXJue1frtWce3754bvPiPnmCf/HaY6RhApmEYzNJNBqFShuZ4DDJQ/j6+uLmztrOblRze1NnTweFNUwc7cX2tbWhyhR8yu6i57hNs2NVb+kE6zrBplm67VSe8mh3pwwXvIYLbt15r+6cT3duWnduxrI3Yz7hUp10KU7Y5aes4i0db00+viajrYrHlgUjq3zKDIvgG8cqe6tUA/U+/lBQMjotIru5BB25VTVQK++vZnbkkerTBuvSeyuTu8oQ3ZWpuIr0zoq09tLUtrzEtsKk1hJES3FiYw64LiO6JQdcmRqZn3AE11go4xLsmjExtQNXlTjUkMHqLOCh8wrn4vYAACAASURBVAXofHFXvrQ7X47PU/YUKfE1jI6y7VkvAABSqeKXvzwSFwtCQGHxEYcTosOhkWFpoNg0UCQSHHXom0/2AeDlu5dsn7974t4d/7Eg8ZnzhkvHpF++c4FWA6djy9974+b3X35gM3JQDSn37py5dUJzeWbkmWOCGyf4wJ/PKQipdxY1l1VkV3/uS3taAPju7TuXXj5vefeqfW96mD+Q6rMMMlmtRZUIeNLRjMz4pvpSKDg2OjocEh8XHRUGgURBQUdjox+KDH84PjYuIT4RBo4HRR7BV+cSqzK6ipI78uCVKVElsPAC6NECeEReQmRpKrQgMboAEV6VBS5JiajJBldlgqqywIWIsO6m/LKMmLKMuLqs6Lai+LpMeGFydD784eEmmJdTYaLl+9TYoJUeMHO9erKF16QbzbUw8vRjeYaxojk12sSrEJKRDl6dn9/s4bVMizs84lazqH2wtzomHgTLLoZm5UGQyWW1VXvndjc2/4Xwp5fUVpaDyw9kZWV2aWnmfpb/XeD9BeeD1fej48EHBd6/13YgMDDj9k87PV6rx2v1+mxuj8XjtbjcNrfH7HCZ7M5Jm0NntWtdLqPJrDt3/szlK/vzAe/uxsLWrGfL71q2Ti5MyoNyoWWcrOjr4nW1GEb6vRPjMxKBa4JpZo5aJxgS8sAoDtXTVkfp71ZIORqlQCBkcCeoPCFVKGbwRSwCmWD2OgAAmFoIMUWSzr7++c11dHc7sR9LHOwikglcsWCMSUV3NbW21zZh65u6muraG3uG8RTOCLa/A41r6sM3z9pUu3Ou817zeafxhEkVUvOWJoVrVvkxp/KsR7vn0V6c0p/zaHe92nPTk7sB0/mA+aRNfsImO21THDfy19WcNSVzVTW+Ih1b4o8s8SkzjF4nFS3Hl8v7arz8waBkZFpE9vKJltFO/UiLZriBgykYa84cbsjsq04h1KQRapF9tRndVWldFWk91VmY0lRUUWJbIawpJw6VH48uhNWmR5UmR6BrMo8t2a+cmTuz4SxLj6RiSkZac1mduRx0jgCbI8blSnpylPgSVU+Zoq9G2NPgVvIBAJhf3Dj0s8NRMTBQRHhiZFhC5OH0+KiU2IgMcNShP3x4FgBee2LH6pS0A8DtS1vj18+ob51Tv33ZIe0uGump6++r//LTV567EjwWkv/pg5vAX5/+1WX91RXm9W3Wh6/5377pPCnCXJJgn5mm/uneLgB8/6ff3b15RvubG443Lpp3/SOKsfyzS/yqwuiCzEiZYLCtoQAUfSQ+OgwS/QimrcKsZBHaS0qQMTWFafC46KR4CCTiSDYstiUbUpMQVpMUXpMUWQI9WouMq8+EVWVCanMSS9PB1bmJdXnwsrToktSo2hxIdRa4KRdanQUSjXWhazNbq5CFiIeLEx+uSI2uyogrS/mFjl51fWl8x0vY9JIX7eM+I9tpGPTq0BvmrhN23Lqpa93cs2bssQqqWX2IVXPfcevwpoW0ZaOEjAPzFpJeRY6FRMOy8mA5hbAsZFpO9tbxra3tpQcR/ugsfumB0jsQ+KDJ0L8L/Om5/MFdmZ8uQe+330EOBB7U4IHA+3F7bE6Xxek2OVyTduek2aa22ydNZt3F/b3Hbzy+vb50amVh0WOZMaqnNNJZjXRGzg9KuAEhc0bMnpNygmJ2UMz1TIxrqCTOQFdfRwOFiJVLuAoFj89nTggYAglngk+d4FMFAvoYZ2SATnn/078CAGALzKHxxBEWyzrlacI04Qe6UF0tIoN6/fRJvlxQ21zRhK5p6Wlu7mlpxrZQOCMUFrmzt6MTUzc6hDu7Eri0HLgRmrm1OnfGa52Wc4NK7rpFvmWXn3aq9jzaywHTBa9u16vdmzacmzadnzadsMlP2GU7NvmGjrskpy9KqCsKekgyOj9BmuMOuUax5uFWaU+ZgljnmegPSEZmxBS/iORi4kzUNgOlRUKo4KKLGW25A9UpAzVpQ/WZQw1ZA/WZ/bXI3soMXHEyuiQBV5HUW5vWX51KrErHlSA6ShL7WnL3d+ZfvrX/5Wf/reSN5ieGEepz6B1FDFTuRGeusCtP0lMgw5fpCTUKTKGiq3S0MWc74AEAYH1rNyoGAgqPhkaGwSMeQcZHJ8UcTY2JOnRtT/f1Z9cB4KNXnjp2NiR66YZld4X/5hO2y8GR0Tp4P75eKB5++rHZ7796/g/v7u8tqT++u/Hxq8ETPuLrF1V3n5gEgNd/dc52XN52KTjy3devAD/8AACfPr6rffOa+fljijfOae+e5L96XrVsGg7oqec2LVxaa1ZaJDzyP/nDmCWPetEpUox3GHlEak8jOOwRWGR4UsyR1qJ0XGUythTekR+PLU2oRUZVpYbVIqPL0iJrs0BFSeFkdOU4obkiI7a5AN6UC6lJj61NjymCPdyUC86F/KIsPbwiI6yjGIauQHRVIxqzfulXtJ2w49ZM7fOGrlk7dc4r9VpGfZrOBWXbgqJhVt66rMbMydE2Xi27N3lJj58VYwNyrF+GdYk6QnbK2qIKlhALzciFZxdBkenghKTZxbmt7ZX1jYUfCfzH/HM5+D8hDIUCoVBg6Z/7wJ8ivD90uX+r+8DbjxDeL8B/3wr+C6HTZXW5TU6nweGatDl0duekxabVTap293Yef/zasa21tfnpoNPoVIu9KvGiXn3CY9oL2Ff1shkJ0y+kzYhZFgZFQybQetrJPSgJj6ZRC8VSjkDE5Yu5fBFPLOWJJGy+kMZmk0ljgzuX9r8DgN9/D7gWV4rrG6Q6jdyka2irIw7jGzubVk4ds/g9BEp/bXNZZ3dzE665tbsVS8BwhGwqh4IltOO620QC2tasxymb4OM7NcN9XjFbSu41sylLevFxm2LHrbkwbbgcNJ/36/emJi/OGM/5DOd8hlMO5Y5DfsIkWZ/kBMUjAd7gnGB4XkQJcAanxgnm4XbdYKO4p1w91OTmDQTFlFnpaFBCnuIRrPR2CxWlG6qXE6o56KLhmtSh6jRyY8ZIU/ZwQxapIWugFkmsSCHWpg41ICnNGdSWbHprLrU5l9Kez+qtuXJm4YN7rwLAFwAAGJWC5mIkpaWYjirgdBYIMAUiXLEcXyXtLLT0Vxp6SzX4SjGxzaeVAwDw4vMvP/yfD4X/8pfQqCPJoAhEVBgiOuLQk9vyW7se4Ie/AQBAxReuzVB2N2Rv3nC8cErKak2ikRvfvfeUU096/KwFAN7lECvU49Wf/XbryjrrheOSF/f1AHAX+Ob1bz++9MkHF38A/vz9l98CwF9vP2G9c15z97TupW3hq8c5t7fZd3bN50LSRQ/DNtk30l/RUQaXDqFaiuAj3eX0nsr+5pz28kxw+EOxEY/GPfqLkhQwqii+tSC2rRCsY+FaC8FNeTEtheDG3NiylMNlSY9UpYVVI2PyYL8ohj9cmRLWnB3TWQjtq0juKU8gNWb0VacM1KfhKuHYcnBnaUxHwaNr5t4TDtyGpTOo7dyaESwEVR7ziE+FDYhaFuXtQWFrgNc+L8E5eM3jOMSsundG0Dmr7J6R4vVjNdNavF03nJQaC05HQrMLIJkZcYgkq926vb2yubW0tBxcXZtfWg7+6GBw5d93gPcdHghc/B8Q3s/9e9sH8H6K8ADewS9RU36H12e7/2OU22PxeK0ut9XhNDtdRrtr0uHSO90Gk0VlMGpuPHHtjTd/dW739GrI77FozQqBmk2bM6ovrQRPT9tWjLKQVmRhDls5lEk6ebynnTnYoxQzFAquQMQQSrgiCV8gmuDzuQIRh8unC3jjw5T+1eMbXwLAH34AXv7gj1MbxxD5eUKtXKCStHU2o7Gorr7ux565JVCrq5rq2jCNKGxDa09rF6FriEwUSnhDI33tmCY6c4jPp6rFLKOEw8R3jnY0SUYH9BO0oE4YUExsW+S7Xu3ZKc2FmcmLQdOFgGlvynjWozvt1u44lcdN4mUFa1XDDsnps0JKgDc0xen3MPB2Ks5AapPjK8X4MiO1wysYCkqoy6rxkHw0KCJ5OTj7WId1DGWgNIu7SxktGez2XB62ZAJTzEEXTGBKmG2FnI4SDraYhS1kt+dyOvL42CIhrpSLK1eNdyx7Nbdv7n/0u19/9+3fgO/+7tJKOkvShhtymO15DFQ2p6t4orNYjC5RdpWY+8q03cXC9gIJvnbOKAeAb28//WxFeVV8VBgyEQqJOAoJP3roQoD7yUcvAMA3AADo1d20oeTHTqqf3TW+cFq/bhjkkcoA4LeEtszWmpRpt1zJ6A0oCcDXN9+86X1qQ/zyru3Tvzzzww9//usXb3wH/O7v338BAMBnn754bov5yp7mrX3zi9vS21v8pzcnXjxn2QlJj62o1hcmToV4jolOK717sL34kf84lJMWU5GXlAqLjjj6aFR0FCgmMjHuaG9jNqoMWp8bM9CSU4J4uDjhodKEh8oRj1alhTVnx3UWwbDlifja1IHmTGJDWn9d8lBDymBtIqk6cawhhVQJJVfCyPWI0dbUCQxShs/b84wct3RvGjF+afPqFCe0oHObR4MawrQAtShCzQs6Qzz8NKvDL+qgdiA8vLZFWU9Qgp3ioc1jDSZOg0HenZUFjU9Jg2UVQTKyohIShTLxqVPra+sLyyuz6xuL93+M+Ff+fRP4bwIXp0P/Pgu9f2n7wdvb92vwYEP4oxqc/udPifcFHoxkDiaibo/Z4bQ4XUa7Q+9w6e3OSbNV7XIZtTrFjSeuvfPO20uhudlpt8Oo9Ji0VgU/ZDeuOI1rdoNHytWNk2TDeDl9aBjbQulGacVsnVooFDGFYrZQwhaLJ8QCrkjAEfDYAgGbMkJy+DwAAPzx2x/e+uTvJ248vbh7pgrbMcSmcqW85rb69o5WkVz+0htvd/YR6lENPfh2DLYJP9hDGMQPkQg6vZwwgOvu7ZCr+PTxISZ9UMCgKHl0BWdMJ2J7tfJ5k3pKxl43So/ZJKecir3g5P68ZT9oPT9t2vNOnnGqT1pkm5P8kJw5Lx4NCIb9vCEPm2Cj4azULiMZrSY0yAjVupFmv7DfJyAFxJSQkrGips+Khvz8Ph8H52Zj7PR2zUCNtKdUO1ijH27UDzdqBut0g/VKQrW8r1qELxX0FIpxBTJ8iQJfpiKUi/uqjGzMrI13YWf+d//9+q2bV4FvP3//rZcxFandJfDRxtTR5jQmOp+PKxNgi0XYIlVPsba7WNdbIkEXqsidOh716y+/eOW1tx595PBDP/sZHBQb8+gjh4CvXvnuo5e+/Pg9APj7xX03BhXx/PnJp88YXrnkfe2c+YSHfH1b21gCra8vmOBQCI1FTh4G+OzmJx/fuLaieGnXeu+VswAAfAX8/e8//AkAgL/+6e39HcNjJwXvXrFdnR2/EWK/fk738mnl208Fr51x3Lq++Nqzq8f81DVlr5eBq8+FpSTHxsUePXr4F5Hhj4ZFRR6NjY0BgSLCH24ogGArEjFl8M7SBFQRtLcurbs6BVeVhKtMxlYkYkrhneVx2EoItiIeXRGHq40fbkWMNMPFuGwdoWiyp8DQV2Kn1nnHm2a5KDelxjVcoe/PNhAyBGiER9G3sWLxmOjTkh4FLlvUhpC2ISWt2YKmdHZrMr78KLkmhlEPpddD6bWJo9VQUV+OU9lXWZYWl4iAZBXGI3Mj4IlE0sDOztbBmftBE96/B/OP/Psm8N8EhgIL/z4LvT+Y+dGR4P80Cw3MuKf8jh8JPBiN3p+OOl0Wu8PkcBr+uRbV2Bx6lVr6+PUrd+685HJbA9Nur93gMWv8Fr1Pr3DKhUYBSzwywBno5g72UPFoXHO1kDliVIvEwnGRgCEWckRitkjMFYs4QgGbzRpjsGkqveHv3wOfA8A7f/ny8guvOJbWgie3saMD4xK2QC5obW8oLS+Zmps/efFaI6YL29+D6W7GE1Bk2jC6q4PHZ0zqle3oJhqTLFPxaUzSOGOIRhsQTdAEHOpATyeL0j+jV4T0suNO9XG77IRHfsav2QvozwWMF6dNuy7tjlWxrRetqFizojH/xODUxKCHTbTTu02jndqBFiWhUUGoVw02ODi4oJISEFNmRCNLKuaaljUvIc0ICAF+zxQX52J0mihNelKDjdbmoKGc4ygbtdU82qwj1qoIVbLeUllvsZJYph+qmBys0A1WK4mVFmanX0d16dnPPX3xwt72zScund5aaCqA4krgpNokUkMKrTOf2ZnLxxSIuoqk3SWKnmJ5T5G4u5TaXtLdUOF2u3//589fvvMmjys+dOhQIjTu0PUF+WMe1q8f3wCAz/76xTtWI+XaIvfWyck3rk8/vsIE/ryrHy/LTvplcXluO6q6CRm3oiMBwJtffP3bx07Z7uwanr/oAADgK+BLAPjy9x++cuGE/qXrrt8+G7g2PXY1QHlxW/jmGdXtdd7t09onTlueubL4xFnftVWhk5jvHa4ntZTA4eDk9LSwsLCYqMiouKgjoOiw+LjDYQ91ViQxMIVDLZl9tSldlVBsJaSjDNRcGN1SHIupTiA0JlE6UlnE/AlymYxdp+U1a9g16tFSO73KQsg1YtJNnRn69nR5S4KqGaFrSpPXJ0uaEoT1IHp5lIZSv71mm7Fz51SDwpYkRkUMvy6RXQanFsRRyiLVwwWS7vSR0nBaedxYMYSYfVRLKgqaB7GdJZHxYCiyEJJZEIFIaWhr3j6+/OAPSvcP3ENLM6F/7P1mHsy/BC74Fxem5xd+NImZejAHffjv49AfT2IeEGh7oAMtTpfJ5TbZHWaH02CzT9qdk1a71ubQWexatUZ244lrr7x6d31jOTjrMevVTrPGpBS7JhVGqVBAJdGJ3TRCz2hvFxmP7m5vFLPHVGKuaIIuFTLFIo5UzJFIOCIhSyBgCsXswRHStedufwYAv/nLd7fe+e/tS9e5KjVHJaFJOUTaEFfGbWytq6qvvfrkM6755bZeAnagu727iTCEHRjrb+5sMTv1E2IGjoCWacR0ziiVRRpjDHG4YyIRc2gQ14tDE9GoVZ/NyCA5ucNn/ZqTHsUJr+KER3Xap9v16Xcs8mOT4hUlZ15K808Mu1lEL6ffTu8xkjs0JJSiv0lJbNINt5kZaL+EOK0kB6SjszLqspq1rmEuKUbmRP2zQoKf2+NhoB1jKMcYyklFuWitHlqbfbTZPFw3SajWECqUfWWawTI9qcpGrrGSas3kOs1glX60aUpFtkipGyHv1tr8cijoMWtKk6NxpUn9VSn9NamU1vyxJuQEKkOAyed3FfK6StjYUiauUjLWZ9HJjBajbNL0zO03AQCorqo5/OgvDp3RDn13M/jBeQfw1UcAAHzyu99emxW8cs70+nX7szv8J48zXr5o7KxLGxjCoupzKsCH9meF337xGgB88eTludf39TfWOMB3nwLAV796df/8MdMHbyy+9aRr10W5FZp47bT4zR3hK6us5xfHbsyNXFsVv//S7vWT3ptb6vMK3PxAJb+3PikZAkUgYmNjY6PDY+LCI0AR4XHhEUcfrkVGTvSUMnGFwsEKObVBw0LZZH1TJkrQQV2cYq762Stu+oKd4jMSPGa8fRJjkTXpmCX28VIpCqpug1g6kt09Wf7BQmNT0mQNwtCEVDWnaZqTxXVwOaHq9Kbbb2IuqkliVCqvAiRrTGaXQPg1Ce7x2lUdbl7eZh8uGa+IHy9JHC2Oc443rjqotMG2I5FR0IzC+MyCmBRkaW316sbi2tr8ytrcYiiwsjoXWvrXWjS0PLMUml5aCvwooVBgYWF6cdE/v+hfWPTPLfrnF6Zm57xz877/Y4Kzvpk5bzDoCcx6ZoLu6aA7MOPyTzunA07flGPKb/f5bN4pm9dn9fgsHq/F7ba4PWaXy+Rym+0Ok8NptNt1VofO5tBZbBq7y6BUSvbO7bz08gubW8sul8Fm0thNWptOZZJLxEwahzzIppDGSQP04X4ithPdWqcQTaglPBmfJRdyJAKOVMwSS1giMYs1QSVT+wmjlFfe//2z73x06cW3Nq88FVjfIrGYte0NozwafqRPoBFVN1V19uCevvsaRSDH08fRQ3galzLGIaGJ2K5+rGfWNUDtZwroCoOMPD40yqBMCJhKjZAvHO8f6Oru6iBiO/R8xnBzmWm8/5hNuuUQH3fLTvpUOx7tGZdm2yBeV02EZIxZ4aiXPWSn4220bhMFLetvlPXVq/pbjaMYC73LxeudV4/OqUcDspFFBX1Fy15Vjy+rRhakQ3Pi/hl+7zS7a5qN8TE73fQ2N7XVS0c5RhpMA9VmUr2ZVGMiVZspNfbRGie11jVW76Y1GsjVOlKVU0Bc8+qOrcztnT61d3a3F4PJiY8ugYVji5LwZRmD9UXUJiSzNZXVlk1vzx3rKGb1tyk4JJVkQq2SCmViqWbSYF249sSdz7/4qrm59tAZ49BzBsKL87S/fPjsN98CAAD84fXtt55z3N6ffP1q4Mq6GPj7zVvnHFomllgF7yk68pd3Ln3x6VsAAHz8zkuXl2XP76jffmb+xq75sZPaP95duXNavj9FfWFTfveM4rUd8UsrzDvL7NsrrGdCTCe98rXHpp99InDpmOYxO32R3KSktCBzE8DJCbAkRFTUkbjYiLi4qLiYmMjIw0Wp0Ze2XftbhlkbZcHF3JpXnFwzbq2qQ7NCq2Foxjk276YtemlTZqJbj3NpUVZZvZFb4uBVLmlRu27ingN/1oY7buud47SIq6DK2lRRY6K8MYVXgRCgy8+emAk5BPPKQUVXHrsijl0OoZXG6AcLjjl6122YxcnmOSmKjynsyYsbq05m1qcwmpB9NbmQuLgEZF58Rl5cakpSdvr80vza+uLa6uzykm91xR9aml5cnllcmllanl5e9odC00tLU0tL/sVFXyjkW1jwHmRx0bu46Jlf9Cws+hbmfXML7vk59+y8e3beMzvvmp13zc57Dp7n5l1zs67ZOfdM0BGcdcwE7DMzzpkZx7Tf6puy+PxWj8/knTK6PEan2+B0691eo9NtdHn0Dtek021wOPQO56TNobHb1Ha72mbTGk1qjVZx+erVN999d31j9djyjMekMaulahFXI+Ir+BMKPpfPGuMxRoZ6O6sqc/uIHQq5QC0TKoU8uYCjkHCFAgZfwiGNjxk9U5vnL73zxz++/8U3GxceC2yeWDx+yuz1EkkDVXUVKGzr6DhZrpOX1FcPc7gvvPsBQ2Ghy3Uqi97mN3b3t6NxKLaYG1hdxA32GJyTfBl7ZKxfKGEaTAqpnDvGHBoid5OGu/GY5uHORj2TtGGRr5tFm1bJpkN23K067pAfM4u39NwlGS0oIPsnhtyMPju9W0fqlPU2i3vqZYQWDQVjGMfbuP3TIsqcgragpM3LqMsq2tokc0VLX9KOhZTDy2rKonwoIOj2c3GBCewUu93PbJ0ab/JS692jtW5a4zSjJTDe4qPW+2mNvvFGD6vBMV5rpFSaRyocrO71acud559+76PffwYAH38DXH7qGZ1O39vahimvqknLRBcgu0qSUcUpxOaK8cFu+kg/i0njCfl8qVCkkE/IpCyFQeMMvvDW+2+999tDd865VbhUVlPUH999EgCAH74Gvv7L0x/eW711Vf+b26Frx5Q/fHbz+z8/fe/5jSlJw4oN9+UnT33//Sc/AF9//+l/X1xSvXHFftIzeHWd98dXV24fF98IMu5syl8/rX3llPj5Tc7NWerLq7znlrmrnEZVM/y5Le3bd9f3TxmfmVdsjHdYmR0F+TB4emJMAiQi6nBcdFh8bHRsbGxU5KOZCdGnlq3nt/RzzlGPfnB9UX1i07qxrltelFiNQw7TkM8xujA1HnSTp60Elwa1YO0xCSrdsnqfrGFe0zYlLPcJy/zaDlVfLqMYJKxK4DelCOsRrFL4WEPusXX3sle+MEmX48toxfGcyiQc8lF5f+GWh7TqIq46eg2smgrof7Ujw6lVKfTKxPHqDGJFdkJcDCwlMx6ZC05NASMS7D738lpoaWl6dWlqddkXWg4sLs+EVmZCS/61Zf9yyLe0NLW46A2FDhB6Fhfvx7u46J2fdy8seObmXPPz7v9jZmedc3OuYNAxO+sMBh3T09ZAwBoI2KamzFM+k2fK6J0yeXxGt1fvdE+6PJNO96TLo3e4dE73pNM9aXNobHat3aa22zUOu8Zm0zicJpVKcenyld/87qPtrc2VoNuukRlkIjmfo+RNyPlc8QSDz6KODPei22paUdVsPl0hF0tEExqpUMSjSwTjEjl7YHTo2IULt95896k37n0LAG/+4dOl02fHxTKF0cAWcHvw2PqGyprKgl4CWmlQ51SUstX6l977szG4ZZ9d3jh7mjCCw+Bb+ga6bX63d3GOwh0zuQ1swZhEwfH6LHIljycc4whGyWP4TnRdXXVeV2NZyKrYdmg3rLIVvWDVLNi0iLctonUtZ1lOCwrJfm6/i9nroPfoyWg5oVnYXSfBN+iG0ZM0vJFBtPNIfvHonJy+oBhf04yvT7I2TKx1A3NZT1tRU5bVlHn50IwQHxDiggLsDBc9zWnzM5r99EYvvc7HbA5wWmeYLdO0Bv944xSz0TVe52DUORiNLlq9hoKySDi7p09ev/ncc7/+4Jl3PvzVR3/95MsfPv30i7u3Xwt5F1aCiyc31jdW1qYDc3OhtdVju5vnruzeeOaJO28+9cqbK2cval2BUeGkxvH/UXKX0W2d6aLHPefMnE7bNHFijDGJSWRJli0zyMzMzEwyypIl27Iti5mZZctsBxxmZmzTJG3aJiklxRTSJva+H9wztzNn7r3rrvVfWlt76etvPe/7akvyDz75ygZ4fY+MS/363vydU0uvv/8J+B344sGJ1z9de3BX8+yR7ujC4I9fnQZePXr+8ZHvnlm//sQMAA/fbPywAXwLvPloRdl9c2Xkw4OTT8+JDys7Tqi7rlqHbs6P3p4j3DB1nlO33rEMXJC1abpiRQUIcTbyDK/ns2vWQ7OMm1bG7ECeeqgwMWSPKp9QmgAAIABJREFUD2i3g6f7dvsdzg47djo5ODk62dvbejq/M60Z32udUAmbGWNlJjXRYpwwmkanTUSxqJXPrFcrsApRl5BZLWFVyhiloskC9lAKDRvTWwqebI2gNKPpXVHC4ZzqcNdauFNjgHNThEtbmGtriEdFuJdZT5NzBoUjTX354eVwl+ZwUJL7lgyYXV7Yzso0n4ZcRLCbTSbEsTLcuzHSpzHUsxrtXhoB93NzdvcGuUL8XcFQW/edQ6PDRotOoxEZdUKdmqfSiNRqsVIrVmlFOjVf/d8Clco/1P25PwvcxPZv2xQokTCkUqZQSBWJaEIhVSCY4vMoPP4kmzvO4U1s2ttsUyCDNcpkjzFYowwmicEYodGILDppYgLPZFEG8f2nz5796rsfZ60zRgWfNzlKG8H1tzd3NdT1tbe01FZUl+alJ0fHRQfW15WTSET8UD+ur5041DXQ19jf31zTUMZXSH4EgMKGtsc/rz99DZz74LHQZO3E4cvq6vKL87KyU1KTojARiKSECBxpKCotcUoqM+47ceDC3XN3H2KHBzHpMUUVWZm5aSqLgSrgjLImR2gkPAkrV3GmaCPkiaFeXFtFTV5CalhIBCw0GJoZi1ZSCVoKXjWG1ZCxGnK3frxbP9KtGW6T9tcKu8vZHcW0loLJ+hx8SUpffjw2FzNYkjhZV0Btr5hqL2P11PAH6uT4ZtVwi2W8yzTRaZrsME626SeadORG7UidEl8l6y9SDBYrBgrlvbkybIa0I1XSliJoS+Z3JvG6UoSdycLWeH5LrKA9nt0ST22Mn6hPpDSlTXVX8qmjMrFYJFUqjAuq6RW5cY4tUEoVums3728AAAAAT79d//EN8MGzH/Wrp40Hzp+88+TGZz/sPX9v6dS1w1cePPn+9a1HL4zLp/VzB22Any4DwHU9t1nYWwZ89fGtM/s+u3UCAF7+8MP1558vXDpG++jmCgD8+uvLT355eQMAPvr11ZdvgFfrwOPrl1UWftXtleFPDk0dU7SdN/TfXhi9u0S+vTRy2dx7RdfyvhV3SdEtb4lh5sPm6uPMpeFz/QVf3lw8ssg/a51aGS+ZweVVxoH9Qbucdu/Zam/v5GDv7LTDydHezsHOzvYvOuXYob0MnbKDRamwGEenrRNGy4jZMqzV9Aj5zTOWEZMOp5R3qqStck6NilutoJeMtET0ViJp2ITx5kg6NnkKm57m814pxLEc6lwT6toc6t4csrswxEMvH5Hwh7hjDeTGjKZocFsYrALmlY/cFe+zNXz32xjIjliwQwvGvy7cqzbIszlsT2PIrooouP8ed5c9Pq4whAsUZuvu2tjRYl20aDQSvVaoVnHUKqFKJVZohEqNUKviaf4kcHOy/RnhvwiUSpn/tn8IlEgYmwJ5vEkud4LHneTy/kkgkz32Z4F05giNQaLRR2g0Ip1OYlCHqbQRFotCHCHcuXvv0y+fW8xGnYwrmBpjkIn47nZsU0NjZVlRdlp2alxsNDozNXqwr3d4aBg32EvAtQ8OtAwNtXX3Nvfgej7/7tv7nz9PKC7/4MXP5x88sx45JdBPl9Q2xKUlJaclYmLDY6MCE2JQYSHQAcJAdHoKT61vJ1EevPhdpJ+Jz0kvrs7PL8vMLy+wLC9SRfwpPn2USuQIKBzh5PgkvgvbmJUTHx6NTEgJTc+Jz8iKy0yK6KrM0dKH9ZQB/WSfjtylHe3QDrcrB5v42EpOZxmjtYjSmDNanYkrTeoriMcWJAyWpI7V50+1llI6ypjYal5fvWK4WT3coh/v0I11GMjtuvEWzXiLbrxJS6rVDFeriFVqQrlqqFjZl6fqzZFiM8UdqZLOFHZ7Krsjid+VKOiI57fF8FsThd3ZrK58ek+VhNyll7O0Zp3eOqM0WZSGWZVhTiDSCCUaKkPEE2otS0duPPjs61+BE9c+ufXk2+8BYPH4bbpyniIyLZ+89uS7nx5//f25Gx9euvP0yXfAqauf2ny0MvXBJfaFRbIWm33NTFFO1X168xQAbLx+/fWP31x48uHcwUUmALxcX/8NANZf/fbzBvAGAH67c3t6eab34/O8e3uHL+u7b5hxd2dJt2aGH+4jXzRiLxo7r5i7zoka1Y1R/DyErjpysTFhtSNFg01/fMV07oD0zDLtoLDB2B4/VhQRCd/l4Oq21c7JydHeyXG7g/N2O4cdW7fZkEfqjh7kz80Q2PQqs2VkbnFqcYU6v0S2Woel0nbr3Ojs7Kh1ethqHlRLWvTSRjGtdLAxjNQSQ+lKnOxMZPbn4mpiMZ5vl0B3lsPdKoI9atHuNYGepeHe80aWkNvDGW8w0TqoVYm1yN0NSO/6IN/qUK8ClFsuyrMhDtmGgTZF+baGezcGe9aiPepikWjIHrfdXq4wpKs/fKu7W0Zezsy8Wa0WGvVCrYqjVAkVKqFCI1Kq+Fo1T6Xmq9X8fwy9/4nwXxac/7ZNgWIxXSJhCARTAsEUlzvB4YzzeJNsDvn/NAPpzBEGa5TOHKEzRuh0EpU6zKQRJymEyUkShTZ5++7dKzfvrqwuz6hFrHECsbezvb66pbKitbaqsaq0qiQ3JyM+Lyse295MGBwcxHUP4pp7+xu7eppKKkpM84sAABy9eiskJUsxv2o9fGKYyRllsatbm1NyMmIwEeFhqMjwgJhIRGAQuKq5JjE3U7+8Wt45cODinbzqhqKairKG4sKq/Orm+qXDR0Q6lUgvn2SRxSrO2CSuqrowGoNOSY8qqcgqq8zMLkxNycKkJIQkhkIZuJYZDlFP6VcTuxTDbbKBZhG2ht1ZQW8rpjTmk2qyBkqSewsTegoT+4vT8FXZow2F462l5LZyWmcFr69egm9Rj7Qbxjq05A49uU0/2a6ltOnGGzUjdbqxeuNYvZZUrcQVKwYL5b058p5MaXeGpCuN35HB70wT9yTL+1Ml3UkSbBa7LY/RU63lU/YvTx84csC0vGBcWrYsra6uHT9+5qJ5epnNlYnEBq1pRW3ZJ9WtvP/42x9fAyevPb5057NfAeD5L8CZq/c15iUaW7Swsv/F979/8e2br18C3/y2YbN/pPiwvPbuYfbyaOEVTfeV/bQPL58CgI2N9R9//fHhT9+cXLXiX/10DwB+/+0VAAAAAPx49dLK6dXJF+8b761NnNG03bHibk8PPlqlvL9APKtsu6htu27qOq9qVtSgpfmIpabkxeakA+3J850Ja7yGHz5evXxCcnxl4pi6lZblpevIzAvz3bp1q4Pzrm2223Y6b3fYuX2H4473tv5nYUHU2VOq1eUxqaRNbySsrDIWD9D27qPu3TtlMuIWlsdm54bnrEPzcwSjtlMna5GyqiZx6YzhbOFYiXyqVjpZ11oQHOf5TjHCoxzpURTgXobwKIK5NiSgjq1qdKoRDqXOwukaL8dUQp27QyGtQT4NKLemCK/mKFBNqE9LhF9nDKQvAdkV7dccvqchDhEd4OfhudsV6u/ij7DbvTswFG2dM20i1Gh4Ko1ApRErNCKlhq9V89VK7p/H4Ka6f/R/QSiRMDbt/WMAisV0sZguEtF4vEkOZ5zDGedyJjhcMuvfzUAGa5TGINGZI1QGkU4n0WjEqSkCfYowRSVOTY1KpMKHH3304ePPrl27KmKQhzqasE11A52towN9I4N9hP6u9saqksKMzJTohtoSAh47hGvvH2ppaq0cIA0trB17DQCfv/z98MUbycVlhTW1FDa7qrmppKaqvK4qMS0+JjEmMiY0NAIVjIYHBSNSslPSi/Is+/ZXd+PM+0409xOK6yqKawpKGsrKm+ov3LllWJyjCugcCZNMHcotTElKjqqpK65vKi+tzC4sy8jIT07PicvMwMRH+tNwrbP8Se1Ev24UK8e38XvqmO3lky1F5IZ8fGVGf0lyZ15cR358T2FSX1kGriaH2FA82lJKbi+ndlQwsTUyfJtmpEM/1qkjd+onOvWUDiOtU0Nu0Yw26MebzJMt+tE6Fa5MhStW9udLsVnS7kxJR7qoM1uCzZT2pMgH0uX9WaK+IvFom15AnZk2Ti8vWlb36edXNdML2pk5tWVGpjXtP3py35HTh89eXz1+af7Q2b3HL99/8v2XL4Gn36yfu/P05NWHT34Avvxx/aNnPx0+dZXOkTO4smOnb3zxPfD5T4CNvCX+wyXyCWUXrRS6n178/Jb55YtnAPB6A/hl/dW3v7+8fPk04/4tIwB8BwCvfnv1ycFV9o0zsl/vz95YJJ7Sdl+bwb+/gL+/RLozS7hmwV0x9lzRdZ4R1srrg5X5yJWGxNWGxGMdmce6Uo+Qip5fkAM/nP7gmu74PsrZmQF+OXxtrJzamGX7NxtnZ4/t23e4ezg4ONvaOezYuu2tkBCvu/eWDh1giETNYknn/kO81YOsgwdZBw/QV5cml5fICwvEWSt+YQ4/beg1qjrVkmYZu17GbFAwmxXMZgW1pSjaK9lrawHctQjhXha8pyrQK9vHpSszZq+Rr1eNyfndc1I8uSahNmh3eyioOwzUHendGbmnLcq3PRLcHQ3uioFgY2FYDLQ5fHdTLCwRDfJ0d3Pxhbj7Bzj7+npDQCarQaeT6NQCrYqr0YrUarFKI1ZqhLr/sRXchPeP/mUt+m+n3ya/za3gZv8Yg1zuPyHcFLg5ADcF0pkjU7RhGpU4NUWYog7TqMOTEwQmc4LNYV6/efOTZ1/duH4V39000NZA7G2fxA/QR0gTRDyxH9tUU1qUl5qdEVtZkYUfbu/qq2vprKOw6esA8AYAfgWA+5//qJldKW1qQocGNTTVlpUVZWSnpGYkxyTGYBJiwmPCgsKDAtEoGBKKDkfllhdN79uXX9e6dPR8/9hEUXVZcX1xfk1RPbbn8gf3zSsLdDFniNyfkRefU5DU3FrV0lZdWZNfVJaRX5ycXZSWkZOUnolJTUSLqQQji6SbGNSSsbKhVlZX9VRLCbEuj1Cd2VuS1FWQ0JEb31WY2F2c2lmS1l2aPlCdT2wqIbeVT7ZXUNvKhUNNSmKbitSmIrZoxtq1Ex3aqU7NWJN6tEE/3mSYbNKP1WtJVWp8qbIvX9aTI+pMF3WkK7AFyr5cUWeSrCdV1J/DG6zUC6amzTqVdU69un/vmStnL9+dWz7MFSmpXL5EqzMu7Z0/fHzvqYsrJy7sO35x5dil9z/7/qtfgM9/AW59+vLAhQfzx24/fPHm0Qvg7ic/3vr4W8vSKp0vn99/5sNnv9p8dEp1WU9YpFeQ871nCGnPTisB4A2w/hpYfw2sv/n91ftPP547ujD2/NGJj+/MLU13fHiZ8+KO5YYFd0bVcXd5/P7q5P2V0YeroxcN2JPq7mPKrtOqbl51kKQocF9N/NG2zLW25BPd2VeIFXOtqbOT5UfMQy+e7D22b/zS0thRfsPhqeqjgn4/+//aumWLi+tOV1d7KMxn2473bHdscXJ669atpetXjKsrU0pl39zi1NIqdXWVujhPXp4lz5oJM8aBaUPfrGnApOo2qrrN6gGLdsiiIszqxpaN4ypaRzzENge2sxjhXha4pzzYuyEMVgLfPVqVNc0f4060M0i1tP6ijqzAimDvphBwFwbeGwvrS4BgE2A9sfDOKFB7JKgjGtKF8WuL9m7CgDNDIHs8XT18wB6QAGcf310+e2QKoU4n0aq5aiVbpREpNWKFRqRS8TVKrvLfncT8PxH+ef35D4ECwZRQSBUKqZsIOZxxDpvMYv+bk5g/ZiCdSGOQqHTiFI1IpQ5TqcM0Cp46RZqijg0O9T/54tnz736atpq76ssIXS2kgS4yfoAyjCcTcEPYjvrKooKc5My0mKKSVAKpo6Wrpri+UjU78/0GcP7Op9cffnH04k2+SlPf2REVhY6KRGVlJWRmJGJiIyKjw4NDUEGh6LDoiNCYKERQgBdoT2ZRrmFxHpOZf+jcDapAXFJbVdxQUtpYNUCZuvrg0fTq4iRvKqckM7cwpaW9qqmlsrq2qKq2oKahML84taA0My07KSsnrjAvTsEaVdMJegpONdrDH2ie6qgcbSnB1+T2l2d0FSW3F8R3FCZ3FKe2F6W0FCS1FCRjK3LxDYUjLWUjTSWjDcXcvnoJoVWKaxAM1EqHm9Tj7crxFgWxXktu1o03a0brdaQ6LalaTSiXDRSKu7OEHenCjnRJd56sK0vena4YyOX3FXFIrWaD0rCwKLGuyFYPKZfWZvefPHru+tLBY+bFlYWDh2b2HTQsrupm5owz87Nzi/rpheWjF95/8t3Tn4GHz1+fuffl0sk7hr0XLz789vStZ2duP7t898MDx8/TBFrN/H4bAHjy9Nxcf35AR4oHqy76+1tHAGAd2NhY//XNOgC8evV4/dXNNTP5sHFkVd99/zzl82v8s4bBG9O420ukWyuT9/ZN3rAOXDZ0njX0njYTrx/gnLaOqXG5092Zx7pyTmAzzxCKLpHKr9Haz/Fx/L6iovg9Pz8/d+Ok9OLy5BF553F+4y09sSc/Zutbf9lhZ7dly9slRVnb7bY4Otr/519srDP0k8ekxw+JFuenFpYYy8u0lSXK4uzE6vTk2iL1wPzk8gx53khcnh7dN089sMTat8BZmeXsnRec3K/S0nvD3f9ejPSsQHtXoL2rQnzrQkHVaJ+OFDS2OK4yEVGbgqiO86mL8WlPRnXHB3Zh4Ng4cHcsCBsP70lAdEX7dUSB2qNBnRhQW6R3Y4xffjjM19PV0xvkAQ5w9QM7e7pQ6eNGo1yt5GiUHLVGqNp89lotUCs4yn/eBP4/Ef5jFfpvBfL5lM0NIY83yeNNslhjTBaZyfk/CpyiDVOoBOrUMIWCp0wRqJShsdHBiYlhFovx6vffP/vquYDPG+pqmMD1jA5iJ4dxNBJxHD840NFaU5afl52UnhSZl5vS0dcxwaDyVdoPnn11/ZMvaXK91Dgzu/8ASyIurSnLzIgPRoHDQ/zj48MxsWFh4YEhYYHo0KDAYCQ6DB2BCUcEI9LyswyL8+iYBPXMikitL22oKqgpKm6sZGl0tz55IjfrMktzEzJi61srGlpKG5rKG5rK6xpLymvyCktTC0qyc/LTcguScrIwvKlBBRWvHO8X49sZ2NrR9tLhlqLB6ryeisyuopS2guSO4tTG3Pj6nPjanISG/OTuihx8Y9FoazmxsXikoYDTUy8eahX213H7qqWEJvVEh3K8TUps1JBbdOMt6tF6LalWS6pV4cskvXnCrkxBR7qgM4PXmS3GZiv78mS9+fTuYv4UwTI/q109IFtcU6wc45qXeKYly9rxtVPnD50+v3by9KFTF5b2HzaYZnRajU4h0RmN8weP3/7oydMffvviF+DOk+8v3v/CtO+cZd+Zk9c+PnPj8eKRUyev3D52/rZQO22zDvwEAOvPH1/96Ma+B2dWN16+BF6tA78DG+tvXgOvfv79k/U3H947K1+WtD86zf3kLPuQvPH2LOnO0vCt1ZG7a9Qrc8RLJuyNmb7j6u7rh/jT8sG2ysjGHH9Wa9zZsYpzI0WXqdV3+dgrElJDCtLH/W8Qj7/++tWVz2/MX1yaOr049vEa5TS7XtSZ52H/9rvvvfv223/Lz0rZ5elqb2dnY2PDYXXfuGw+fUJ6/LDk0Jpw7SBv/ypz/yJNze0itWcahH0HrYyV6anVGeqChTpnpOlUk2I+kT7ZNz7U1FaQELfHriRoT00ouDYc3BgJa8MgOhMCWhP96xKhteE+nXHgjjhvbBKkLxnZHYvoifPvjvXtwvh0YkDYOHgvBtKNgXUmwLrjwa3huxqi9hTHIMAerru8QLtBSA9fqIOL09Bwn8WiUivZGjVXqRYq1CK5WqhU8tTK/w+Esj+dgv4hUET7nwL5fMrmWpTHm2QyRxns0X85C/2zQCqdSKERKNThqak/EFKnSETS4NLKwmtg/cLV2+SJMXx3E3OMwBwj8qgTTPLoGG6wp7WxrDAzJzMhJTEsvyBnbu+BFz/++hsAfAcAe89fbRsdLWquJTEm+gkDZZWl6RkJyUnRwcH+gYGQ6JiQGEx4THRIaAQKiYT6I8BBQUgwwi8iLkq/MBuemEYXKZWm6aqW2tLG8srORsPeteufPOnA9UWlxdW2VrV0VTe3V9TUFldVF1bVFpRWZtc1FRUUZuXmpxcUpmZnxAx1VHCHO7l9TdT28tGmosHG/L6GPGxFJrYso6M4taUgqTEvoSo9ujodU5MVV5eb1Fqa1VeTT2wuJTYWE+sLmNhqfl89t7eG118lJjQoRlvk463ykSbVaJNuvEU33qwda1ATq2W4UlFPLq8rU9CZIcJmCnEl0qFCFS5f3J3H6KnSyNiG5VXV6lHZ4jHpzH6uaUm0cEA6syjSWaRKvUptVGgsOoPVYDRq1BKZlCZVq2YPnzx798GVh09vfPLVo29+O3vv6aGL9zXzR02Lx+bXzu4/dW316KW1E9f2Hb9o83r9t9e/AQCwAWz8CgCvN14BG683Nl4D6xu/vwZevvz9kx9+uPTzs4PPrspuL42d0ffdXRz5YJl0/8DY3bXxi3PDl6dxV43dV4xdB6QdM5L+oqzAsoLgrtooSlf8RXbTVVrVTX7TbdVQf24YynuH887/sttic+7IzJsX1y+usi4cYJw39NMKQPTy6GCfHdu2vbN9u62vz65ABHSH7XYbGxsCrvazj4+dP6U7fUx9eL943yLDrCEqeN3ddYn5saC8WL+GwrCGgvC8WEhq2O4YpGuQnwPS1x7hZR/s5ZgW4N2AQXXGB3bGobCJQZ1x8IGUQGwSoisV3poCw8aC+zF+nVEeWIxvX4J/byysPx7WnwjpSwB3x/h1RIF6EmDYBERPArI7Ftoc7lkfvqcSg/T3dN21y3uXX4AHCGbr4tSH652x6tRKvk7NVymFSrVIpubLVXyVnKNSchQqjlLBUSq4SgVXqeTKlWyFkq2QcxRyjkLBkSlYchlbJmdKpCypjCGVMMVSukTMEIloQjFdJKQKRDShYIovpAr4FJ5gised4HDGubxJLm+CyRxlMEdZHDKDPcpkjtBZozQmiU4foTKINBppijpMpREpUwQKdZgySaBQhqYmh0mkASJp6OPHj7797ruZudnxURIZ18UaG6aN4AV0Cmt8bAw30N1cX56fmZMRnxoXmpKe8RIAfgKAS/efLp68zNEZB+nkxNykqubykvLcgsKsxKSoxKSYiEg0Gg0PDkVGRAaGhiLRaP+QEHgQGu6PBPvBfIOiwtTW6eDYxF7i+JFzF5p6O+r6WofZ1NUz560HDmLSE3LKc1u661u6ahtbK2rqi6tqChpbKypr8vJLU3Lz07JyUwqKU/Nzk2pK0kmdNaTWcnxtAbYyq7Myq7squ604pbMkrbUguTYntjItuiI9pjorriY7sTonoaEgo6Mse6CucLCugFBfSGmtYHXXsHtquL21QlytcLheTGpUkttVYy06cptxsl033qTGV0r7C0TYHEFXpqgrW9yXJxwqFg0WCfsLuH3lMjpxdtaiW96v3ntMPn9IqJkV6ue1K0f0i2v6mWWVfkapNKq1Jo1xWqlTy9VCnVGknZ2ZXjt14OLNK4+fn73/7OrH31589PXq6dv7z941Lh7Vz65Z9h217js5v//kwVNXbADgm/V1YOM1sLG+sQH8Cmz89mZj4/UG8Hr9zRvg5+ff3f7x+8uvnh+5t0Y5rWr+YGn0/urkveXJBysTN60jF024W1bcdW37NCljXthD6C7KzQpOjPZsKkKOt8SdoNV9JOv9VEc4Ke+PQznucd0C9vHY/s5/YDBIAPjq8knFw6saXlccPmG3oSd/tDb5rf+w2WLnsNPVMxQBtd9uu+XtvyXGo2Ui8kB3SXN1YmVWSE60XxLaNTsWUpQelJ2ETI9HBPrZRYGdUiFuufA9VVHwhqTA+gRka1JAX1YMNiOqLzMUlxGOTwkZTEAOpUDx6ci+BGRfUiA2Ad6X4N8TB+2MAXVhQP1JiN4E/+5YUHcsuAsD6YoBt0X7NcaCOqOh7eF+zcFezWE+LSE+LXHoCPBuZ3c3d1+kCwi+zd2jobPTaDErpEKjQqpVCRQqvlQjkCl5CgVfpeDJVRyFiitTsGXKzefR2HIlRypnSRWbsSUypkTOEksZYilDLGNIZEyRhC6WMoRimkhCF4ipQjGNL5oSiKh84RSHN8HlT7J54ywOmckhs9l/xGKNsVhjTOYogzFCpxHpdBKNOkyjESkUInVqmEbBUyeGKZMjIyMEkUS8AazfvnVteWFmjNAzSehhT5IYZCJ/apwxNorv7uxuqKssyCpIi0+JCQnDYC49/nLt0i2B3iLSGwuqK5u7WorKcrKy49KSw1ITg+MSQiNigqJj0Zj48IAQmH8ABBUagI4IREeiA0NRsGCEF8LPG+HPkkgw6ZlF9c2HLl1rGyH1TIzzdNrjl65WN9el5sQ1tFc0tlc2d1ZXNxXXtpTWNpeW1+UXlGdmFybnlmbkl6XnFSVn5ySmpkTmZ8Y3VOQ1V+Q1FeU05Gc2Fme2FKY2ZCdVZsSWZcSWpcaWpsWWp8dV5abUFWU1Fuc2V+V1NBQNNJUONRSPNhUzOqrZnZXc3hpeXzUPVyscaVZMdGomunQTXXpym45Yo8aVKHqypd254u5cfme+uLdE3JfP6cpnD9Wr+JTFpYXppVXj8gHV7IpQY5brLYbZVdPiYcPCmm52n9oyrzBOy3U6pdmgMGkVBqXKqFSYDHuPXTx57f2LD7668dmPFz785sanLy+8/8XBs3eW9p2a23tsennf/IHjc/uOWlfXbF799vjNm9dv1jc2NjY21l+vA+sbGxuv32wAwG+vfv0SeP3Rz1+ePGXBnTX2frSP/GiFfH8v5f2lySszhMtzpEtm/C3z4Gx/Iqs80MLAFmRExmKCQ4J8YlEO+ProNXrd9/u53x1VyIcrPJ3+6uZiu8vd2cn+Xaedf799ZT/w873PrpoG0n3m+3I+m2WelBB2/NXGzsHWduu2AB9P+/dsbbdscbFS0xJyAAAgAElEQVR7NycBlR8LKo3xq0v2r0+AduSENGaGlKWG5CQGJEX5hoIdm3IiyOUZ+GwMPgczmBvRlx0ykBE8kBHelRzclYToTQ7qwCB64pHYOHBvIrQjxr8rFtmTAOlJgHXHQrswkC4MuDsW0hMP64mH9SXCsXHQ7lhIW7RfQ6xfOwbSHglqjfBujfBpCwc1xwbGQPY4ubm4gBDuUJSt5+6o1FSjdUankptUUoNSrNIIJBq+Qi1QqQQqFV+p5smVfzhUqLibF384lLPkSo5cyZEpWDIFWypnbt6UyBgSGVMsZYgkNIGIKhTT+MJNhJRNhBzeBJs7zuKMMdlkJnOUxRplMEaYzBE6/Y+HYza/GKTRhikUInUST50YmhrHj4+PEAi446dOAACwsryglgu51FEGGcehjLDGR9iTYzQScaC9ta22siw3szAjMTshKjAsVH/gsHphpR7b0z44mJKTkZKZlJYRn5wanp4eER0NDw2Hh4QjgsMQ4ZGBYdHokMiggGAEJAAMQUJgwXBkeAA4GA4KRDHFYkx6ZnRa9onbd8YlEq7JaNl3QDe/EJUQVVmfX99aXtdSVt1YvFllfWFZTV5heWZucWpeeUZ+WXp2UUpGblxaWnRqUlh6YmROclRucnRBalxZRmJFZlJxRlxhGqYwFVOUEVeQnpARHx0XGhAaAAkNgIUHQrNTo1qq8vvrisbaK8cbi+kdFazuKnZvFXegik+sV4y1qcgd2vHOzUdnNIRK5VAVv6+cN1AtG+8VjnWJiG3yqX6TjD07bZheWNFZl2TmOZHWLNNPG+cWrStr5qWDluUjutlVhcGqtEzL9HqZXq0yabQWrcasVU1bD56+eu7OR1cevrj59OWlRz9cePDN1Q9fXLz75OTleyfO35w7cGLp4Mn5/cdn9x60+eHbGwDw+/oGsL4OrAPAxgaw8RrYePPb+uvnAPDtF3cPnjCNntP13F8de7h37N4i6f1lyrW5kdOm/ktW4mX9wFxfqqgQomuKX2APpWJCUUEor10uicE++Lq4BXoj8P6+X++tlSTCPV23eXvvcnKy3+Xp/Pe/2UwN1Lz+8Mij/dzHs7RfD4o/n6Z9tMgP9dqx473/2vr2f+bFhwWA/LZv2ebuYDvSUqQn1QpaM6Td+ay6FGZjWmW8f0KQV2qUf1SAJ9xzS2G431hJwlgeZig9pC8zGJcXQciJHMqMHM6J7ktD9WeG92bF9GdhBrPCupMDWmL82+OQfYmwTWzdsRBsHLQj2q8zBrSpcfNOZyykHuPTFuvXhvFtwPg2Y/w6o0HN0YiUALCzm5OLL9QFinTy9vUKQBimLWqFVK+Q6ZQipVoo0wrkKr5KyVcoeXIlV6HkyhScfyRXcKRy9mZyJVsqZ8sUHImMJZWzpXKmWMqUyFgiCUMsZQrFdIGIJhTR+EIqX0gViGgszjibO8HijDNYYwzWGIs9xmSOsVhkBmOUwRhjMkeYzBEGfZTBINFpI3Q6kUIhUv4bIXmciCcMPvj44ZfPvzIZ9Tq1RCGkC5ljXOooc4JEHSWQhwZ6Wpqaq8tLc9Pz0uIyE8NDIkLGmOz+0dH8ioqkrLS8opyImJCYWHRMXHAMJjA8DBYSBg8JR6KCIIhASHBEQEgUGh0ZFBgWAEP7gwLAPkg/LzgYjELgJyaiUtNQ0ZhjN2/PnThlWFtbOn6ilzQSlYxp7Khs76mvby1vaKuoaykrqcoprc7dfC2rziuqzCwoy8guSErPjk1Ji0pOjkiKC4nDBGHCEFEh/hFoWBDcLxKNwEQGRYWhwoICYGAvX+9dnu7Ori4OLq6OO512ONu/HRkEbSzN6a8uIDWXTbSWUTtK6V3ljN5yLr5GQmxVjLRrxlq0Y3XqkRrJUBVvsF4xiZ9WChZn9NMmjVErX7Aa5+ZmdRaLymKVGqZFWrPCbDXML07PLRhmF8zLa9Orh3QzSzKjWWmyKPQGmU6rNOiMVovBalZZpldPXTlx/dGZu0/Of/jV6Q++PnHz2em7T8/d+vT01QfHLt49dvHOypHz5sVDpoUDNl88PgwA361vAL8DwO/r6+vrv2/8tg4APwGvn3xyc/9BBeH6HPmD5YkHK+QHe8l3F8nXZ4jXpoevzuAvGwiG9iR+NuhAe+wlRuOacDQVE4IODgL5eGRh4NnhnkeMEwDw2fePTkUh3Zztt+zx8bJ3ctxu/56d7X8yO0peXzB9vZf9fIn104rgIxXp872SrsL47W/b2L7z16LkyMIUzJa3/nOn7d/Hm3JNuHxpfZyyPZtdk8SuTyuO8UdBPSMCQCEwT7jntiSIMyEneiIvhpgZNpgZOpgbhcuOGsqKHMmL7E9HEksSqmND4v3c0mBuTUlBuIKE3tSwnnhoTzysN8F/M2wctDMG1BkD2hTYEw/rjoW2xoPa48HNsb51cd5N8X4dUX4tkbD8ULibu/NOH7ALCO7qC3bzA0s1aq1GadQoDSqpWiuW60RKrUijFqrUQqVaoFALFSq+XMVXqvibF3IlT6bkyZR8mYIrV/Ckco5EzpXI2BIZWypji2UciZQlkjBFEqZYyhJKWSIxUyBhCsUMLn+Kw6Ns/maCyR5ns8fZnAk2a4LJJrOY4wwWmckg05mjDPoYjTFCp41Spkg0KmFqEj9FIYyTieSJke9/eXn73h21Sq6SCgxKoZgzwZwk0siEcUI/obcb29LYWFlemJWSkxqbnhCRmBhTUFbUPdCTkBwbHhUSHhUYhQkNjUCGRyKDgkEhYf5h4ajQyMDAYDgU5QdHwfwDYYgQRHBkcGA0GhkeAA6CeyFhbn5eLX09aUVFkNCw/RcuHbt1W7m4NH/4cHZFRW55XkNrWWdfY01TSU1TSXltfnFldml1bllNXkVdQWV9YUlVTmFZRm5BUkZOXFpmTFpGTHJKBAYTFBGJDA2FBQfDgkOQKJQ/DA6C+vuCYX4+4D0+EB8/KMgXBvKB+PlCvMCg3aA9rhg0sqOygNBYRmwqJrcUU9qLaN0lnMEKPq5BPNykJDVoRqqVpGoeroY11G5SypaWVw0zC/q5RePCkm52Xju3aFjcq51b0s0uqSxWtXlab501WK3amVnD/JJpcUU7PacwGpUGs8JoUej1GoPBMG02zs1OLx84cunWpQdPbnzy7e1nP9149suFj7678OFX597/4tydz87cenzs6v3D5+/sP3Z1Ye20zcPrhtevPgOA334Dfv0d+Hl9/TvgzY/Aq6fXj8qXJYM35qi3Zsnvr4y/v3fszsrolRnCZRPuqh53TYbVNGKEuYhDHcmPmHWfaoYeHdVVFyehg6HhIaDkCFBWFHjj1WMA+OrlN7cxQbt3u2x32+no5ulu57R9u+1/VYTtAk7KfjnI/dQyfk+Ge6AZu6UelY12uGx/5+2/2WTFhgw0FWz7u43j1v/oK8VoO5PljXG8+jRmbQqtIaUQAwN570TCQHBfT7C7bTbah5gbP5odScwJx+dFDuVjcHmxhOwIUnYIMRvdmRkNddwGctrh7/RegPN75dGogbyE/rSA/iR4X+If4VJRuFTUQDJyIBm5uT/ExkI6E8DYJFhLAqgufk8jZk9HlE97KKQ6Gr3LzdXFy8cd5O/iDbLz8KSLhLOLc9MWndmoNFjUGrNSZ1LoDUqdQaY1SDV6sUYvUWlFKp1Io5do9BK1TqzWiVVakVzFV6gFMhVPruJLlVzZHzh5EjlHquCK5WyRlCWWsYVSpkDMEEoYAjGDL6LxRXSOYIrDp7B4kyzuBJM9zuSMM/77r5xozFE6c4zGGKExRik0EpVKpE4NUylE8jiRJ+QAAHD05DGlXCoVsc06mZgzRRsbniIRSP29Ax3tbXU1tSWFhVmpualx2SnRyYmRGenxJSU5KBQsAAUKCoYgkD5BobDAYCg6xB+J8oMHggNC/dHhSFQwEo72R6ARiBA4NNjfPxiFDAsKjA6DR4SDAhFtfT05FeW+QWj18srJO/fVS6sSswWTll5WV9bd39hP6GhsryyvzS+tzq2oK6huLK5qKKqoKyiuyimtyCqpyMotTM7KS8jIicvMjU9Oj4qJC46JC4zCBEZEB4ZHokPCAlDBCEQgHBHoD0GAwQgIJAAKCvD3Q8LAcDAU7gcCefntdo9BI2vz04bbqoZbSsjthdTuIs5AGbe/gT/QIB2uUhHLxIRK9lCjjDG5NLdkmtsrNS1IrUvKhQOqhQPahX36hVXd7KJpcdk0N6+3zugsZr3FopmZ1litWqtVM21VmY0yg05jMmpN0yqDRWc0T1vnLSsH9p++cvGDT97/4uUHz3978M2be1+9vvXkl9tPfrrx6XdXHn596tanZ29+evzKw4Nnbtl8cFHy6qcbAPD9+saLb767D2w8e/XNnTOLnCP64auL1NtLE7eWx2/vHbu0MHTW0nd5Zui6EX9V2qutCuOkg9ew2Tco9d9YSF+sMja+uNqDrQ2NRUNh7iFwDz6VCAAAALwAXn9alxfl5fC2m+M2Zxcnx532tlvfJlSlAjfmvz0keThLu6nCPzKMXeVjl3mEnbZ/tX3vnQgkjDPcsPVvNrZb/tJRFKfrzRbWJk6Vxk2UYkaLwwsivH1ct4K9doE9d+6ye6ssGjlSgCFmhAxnoPvTUD2pqMH0MEJGMC4VgUsLqIhGeu/cDtrlhtzj6mP3Lsx5W1lMIDEveiAFtWnvXxpIRvbEw7DxkJ44MDYO3JEAbkrwaU7wbQvZjY2C10UF+rq5Ou708PDx9/CDvefihiURDp86bp2zLC1Y5xctM0vm2UXT3Lxpdt5o/d8ZZuYMFqvOYtVPbzarN5rVRovKYFYZzEq9Sak3Kf4po1yjl2n0UrVOptJKVFqpUiNSqEUKtVCuEsiUQpmMJ5XypDKuRMoRizkiMYvDo3G5VA6PyuJMsblUBovMYI7S6SNUKnFkDK/Wq1/+/sveQweUSplUzF2c1bGopPGRoZGhflxPF7atubmuqrK4IDczNSslPj0pOjUxIi0pIjUxHAb2hEJ3wxE+ENhuGMIvAA2FB4LhaCgCDYcHwVAhSHREUGBYADwYAUPDoUFICBrhH4yEhaD8w0J9A+El9TUFNVWgkGC+yXzl46fGtSO4SWp2eUllUyWdO9aDa61vLS+vza9pKqmoK6hqKNpEWFaTV1qVU1CSlluYnF+cml2YnJ4Tl5QZk5AaEZscFpUYHBmHjooJCotABgfDg0LhweEBAcFwBNofHgTzD4RBUFAwEgKBgeEwCBTsC/Lx9PdyL8+OG24tJ7UWjbXl0bHFU9gaEalViKvkDxSJCFXCsW6LUmqZWVSa5vSL+zTze/XLB3Ura7r5Fd3srHZ62jI/b52fs8zNGmeseuuM2mJRmfVKs0Fp0imNeqXBqDWb9WazwTJjnJ41z8wZ5pes+48dunjzzmdfP/5x49mvwOOXwKNv1+89++XqR99cefTN9ccvLn741dnrnx678tDmzlnuvWvalz9c//TxEWDj4Q9fnFxW9x3T467Ojt9amby5MnF9hXx1deTi0vBZU/81C+E0t1lajpbnwo/gij41Un4/oQZuzgPPr585NNMx2B9fUAgOQCbGRRflZx89urx2wABsfKWiD9ra2LjZveO0c8d2e9vtO7bh2+rmeaSRmpRTBvrTo8rroq6bnNazqrFwiPuWd97ydLBlDdRCPbfbbns7Ce07kBXQFbOnNxHelwgfTPPHZqAwYPfdDrZ7nLYGedm3ZEQQssOJGajRLBQpJwiXjsCnwfEpyMFk/8E0VApil6u9rbOzI2iXq7vdVo/tW6IhnoO5MfiMEHx64FBa4OYAHEhGbiLcnIQ9cdCBBFhfHKw7Dtya4NcaD+qJ9OsMgzZiwlAgkJvrnj2+SA9f/3d3uhQ2NR46fcI6N7O4ODO/OG1dtEwvmefnzbPzJuvCPzX7Ly2aZxeN1nnT9IJhZs44M2+cmfvv5o3mWZ1hRm20qAzTaoNFqbeotGalzqjUmBRao0JtlGsNcp1BrtXL1VqZRidVa6UKlVipFiuUIoVKJFcI5WqBQsWTydlSGYfHZ+07tO/r778xWi0CIU8m5i7M6qjk4VHCAGmof6gf29fZ2VRXU1VSlJuRlpWakJ4Uk5EYkZUcnpkajUJ6gUDufiAPf4SPD9jDB7w7IASBCIFBkBBoAMg/EBoQikSGBMDDUPBQFBSNhKADICFISAgKEoz2DYDnVZYU11ZBw8MGacxLjz7VrR5sJwxXtTXT+BSphtvaXVvfWl5ZX1jVUFRem19RV7ApsKgyu6I6t7g8M68oJTs/MSMvITULk5QRnZgeFZscFp0YHJ0QHBMbiIkNiopBhUcgQ0JgQWgoMhiGQEMQKCgcBfZHQKD+EJg/FAIDg0Hevt4e/j7u9cUZI12VxJaC8Y4Cen8to6+G3V/O6i3h4ut0gsmlWcvsyl7L0ur03v2mhWXz6gHz8l7T0qJ5YcE8O22ZnZmet87Mz5nn5jXTFpXZqLIY1Baj2qxXmwwqg15nntaZzEbLjGnaapmZ01qsuvnFmdVDa2evXLz3+P0vfvz0x40nPwEPX7y+8ckPNx5/f+nhl5cevLjy6MXF9z+3uXyUeuMc//pZKfDr5ad3rAvyztNWwvVF8o1F8q3l8evL5IvLI2fnCCcMvTdmiOeEbfxilCAffgiX+9g08fGyUDNUuV9GAgCATJnyQMXYgyO2uPjtdPNycHR2cNphY2PT3Vxw+9TKbrv/cnXasnXHFntn++2227dtec/+vXff/YsNbNdW/UTbPe3wFWrFGWFvc2H81nf/6mK7JSPIC7Fnp4uzY6CfWxMG3BXrM5AIx2cE49PQQzkRvUWpYRCfID+PbAxqoCxluCgWnx5EykIRs+CkTNhUdsB4XhApL3iyOBYDcdnt6bzTw8XDxdHV3tbZ9r3dO95tSQojZkcOZwTh04M27Q2lBW626bAvCdGXAMclwHriYG0JkNZ4EBYDaYtENKZggmBQR0cPjz2IXb5w21170EmJM/uWtSad3qjSG9Vqo0qjV2oNSo1RofpT6v+RblqlMau0ZoXapNSY5GqTUmv+5yxqnUWpMavUpj8+ozEpVEaZ2iBXGqRao0JnVGgNcu0fM1OmNci0BrlGL9XoZWqdVK7mK1Q8hZKrUPPFUt7ew/s/efZEN20SSARyhcBiVLKmyONEPAHXN9DV0dHY1FRdU1FSmJ+VnpOWnJkcl5YYkZ4ckZEaiQ7y8/Fx9fF1B0O9wHAfD193b6g3Ag33D4JBURAoCgwPgvuHIALCAgPC0P6hAVA0ChyMggQHgYPRvgHI5LyM4vpKeER4y/DolY8/Xzh5oXkQ10Mi6Kza0SlcSVVOZX3h5gysrC/cPCOtqCsoqsyurM0vrczOL07Nzk/MyIlLy4lLyYxJSo9KSIuMSwmPSwxJTghNTA6LTwiOikKEhECDgiFBIZDAYCgyEIxEgREoMBwOhsKhUH8ICAoCgX18drsGQff0thST2kuHmnPI3aWTncUCfAMFW07DtVj00um5acPSknXfAfP8omlm1rK0bF5aMC8smhcXLAvzhrlZ07zVODejn7WqLRaV2aixGFQWo8as15gMaoNeZ7LozWa92WIyTZvMFr11xriwaFlanlld23vi3JmbH9789Pnj714/+ubNnc9f3nn2083Pf7r2ybdXHnxz+cHXNofmBu9eEP78dPnead40p+r87PA5y+Dt+ZFb86PXFkYuz5POTuMvWPA3zIQD42WisiBVOfo4sfjJ9OSjJX7U7nd2vWfj8o5NX1tTbdOQEzhlByjFCRxp7wZ2cPLc6eLutdv97b/YtNeV5aQn2DvaOu9y3bp9m912B2cH1+3bdzrZO73z7t88t9scFg6eHq9enWgZqM2ys31rl93WGB+H+AC/3W7O4F2O9cnwgXQYPjNgKAczUl3UnpuWjEIkRoahoL4gD8dQP7fG1AhCcSIuN7w7FdaV4D2U5EtI9+9NQZLyooI8dzjab7V1snN2tHN1snfZ6eDw7ls5QbChrIihNBQ+PYiQgSZmhQxnovHpQfj0oE2HuJSAvmTkYDyiJ96/PR7cFA9qi4M2xwdWZcYjEEgnd789foGePgi7PV5+EeFzB/erjFqNVqHSSpVamUwjVWmkCo1UqZMrtXKlVq7UyeUamUQplqr+d5tvxQqRRCkSyYUiuUCiFEkUf0opkihFYoVQJBOI5AKRXCiU8oUygUDKE0h5IplAIhOIpDyRlC+UcIUSnkDM5YvYfBGHJ2TzhAyRlCUQ0fhCqlBE5whZ0wszdz/+UG81cwUcs1lt0ksp48MjwwNDgz392K7O1pb66qrK0uK8nIzszOTMtPjUxMjkhLCkhNDgEH8/X3cY3McH5OEN9vLz9/Xw9dzt741AI5AhSHgwHIKGQVBw/1AUPDwQFhIIDkKCgpCgIBQIHeyHRIQlRJU31wQnxJW2Y0/efnjs5vvNOPyUgCPTS2qbijePYcpq8qoaiupby2ubS2ubSyvqCoors8uqc0srswtK0nIKknIKkjZ3hqlZmNS06KSUiOTkiLS0yJTE0NiYoIgIRHi4f0gILDjUHx0CDQz2R6FhAYEQZAAUDoeC4VA/KBQMg0JgPn7erphQaHd9wVhXxVh3Eb2/lDlQO9Jew5sanV+aU81Ma5aW59YOTS+vzC4sG+bnDPOz+vl5w9y8bm7OsLSkn59TT1uUZpPWYtRbTCqLUWPUa0wGlVGn0evVep3OaNAbDXqjQWfQG8xmy+L8zMKSeWFhennf4qET+09fvnz/s9uffnPv6cu7X/505/mv15/+eOWjby4/+NJm3/TgvQuCC/tG5wW15y2Es7rBO0uU2/Oj12aIl6z4CxbCBdPQJdXgoYlqYQFKWYS+OF71WDHw5ryF15bja2eDBrtCd7nab9keG1vmH161C5Xv6B3m4O7r5OZjb+/isMNxl5ubm4vLHj8fVx9vWxcXe0dnJzsHu7e3eTt7bn9nm9NO97//1SYvxOfgZId1rDUc5OJivzUU4lUa5ZePgbs6vuOzy7Y5JxBXgJisiW3JiUsIC0VCUXbbHN57d5uDo9N2u+32tlugrg5pwdDaZPRAaRyxNJqQhcLnBA3lhJCLMVEQF9sd7+zY6bjTwc7RfofzTqcdW9+N9nHvSwsZSIIPJCMHUwOG0gIHkgMGU5CDKQGDKQH9ifC+JERvCqo3IaAr1r81DtIUD+lIRpSEg0Jge9y9drv5wj19ULt8EA67fVzg/spZi0Kv1qhlGq18E6FCLZWrpVK1WKaW/KM/C/wTxT+k/c8EUp5AxuNLuAIpjyfmcEVsrpjDEbLYAiZbyOTwGRw+gyNgsHl0Dp/O4tLobAqDPUVnUWjMSRpzYopFptKIkxT8BHV4gjqiNeuv3rslUSsYbMbi4rRUyJwYIxBwvfiB3sHenp6OjvrqqsqSkqLcrJzMtMzU+JTEqJTEyKTEyIiIwD1err6QPbt8PTx8PHxhvr4BoN1QL1+YLzQQBg9FQoJg0EB/SBASGhwACkKC0UgwGgVGB4LRaB8kAh6KqupoiMvJTCqtWjlz7diN9zvxJKlBQ+dTS6tzahpLqxuLaptLa5pKGtoqNo9JS6pyCiuyyqtzyzdXpIXJ+UUpeQVJGdmxmRmxaRnRaanRqanRycnhcXEhMdGo8IiA0AhkcGgAOgyBDoWj0MiAYHhgkD8KBfNHQsD+MDAc5ucP8wF5wxF+Ph72qVEIXGMhGVtA6y8eaS1lEgesBoNlcVW+sKQ6sGY5cnx+7fDyvsOm5SXj0pJucUmzsKScW1AvrKjnFlWWmc3ppzUbVSaj2mhQG/VKnU6t1ym1WrVWrdGqNlPq1BqjVmsx6GbMeuusYXbJsrR/36nL5+58dPvJt3ee/HDt2TeXPn1x6cGLsx88tVnV9u43YC2s8hOGvmtzY1dnyTfmyDesxEsm3ElD/ykr4bQet0gqZufAtOVh50hVH0mGfl0VvzhjTfV39t7xV/BOW/BOO++dbv7IaK+ANB90rhs02nkX2M7BfefOXU6Orju2Ozi6uHr4gpy8vB083Rzd3bZtt3V1dNq51dbT0dnJ2dnZfofjWza5aF8hvjUxFJwYAccE7CFUJo3VpZbFQ+rTkWM1sdz27NqUQF9PR2cXdyd3L3d3bydnt22OdnbO9i4uDq5229y2b4XsckkMg9WnhZLLkybyIybzQydL45L9d2996y87HBwdHJ2329nZO+yws303wNNhICMUn4rAJQX0JSAGEpH9CcieWCg2HtYTD+uOA3dE+3XGQfsSUF3JIdXxAWlhfkgfB989ji67nD38wW5gqCsI7uzj7wpF/t3FrY9MVuo0UoVErhBJFSKJXCSTi8RyoUguEMkFQtkfiRWbF/z/TiiSCwVSvlDG40s24wukXJ6YyxPzeBKOQMzlibl8EYcr4vCEbLaAxeEx2Fw6i8dgcOkMNpXBoTFZU3Q2hcak0BmTNPrEFGOSShun0CcotPEp9jiFMUKhjVCoo+TJEaVadu7yObFcJBSyF+b0jKmRyfERAn7gf5F2n8Ft3Xfe6HWf3cS2Ckn03nsHSBDsHSAAEmDvnSIpkmJRYxF7JwEQ/ZyD3tg71ZstS7JsyZZ74tjpdfNk7252795nd5LN2rJ4X8BRnOyd583D+Q4Gw+GQLzif+f5/v3PIMzxw4UJ/b/eZ9tbmhvq6qsqy4rKSAn1hvkaVrVGlqZXp2VkpDCaRQsMy2BQ2j0nhUFkiNj9BQOXRGEKmIFEgSZEJ5BJeopgvl3ITZZwEKVcuY8mk3IR4tlTAjuc3dDUV1pSoK2u23nj7rR/88uKCKbi3eW7sfFVDcU1zaUNbVUdvc2tXw+muusbTFTWNJTWN+prG4qbTZY2t5TUN+vIqTXmFprhMqSvO0ZXkFhXlFOgy1eq0PGVSTq48PUOWkiZJThUnpYgUyRJFkjghSRQv5yckCuMT+BIZTyjm8yRcvpjP4TPYXGq8lMWkIQvz5WM95f9MUk4AACAASURBVFN9VSNd9Wse8PrVKyv7V3wHh/4b11dv39u8+WDj6t31q9fXrl2NHF6JHFwJ7h+Gdw+Cu3uh7Z3A+mpgNRJcCQciIV847I8EvCG/N+z3BQPeoM8f9PuDfl/QGwj6fEGXN+ANrQYj66vhne21vcP9u4/uPf3o2ee//f4v//XjX/3Tky9+e++Dnzz45BfH7obPHwJn3gwPPNka+fjKzEcH0+9uj723NvRk5eKjjaEHG6MbM7WWSslqa8bT2aYfuwb/1yFw9Oza62ETB/1KroydzqMoaFgBGYkj4DA0PpIuRZEFKBQZh8JgMVgkEo1AIOEoJIPDJjHpRDoVTyXDCDgEBoXBINEoBBoOQ8Fi0bEnSJjY1AROQXZCtpwhY8b26JPc56uBbrW7UwWeKQQvNucm8DFENI5KpVAYODQRgUXDcEgkLhaNjsUjEUQMgYAno9FIatyrZ/KTF8vTFkrjF+ryqpKFmFe/g0HhYhFYGAaHQsHjTv0PNv7kUHnydHH8iEYymCO6rEoY1SSOqhUjmsQLKnFvLv9CvmiwIKUxTagU0MVMEpaAwbEZaC4HzmLgRXwEk8pSJBGlySdIzNewpCmjyb++BnldLi/o8UIeH+TxQZAXcvkhyAcCHifoBQCPE/KBUXVOt9PpdgIep8Nld7oddigKz+Zw2W2g1QpYrIDF6jRb7cs2+7LFZrLaTGarcdliMFuNxuVFg2nBaFpYMs4vGeeXjAuLhrklw/zC0uz84szC4uzcwvTcwsz8wvTkwsjU4ujU3PjUzMT4+JjDbn727jtBn9NuXVhfcdksc1OTIwMD5y9c6Ovt6ezoaGltaWhoqK6qKisr1RcWqjWqLHVual5WoionTSRkkIgoJovCEzI5AhaDR+eKuSKFkC5kkLkUlpgjSBILFGJ+ooSfKOPJ4xlSMVXAYQq5WAY5uyivrrNeX63PLNTaVnbe+tE/TAA+WyTU0Nlc1VpV01LV1tvU0d/a1tPY3FHd0l7V2Fra0FLa2FrW2FpW11RUVVdYXq0pqVAVVyj1pblF5XmFxdn5BWl5muQ8VXJmdkJahjQ1XZKeKUtJEyenipJThYokfkIiT64QyuRCaTxPKOGIxByxhMkT0EUSBk9IpTOxPAHlTJ12/GzDzOC5g53trd3d0PZu5MpB5NrV9Zu31q/fixzeWd2/Etk/WNnbX9nfi+ztRHa3w1tboa210NpqcG3FtxLyhny+oM8T9HpDPnfA4w7+JZ6g1x/0+P2Qzwd4A+7Aij+4sRLe3tm+dnvn5pu33vro7U9+8f4PfvP0+7++//HPHn78y2MP14bejFx4/3Divf3xd3dHnm4Pv7Mx+DB0/vHKwJPV4fBQ6VK5ONSU+mS64TeBkX89MPzxnu/o01u7njkWMWaot9VrnguYJ5zzFwd7mvQF2SIejU6II8cdh5/8bswrx2KP/w9EzKuxJ18hE/EEHAaHR+NIGCQWFQODxSHgCCQqDoaAwxBYNBqFjIs7+ZoigZ+eIhSysTlijPNSletisfNMnuOMevlslZiCwRMJWAIdg6FjEORYDD4Oi4FjkUgMAoPExcGxKDwVjcWjTny3WM43turGihLnW4sbVOno49+Fx8Jj4RgkCotCwuNOfZcA+253oXSkTDZalDCll0/rFDNFqZfViedz4sdL80ZKla0qRbZMIGRTSEQsnk6liCQ4nhjJFZEk8RgmF8tgI9m8GAafIlG0Dwx71zdsXsjldbt9YFTg/x7hy258ifDPTWi3QzYrYLGBVhtgsTnMFpvJal82W40Wm8lsNZrMSybzknF5cck4bzAtGEwLi4a5JeP8wtLsomFuYWl2bmF6fnFmdn5qfnFqbGZ4fHZ4fObyxNTY2Pjw7Nzks2fvuF12i3EuEnBYTLOjo0Pnz/X09Xb193Wf7e7oaG9paa6vriorK9UXaFUF6hx1bkpulkKdl5GQICAQEWQyjiti8cRcjojFFrGZIhZfLuDLBQwRi8qnMcQctkzIk0sFiYmCRLlAkcAV87MLVZ0Xu4tq9aX1pVkFBTOA783Pfu46uG4N+uu7miqbK9p7W3sunenoa2nva2k5U9PaWdvQUlbbWNR0uryxtay2sai0Mr+kQlVSoYpS1JfmanQZKm1qniY5J0+RlSPPyIpPz5RlZidE36SmS5JTRUkpAkWSWJ4olskEIilTLGOKZAy+iMoRUtkCpkgqxBEJUh5jcWxwb2f99u276/uH4b291atXN29e27h+bfXK1Y3Da5G9K5H9g8j+fmRnL7K7E9reCm6u+TdWAyth30rYF/K/5OcJel1+tzvgeRlXwOULQF4/5PI6PT7AHYDcIZ93NRzc2QtvX9m6+sbB60+efvLLZ5//z4ef/vL+Rz8/9nhr9Mnu6JPd0bd3hh5sXLgf6Xk93P1o9dIDz4Xd8WpTiSTUkPrubPPn9rO/25z8lz3D/3vD/uXbG0+uebjEUzjYKwV5Sedbyqb7642XW61Tveaxs9P9DRdaimsLM/OSeEkCsoSJ45CRFGwMHnEKEXscDYtBw2KQyDgUGoVGYRAwODwOAY+Dx8aeQqPimCxKolyQIGFKiDFDDVpbf8Vic7apKXfpTJmEAsfjkVgiFYUmodFkGBoPw2DgGAQKjUCiMEgUIRZJQGFxqLgTAlzsSKP+rC6lRZOiTZJgYk6ikEg4HAVHohCIOFTcKQoqpkcTP1MuH1QLRjSiS9m8QZVkpDjzUrmqVpmSKmLymCQsjUxgsXFsHoYjRLIEWJaEIIxnxSfDiBQ0hSpJz7asbK1evweuboDhkDPgdfkhtxf0+CB3VOD/GUKLw/JtgcsWg8m8tGwxGEwLS8b5RcNcNP+/AucWpmcXpibmRybmLk/NjE7MjE1OjY5OXL5z+xoA2bweu98HTE8NXx6+dPFC38ULfRcv9Pb2dHaeOd3a0lBbU1FWqteolVp1tlqZmpuZqFSmp6UlkEgYCg1PZ1OYAhZHzOFLeZx4Pi+Bx5cLBYlCtkRA47FIHDqBRcPSyEQ2kynkCaQCXVWRPCspPk3a1t2cpy88P2u49ux7O4/euWxYKmuqrDld3XW+o+dSR0tXfVtPY2tnbduZmsbWsrqm4pb2yoaW0up6XdReSYWqtDK/uFxZWJyt0WXkF6TlF6blKpNylUlZOfLs3MTs3MSow7QMaUqaODlVqEiWyOWS+HihNIEjiWeI5SyxnCOM51NYNDpHmJKhamps2txcf+PBW9tXrvs3dwN7+2vXrm/duLp6sL+6s7u+ux/a3Q/u7oV2dkPbO6HtLd/6unc14lsN+cJBXyTkDf4VP8jncvndLwP53R4/5PE6XD6722sHvTYwALrCPu/aSmBre+3Kza2rd9/+8Kcf/uT37/3o948/++2xt7dHn+xNvr098mBj8N398WfXph6uX3xnZSDSV2Auke21qx5PNHxq7/5FaOC3W5O/25n9v/eN/3Qb+PBWIImPR534OxzstSQOpbUoq6sso7ciq6sk42KlZry9YrSj4nyD9nxjQX+Dvru2sFabrsuUpYuZYgaegYkhII6j415FxryCOPUK7Ph3Yo9/Bx17HHHy70UcUoKYniAk87CxhQnshY7Sxca8hdpsc2dRrpSMRb6KJ2OQKAwahUMh0AgUAomCoREINBIFg6PiUNhYOAIW8wodfaKhMCuRjSfGfZeChuHRMAwKiYDBkTA4AgZDI+EEeGxHjmy+NG1QJZ0oTh7WJV4oyqhXJiiENCIVg6STkBwmgcfDsfgYFo/Ak3IS0vAc0Uk0kcIX5BUVne7tvPvO2384OoJWt5ZdXkfA7w54IT/o9v5ZoB90+f/PEDqXrba/CIweR43Li9HjaJTfS4HzizPfFjgzNzk7Nzk5Pz49NzY9NzY1OzY1Mz46Puzxu3x+1/pa2O12jo0NDQ9dunihf+DS+UsXz/X2dLW3tTQ31ddUV5QU67UaZb4yU61MV+Uk5+amZeekUOl4Cp1AZZHpXBpbzGFLeXy5gBvP5yUIRElScVK8KFEiTJAwRVwcjUKgU3kSflGZjsahnkCcFEh5pzsb1aX6jsHR3bfevf/pF2eGB/S1Ja09zX2DZ9t7m1q66tt7mtq665vbKhtby5vbKppOl9c3l1TX6yprCypqtGVV6pIKVWFxtr409y8ONWl5quQ8VXIUYXqm7K+aUCGWy8WyBIEsgSdO5EqTBAwBnS7i5ZdUGhzB248+vvPgnb1rt0Lbh5G9q8G9K8H9w/Xr11YODlb2dkObW+G1Tf/WTmBry7ex6Vvf9G+su1cirnDYFQl4gn5PKOAK+twBd9Qe6IUgn+vbAX0g5AHcHpvbZ3f77KDXBgUcYBByrfj8a6uru7ur+4c3Hjx7/4vf/fAf//S93/zh2OPN8Yfbkw+3px/tzDonKi7Vxzsul3rP6xa0wkhDztujde/Nt3zuvfCjwKVfhEd+vTHzs63ZH+0abgQWpTQUFY0goZEMLCpHxusoyhyu05wvy+oryu0vy2/VJHYXpfaV55wtzz2tz6hVyWvyk2rUSdWqpOJMmS5doEpkZ0tpSjk7O56j4JBoyFexx4/xCDFyLo5PPMWM+7t43Imp1gJ7l87cmOvoLqvKEiBOHsNhkDA4AoPAYhAoDBKOhcdh4bFYJBIGR6JweBgiFo2MJaOPC1lEFPwkEYfCY+BIJAwBh8NjYchvHCJiXjtVKKCOlmQPleZcKMsrVfCT2QQ6AU2k4gkCNkYmRomEdImULZaQOHw0hY6hMGgsvqasbGR2ygxZB6YHD9+4+4Pf/qPJ7bf6/FDAB/o9kBd0+yC3F4L8oMvviTp8ifBlovYcLnvU4UuENtAanQxtoNXy55nwpcDoKTT6+m2EUYHRgfAvAuenpucnp2dHJ2dGp2bHJqZHJqdGRseHjaaFtY3IylrIZrfOzk4NDV7q7+uJpq+3p+10a1NjfXVVRWlJkVaTr8xN16rS8/PTsrOS8/LS6WwSmU6gsslMHoMjZjPFbKaYI0yWiJIkHKlAkCgVJ8XLkhJkSQk8sYAp4CQkyZKSJDHwE3gKlsokNp+u1VWW1XT12ncOrj/9qLmvr7ypqmew+8JIf0tXw5n+1jN9Le1nGxpayprbyk+fqW46XV5dr6ttLKprKo6OhcXlyqKyvOJypa4kR6lJyVUlqbXp+Zo0ZX5KrjIpOhympImTUoSJSXy5gpeYxJcniWWJQrFcKJDxuVI+mcNRlVREDm9ff/jBncffv/7m0+2rt1YPboKrW76dva1bd1euXg3v7Id3dkPrO+6VVf/6pnt9w7O27l1d96xGoHDIFQ64gj530A/5fa6A1/UtgYAHBL3QywBeCPI6Qfc3NwZDPivot4EBOxiAXBGPbz3kW1nZvv7g9uPvv/3Zb5/99PfH3tmZf7C9sAeNNBSIpIT/K4X26pniJPfZ8kirardL93ii7hNr9w+9F37sH/xpaPTz0Pj3N+d/9Lrr86dXL3Y3wk+8QsQRMQgEm4SuypMP1KgGy3PO6TK6NKm9JdldhWlt+YrGXFlttqgyS1SdI9EmMlQJ1BwpKVOEy5USc6UkZTy1OFPcqs/pqMhvKc5tKEitUCYUZYq0UlKBBFUiQ3SkEPqyGCMlSecqcvFx30XExpCwVAKKjEXhcEg0Do7AwJEoJCoODo9BIGPhCFhcLAYXh8LAERg4Do/G4jAoJCIuLgaNQiJRKAQCDUegETAU+sTfpwioqrQENoVAwGNoDAaDK6QKZXgOD8vi4Xg8jjyep5CjyGS2SFzX3Dq3tBxcXbVAzmnTXOeFzgfvP3n40ceLAOAM+JxeCPSAXh/k8UHub2rQHb36922E0Q6Mtt/LPoy+d7js1uj+E7CYHcsWp9nsMP1NDZrMSwbTwsuB8Ns1GEX4F4GzEzNzkzNzE9Nz4xPTI5MzoxPTI4Njl6YXpg9vXHEHvL5A4PLY5YsXz18433euv/dsd+eZjrbTrU0N9TUV5aUlxXqNWqnKz8zOSVar0/OUGTnKVA6fTmGRWQI6XUCni1jceB43QcyWCYRJMq5MKE2U8aVCiVwqihdL5KLc/GwyFcekYWUyAZfLlMXzyyp0pdWVNZ1d877g9afvlZ8+Xd5cPTh1qedSV2t3fVtPU2tXfXNHdePpiua28uiJtL65pK6puLaxqLK2oLxaU16tifahvjS3oCgrvzBNrUmPlmF0OMzJU6SmS5JShMmpIkWyIF7BTUyTyZLE4nhpUkZ2TWuXCQxtXX948PrTtWtv7t9/b/f2g61rtz1rm661jdDBwcqVa2vXbob3rwa29oOb+6HN3cD2jn9zy7u+5lldg8IhVygEBv1A0Av5PIDXDXhd0Lf4Od0A4AFfxulxAi475LFCHhvkMTvdJofb4HAbAa/Z6bW5Q67ARii8sR/evXntrY8efPSzY6+vTnmXzubKsKk8dLoAn8LFpHPwl8szVnqKrgxUvrfY9rmz9/vWsz/xDn3mGXnmH/v8nuv1fcOdbQO00Bvzd8cYRBSdTMCjYhVcYr0yvrsw9Yw2rbdY2V+S163PbstPrUoT6hNZ2niaWkbJFuNyxIRUHlLBipOzkVIGXESOlVDipGRUPAObyqPkyJgFqfzSHFm7VnG2JOVSWfKFIllPDq8lhVmRxiYjvos89Rr6ZBzyFBwOR2PgODwKi0SgTsUh4jB4OAYXi8ScgiPi0KhYNDwODUcTMFg8BolGxsFhcAQqLhYZE4uAw9AINAFHwqGJKDSFROLyKAIZSSgnCxOxdAFbmqxIy8HSGDEMGjs5sa67e9nrda+ugcGwBfJMLC5Ozc/3D154/ck7h3fuLQMgEPQCHtDtg1w+wOUD3D4I9Lqgb35D3wh8qe6/nz9fdmB0LxoVuGw3WRx/VYPRafClwGgTvhQYPYvOzE1G+U3NjE/NTEzNjU3PjU9Mj05MjYxODo9MXr48dXljb3tla9sCgoOXLw8NDl7o7+/t7T3b2XWmra21paW+trasuLRYp9OqNfn52fnqtLz8VKUqXZmfwWCRSHQCQ0CnCxhkHpUl4fITpcKkeI5UxJEKhQkSOo8liZfI4iVyhaysvIhCxqmyFSV6tUatVOZmlJYW1rfWFdbVjNmBjXv3y0+31ne2DE0PdPSebu9tOnux40xfS3NHdUtbZUt7ZdPp8qq6wvrmkvrmkpoGfWVtQWVtwcsNTVFZnlafqdala7QZKnWqSp0aPZRGFzMpaeKUNHFiEi8hRShQCHnxkpq29vD21WtvPLv+5sfbN9/ZuP54/ebD8NU764e31vevetc3vBtrod3dyP5BZP9qYOdqYOPQu7Hn3djxbWx5NzY8a6vulVVXJASGQ1AoAAZ9oNft9LhAn/tvBDpczm8FAN1O0O0A3VbAZQU9JqfHCLiNHr/VFbC7g4A3CHmDEc/K5ubNN26+9eGxA99IUTpTRI2Vc3GpIoacS5LRMeWJNE9X4e3FtmeWzh8CfT8BL35qPffMN/H9q8B+eGrwvG78TNampfNMUSINdgwLfw2DjmUQEdo0UYsusyEv+Uxhzml1entBZmt+anmmpCCRkyempXFxciZczkbKGXAZCynmoMUstIyNl7IJIhpOTMOKKBguPpaFOS7AnxJhTyRQ4ZlcrFZMqk1htykTeiuUxXny1AS2lE7gk/AoJAoZC0OcjI2LgcGRiFgkHAaHwePiYDD4KRQSjkWisUgECgZHwhBIOByFOglDwJBYJJaII9AIVCaJwycLJWRxPI4fj+XHo3kJeJGcwEuIxTNIHKE0Jfv06JhtYzt444ZjY8MSDi97vIsOx4LZOrO4NDQ+fuuN+2AwZHWDkN/t8oBeH+j2Od0ep8sDAD4X6HOBPuClwP8+Ab68FGEDrRan+dsduGw3mR3LZvtfCYxOg/8bgXML07PzUzNzk1GK07MT07Pjk7NjkzOXJ6Yvj0xdHpkavjQysLq1defBW6A/PDQ2NXDpUn9vX293T3dn15n2jpam5rqa2rKS0iKdvkBboNXmaguysnOTVOqsnLxUIgOHo+AYPBpdxCAwiVQhkykVCZPkbJmEFy/lS4VMLkuSKGVzaAI+C42GCXmM8oLs8iKNviBfV5BfXVVW01SdX1E6ZFo2raxWd3RcGBu4PDfcN3j24mj/ueGzLZ119afLW9ur2zprWtorm9sq6pqKo9cqahr00fVM1GFRWV50LNQV5WgKMvI1aTl5iuhMmJEVH93NJCULxIkiSXrq2JLh7tMPDu49iey/uXPrvf1772/dfmflxoPN2w8iezeC2/uBzU3f1pp/cz2wtRXa3vdvHPjW9r1rO+6VDc/ahntt1bWyCobCUDgIhYJAwOcMeECfB/C6nV4X+NcCnW7g23FADsBlByAb6LaBrmXQY4S8yy6fGXCbAI/Z5XN4/W53IBjc2dm7/fqxVet5fTZbyIJLOFgZjyTjEQUURDYPvtiSecPQ9rax9Zmh9TPg3FPL+QeBqWvh6aHeknPt6skzmUNV4uH6tDOlqUTUSSwOiUfDk4WMiqyEYoW4Kj2hSZXSqEypyU0sSOLniOkpPFIqj5wmoiVySFIaSsYlCJhoJgUmoGH5NAyHiBBSMSIqWkSCCykwKQ3FJyGFZKyQhBbikfEEuAQbo2Cj06WUHDkzX87WKoQ5qbKcBEmqgC2kE+lkFBZ1AgN7FX3yO6iTr5w8+d3jJ78bF3schYxFohFwFPIUEgFD47BEKpXJpbH5NDafxpeS+QlErozAlZD4CWRBApzGQ9B58ryCi1OL/oMbgat3wO0929qmc2Nzye9bdIEGCJyxmAbHRgcuD28fHFhdLtDrgbxuVwByeRyQ1+FyO0A3CHohp8fl9PzVEfRvBH5rAfMNv28LNNmMJutfCTSZl74t8Jurgn/ZiE5H7U3NjE/PTkxOj01Oj09Pj07NjI1Pj4xPDl6eGB4YHxwYHfREQm89+2Bl93BqdnHgwqX+3r6zXd1dZzrPtHc01jfU1dRWlJWXlZTqCwo1mjxtQVZWTqJSnZmUFk9mEnBULJlLZkrZBDaZxKUypEJxcpJQLmdLhEw+V5GuoNKIKDQMATspEfM1yswavbK6TFdZUlKqLywpyq9trskp1p+dmpz3+jsHhpac5tHZy2cvdl4a6+8f6j7d3dDWXd/WVdfSXtnYWhY9iza0lEY3NBU12pIKVXG5MoqwoCirQJelK8op0GW9nAlfXqhIy5CmpAoF8ZK2C6PXHr63evUNaO3arbc/u/32Z1fe+HDr9uP12w93774VPrjt3d4LbG/5tyL+jbB/az24vhVY2w2u7QQiG96VNTC8AkVWgFAYCIbBUAAM+MGgHwh4AY/L4YYc7r8VaIccf4nLYQcBOwjYQScAWp2QBXQvQ75l0GOyAQtOaMnts3v9dn/YE9hYWz3YP/b6vrW+NFUmwIoFuAQJJUlKZZFj48l/35pOCg2WvOfoemu++bGh4xF46ebaott6sb+juKs2d+FcSWCmtbdE3qBKYOCRWAQGj0AIyJgiGacynluVJKrMkpRliAqSedkiaiqblMDAxTOJUiZJSMLKucxMhVDMxdIIMXw6WsIm8GkYARHJJ8IlFKSMBhMSTvFpOCaVwKDgWBQ8h4DhE1AcAoxLjBOR4IkUbBINk8TBpHOJuUKaUsbKSeDkp/HVCWylhJktYigEZB4dRyIgMEgYAhGHxuJwVBqZxSVxBGSOgMThkzg8AktC5MoofBmZK0SRKDACKa+oxODy7b/5zt6jp66ta0Bgy726Y/VHTB6vJehfdDsWQdOEYWZocvD8UJ/DbYeCflfQB3ohtw90QlaXx+nyOCA34PSCgBdyegHQ6wQ8DofL7nTZnS6H02VzQHYbZLODVjtotUPfujQPWKJ9GBW4bDct24zfjILRfYxp0WBaWIp24NLsomFubnF2fnF6fmF6fn56dmFqZn5qenZicm5ianZianpsamZ8amZsampkcmp4bGrw8uTAwMilS2MDcxbT3Udvb1y5ObtkHrs8cq7/XHdnZ/vptpam5vq6+rraurqa2qrKKn2hrqBAma/OyM5NUmmyBVI2jUMi0LAEJpEnE5A4VByDRBfxuAnxQkUCTcCTyKVqnRqFgsXBTjKYpGJdfmtDWVOlpq5MV1NWUlWqLy1S1zVXa2tKmy5dHLFZx4zGwGb47MDZ7vMdA+Pn+4e6mjrqmtorm9qqahv1VbUFdU3Fja1lDS2ldU3FNQ36l7uZ6EyoK8nW6DNU+anK/JToTJiTp8jMjs/KScjIkiWnihRJ/Hx9cejw0catJ/69+9cff3Lr3c9277+3d/edvXvvbN9+K7h3J3x4z7Nz1b+z59tY8awHgpvrwbXNyPpWZG0rtLIWjKw5g2EgGAJDYTAQcgb9zmAACHgdfvdfELohwAM4/yzQATkcrj8HdDhApwME7aDTCVqdLqsTNDpcBtBlAiAjAC5BHhPoXPIHAU/I41sLHfv+O1vDI6flCWwpn86j4xIkTDIhhkc63pRKORhteGRof3u68dlSx93Fzkc311YinnNnm2p0KR3VaYaBqrnOoha1uEadhol5FY+BYxGxiSxiWYa0LldakSWuzBYUp3Jz+LREGj6JR5CwsDwqWsajKrPlEj5exMEKWDgBE8el4ihoOJuIYZOwPAqGR0GxiXAmGc0goxhkDJOMYRHRbDySTUCxSAg+EcUnILl4OJeA4BHgAiJCSEYKKSgRGRlPw2Zwqep4QWFavDYzLTc9m8PmYgkUGldE4gjpQhmJJyVwJGSOjMyR0IRSEpeLpNBjCYzChjbX4a3bH/3w3gdfbL/x1H9wG9q54Vq/7lzdt4U3zcGw0euZB6wz1sVZ8/yl0QsXL593QHaPx+X2ut1el8cHub0g5Ha43A7A6wA8DqfHCXoh0A053SDgARwep8PtcHqtdq/N5rFYPSa727TsWDY7TMt207LdaLQal+3GZbvRZDOYbAajdcloWTJYFw3mxSXLwtLywqJ5ft44O2+anTPMzC3NkDZMwQAAIABJREFUzC5NzxlnZ40z84sTC/Oj83Ojc3NTC0tzY7MzI9Pj0/OT4zOjw+MjEzOTY2PDU9PDk+OXLo+cG5sYujw5tHa4H9zbW7DbBoeG+/rP9fedO3P6zOmm063NLY01NdUV5eVlRbpCbaFWm52dqczPSM2Ip3FJNAGDwKCR2Vy2VMqVCYhsIoHFovJ4LB5PIBJmZ6dJpXwE6jUMPiYnL7GmtqChrrCqRlNdpakt19aWFVRVFtbUlxU3Vtaf6+kaHwM2t21+b2NX45nznVOm6abOxrr22rI6XVFlYUl1YV1TaWN7dWNbZW1jSVVdQUVNQVWdrrK2UFeSqyvJLS5XFZerNPqsPFVyviZVpUlXqtPy8pOzlPKsXGlqpig9U5qRmTg4Mb3/5vsHDz+89viTe+9/fvjw2eadh9t3Hm7cuL9+/Y2VK/dWrrweOrjt2th3b277trZcqxH3yqpvbd2zuu4KrUKBMBQMAsEgEPSDgQDo94Ner9PrA3xewOMFvN7obsbpgmwQ4HADUZY2CLS7nDYX6IjG7XS4AZvLbgWsFqfJ7DQ6wWUHaLYBSzb7ggM0QJAZ8gEeH3js0Dd1uO+urS/GI0+wKRgBm0TFwYnHj9nbSz90jNwZb3x7suHRZMO12dM/+tGz67dudbc3VRcoyrWS9pq0norEimTKcKuehTsJh52AwWNIWISCSy5IFhSl8cuyWGXpfJWEk8qiymgYMQ3LZxKyUhJSkjgMOoxLR7OoKDYVw6biSWgklYBjEHEsMo5JwbIoWDoBwSQgmAQEg4hg4BFMIopNRHOIaDYRzSaiWUQUi4hkk5BsEopDRHHIaA4RyyWguUQsj4DlEjAcCo1G5pCpbCpbROWJsWwBislHsQRksZzEk6EY/OMYNIFJb+o+e+Xhu9//l39/8g//ev3Tn+88+nj99tvew3vOnWv2tWvWyKElvGkMhBdd4BJgnzbPTRqnu891D08NBVb8Lh/o8kHf3DLqhzxewOUF3V6n2+tw+50urwv0uSGPC/KCgNsBeh1OjxXwmR1ek9NtdHqMNld0JrRYnMtWwByNxblscUZxGo02g8lmMFiXjNYlg2VxwTS3uDw/b5xdMM3Nm2ZmlufmzLPzxsnFpcn5xcnpmYmJuYnZpcXx2cnxmeHJqUsTs2MTU5dHxwbGxgcnpobGZ0YvjQ6evdS/ADpsofAiCAyMjXV0dbWdbm9tbu1sb+9obmmsra0pLy8r1ekK1SqlqlCry8nL4onpbBGZLqDD8RgahydOSGDymAIpl85nM7hcjVZTqtPLRAISBonDw9hsor4or7WlsrZOV92gra3V1FdrGqu09RW60iq9tkJf3tHacP7cnNs7ZjKW1JefG704vjhR3lhRWKUrqdbXtFQ2ddQ2d9Q2ttXUN5XUNBRV1+sragoqawvLq7VFZcqCouySivzicpVGl5mvSVFrs/I1mUp1Ro5SkaOSZ+QIM3NlqekJSnUOFFo9fPThrXc/u/n005vvfrp3/8nWvcdbtx+uX38jfHArsH/Dt309uHfbt3MNWt8BVzeh1TUwEnGtrUKRiDMQcQSCkC8I+X2Q3w/6fE6PB/B6/zoewOu2u0CHG3oZuwu0goAVdDrdLovLYXM57S6n1WW1QFYzaLE4zXbAbHMaLXajxW5wAEt2hwGEzG6P89hcq/rJ9WBVaQ4W/RoWdZxNRLCwcYm4mGl1+lpT8dtz3Y+mWx4tdqzPtPz0V5/cfPB6V3uTPp1douadrkppUHFUgljzYHOOjA2PPY5GI7BIGAOLypXx8hM5Bcl0tYKRwWPI6WQhCc/GY0RMRoFSKZXQeRyMiE+ikeBkAoxGxOLRcCIGQcajqUQMg4xlUjFMApKBR7wMi4hiEpFs/J9DQLJwsRwCnIVHsAkYFhFHJ+IYRAKNSKKQKFQihUJmUulcCktEYPLQdDZJIMLzpWSRDMHgvIYjkXjizgvnPvvZj4+Ojn77H189/ek/XPv4R9c+/PHuWx+t3nrsPrht37piX79iDe+YQxtGf3ARBBactssLk2MLk/2D/TOGmeB6wBt0eUJuTwDyBV0eP+j1Q98kAPl8kNsHunwu0Au6PaDL4wA9DshtBdxmyLUMuEwgZHK6LDbQaoPMVsBiBS0Wp9kCmMyO5WW7cdluMtmMRsvikmXRYF5YNC8sLc8vmGbnjLPzxrlZw8ycYXbGMD29NDW1ODm1MDE1NzE5NzFrmJ2aGx+duDQ2fm5q6tzIWN/o2LnxucvnRy+2XzzfenHg4rzpwpwRXD8YNjos3tDA6FhHd1d3z9mOjo7G+vr6qura8vLysuLikgK1Oi9fmafVFiQlxVPYJLaYQeORMTQUS8ziyYQCmZAr5gvl4tKK4raWxjRFgoTL5jHoRCySgEempyjqqkobaktr6gtq6rQN1dqGqoK66sLKmuLCKn1pa2Pz+QtDpuXzU2PaSt2sZfHsQI+6VKMt1da0VDZ3NrR1NTW119S1VNbUF9c2FlfV6SpqCsqrtS//sFBfmqcryS3QZ2u06eqCzHxNRl5+Sk6eIkeVmJknT89VyNMScjQF4f0bd559fu+DH159/PHBw/e37j7evPt488abK1fu+rave7cOobUDcPVKcP+Wa3PfHooAkQgQDjmCIWcw7PAFrF4/5PU7vR7A63W43U6P57/F7fS4HG7IBgF2FxiNDQIsgMMCOBwuaBmwmSGbDXTYXFYrZLWCFitgttqNZpvRbFuyOgwOYMlsnrPaliCX/dhiZcbqRPdQVzmbHEvDxZDjXoknYmviJaWw4y3ouCez55/O9Lw+1bY11fb9z97Zvrp/rr+jWClSZjK1GQylCJlK+c5AvVqVwELHvopEx8FhpxCxryUK2RXqLHWGMEvOThFyUgQiKZ1MRcITOIL8rDyZmBkvoSviOQwKioSFUQloHDKOiEEQ0HAyDkUlIKlENJOIYb0MCcPEo5l4NIPwTVg4FBsbx8YhOHgUk4ClkgkkEplIZhBoHBJLQOBICCwhiS0isEQErpAskqDZfBSL8woGw1Ekz9kcv/rnf4k+X+qro6PPfv27B1/84v5Pfnv1wx9uPfxw5eZDaO+meePAunJgDm4bA2sGb2DO6ZgxL48tzQ5Nj5451+GA7Fev72/vrOzurG5thze3Ixu74ZXt4Mp2eGU7vLoVDu2Ew9vh8HY4shUMr4fC68Hwhm9l3b8S8YZXfJGINxLx+sOuQNgVCLv8IcgXBH1B0OsHvAHA43d6/E63z+Hy2lxeO+SxQR4b6LY6wGUnZHYAJge4bAeNVofBZDcYbIYlq3HBYliyLC4sTs8tjBiME0uGkdnFS+PzQxfGL1xYmBkDPb77z65+73f3f/XHp7/7+oN/fAEevpOmr70wNtp34VzH2e76xrrW1uaamvLq6vLK6tKKypICXb5Kk69IUrC4HDqfQxNwCDxqDBlJFLMZchGGyWbLEutbqzt7GqurtBkKkVzE5DIJFDISjY2RKwS11cWN9aU19bq6Om1TTWFTta6uWldVW1JcVVRUV910rr9/eqp3dEhfXWzx2Evry/L0ypq2mtNnm1u7mxraqmoaS+taK+ubS2oaimoaiqrqdOXV2oqagrIqTbQMtfosjT5To89QazLz1akqZXJuXlKOKjlHnSZPS0xV5Z+bnHv9/R/eff/HV976cPv1p5t33l6/9Sh09fXw4Z3g3s3A7nXv1lXv1nWLfwdaOwjtXQdWNmzBkDMQtvkCVq/f4vHZvX4H5Ha43TYIsrtcVhD8m9gg0OEGHW7I7gKsoNMGOW0QYHbaLYDd7LRbQafJaTM5rVbQZgUdy4DZ7DQv25ctdsOydclsMyzbjGbrjGF51miaczjNx+aKFIuNmrX5C33larWcl84hq7hMLYFQhUHVo+Br9RUPh8/eH2q/Odn70Zt3PD732fOnFQpiVgo3VUTMk+DyuPB0RqwynhYvpNOoWAIJg8HGUUnoeC5Lm5NSXZyvV2VnymVJAioDeyIrQZIilcZL+HwOSSqgkfFxZBySScERMXAiBkFAwfAoGAmLJOFQDAya/u3g0QwC5i/BoZk4NAOPpRPwFDKZQqaSKCwcnYNhijBMMYolxXIkRI6YyBXjmFwkhQ4jUznxciMA/vKff390dPT86Og//us/vzo6+uro6Df/9ocnP/31nc9+ce2DL7YfPIvceAjuXjev75gju8bApsG/YnD75pyOcbNxzDB7bnyg81xPcDW4vbu+vbW6v7Oxu7exu7+2vbe6ebC2ub+2eRhZP4xsfJOVtYPI+v7q+n5kbT+ysRtZ24tsbIfXtsNrW6GN7eDGVnBjK7C+GVjd9K9v+lc3/Wsb/pV13+q6b3Xds7rui6x5V9bc4RVPZNUTjLhCESgYBvxBMPrwGU8I8gTdrgAE+QG3x+Hymn1+m8tvXbIvLDiWLeubu08+ePw//+2Nf/jPzc//Y/2LPwCPf7d4/YfQGz/f+/h/NV82F1RUtHZ3dpztqqqrrm+oqa6tqKwuq6wq1ZUUZiuzktJSWAI+lcNliAQkHhfHor2KhZOFLKqYy5FLKlsb+i90XBo401xfnCbnClh4MjEWhXkVgXk1JUPcdLqsvlnf1Fre2lLS2ljS1lDS2lhSX19aVVemqyypOdPePnipZ2SgqK5s3rqUX6bRlGmbultOn21qOlPf2F7b1F7d1FHb2FpR31xa01BUWVtYVaeLjoX60jytPkujy9TqM/O1WSp1ulKVqlSmqFSpSk2GIjOpvrMT2jy4/f4P3/z4F1cff7p598nqrcerN95auXo/cHgnfHg3sHs7sHszsHvds3kDWDl0hHe8O9d8m/v20IozGLZ6Q9F/0mzz+aygywaBFgCwgqDZ6fy2QAsA2iDA7nI53C67y2WDIAvgtIKABXAuO+zLDqcNBExOuxmwWQDnssNitC8bbcvLdpPZajDbjCbL4rLVYDBML5vnl80LpuWFY66zJftLF/ZHesc0yrmmurGW2jwiUYvFNdDotXhCJ5M+rZBCeemQXr02PRNx+zr6TiemULIyBAk8nIIO0yXQdHKmNokjE5CpVDSRhEZh4TEnT8BPnYo7eTz2+Ks0Al4uZBZr+UnCE/mZHCmHIuRxKEQsm47Dok4RsXFcJoXHoGCRsVhkHBYZR0AhiBg4CYWgIBFkFIKMQlAwCAIaQSNgSWgkhYghYVA0Ep5MIJLJVDKZRiRTyTQ2kSnAsyUYphDDkWH4chxHjGfysXQ2nEDN0hZ6I6t/ij7C+Ojoy6MXXx8dffni+R+//NPzoxe/+/c/vP3FL+794GfXPvh8881noetv2Heumta2TCvbhsD6sm9lyeWZtdpGDIsXpkc7LvVtH+6+//GHm9ubNhCYMyzYAKs35A6teH1BMLwChSLOcMQRWQEjK65QBApEIH8ICEZcoVV3ZMUbWvGGVr2BVW8o4l5d86yuuiMrrsiKa3UVWll1r664I6tQJAKEQ0A4AoVXwEgEikSgUAQIh8GA3+732/1+u9dv83ut/iAQCIEury0YAkN+h89rCfrtgA+YsVucu1dufu8nT/+fo1u//Mrx8Ndj+9/rX3nWAt5vAt5sc95vtdxuMF6Zj9zLKy5NzM4urCjTlxcXlRXpSrRavSYnPzsxI5krE9M4bJqAT+PzKTwOmcNCUshoKpkp4JAZuLpG/dzixcuD3eMDPV3NFWlijoCKZVGQBMIpDO5kYVH2uUsdPf0tZ87UdnXWdrZXd7VVd7dVn2mvbu9oKq8rq26pb73Q1zc+VFJfcXFiUFmkLqkrbepsau5saO5qbO9pautubGyrbmqrqGkoim5lopVYUVOgL83T6DI1usyC4ux8baa6ICtXlaopyFKq0rOU2SOz83ff++S9n/3TnY9/vffo05033l+9+Xjt1tsr1x+FDt8MX3kjdHA3uHfbv3PTvXENXD1wrV+1h3Yc4S33+qFrdcfmi1i9AbPHb/X4rG6vDXCZnU4LACw7HBYA+HaiJm0QaHd9gzAK9S9f7ARMgHMZcJiddrPTtuywGKxGg8VgthrNVsOyZclgnl8yzJqW503L8wbj7LHmHLYC/51mInEiIa2RycsnUZRIRDmZVoqjFOEJ5ThcIw7fRcQ3wmIr2KINKHRhuF9VKEtKoiSIscl8VGW2UJvIyhDRhEwCAY+Mg8ch0WgUGoNHIrEINBaNh8Wcijl+bHa82LZY1teZmZrAolNoaBSSTsHg0LEY5Ck6Fcdjk1HwU1hkHAYJxyFhWCSSjESRkAgSGkFCI4kYJB6NIGFROAycgEdjcUgsDhe9m5jOERNoAgKdhySxkBQWWSDDckRwGgdBZcVh8Vn52sObd//0/Bt/L14cvfg6+vriqxdfPn/x/Oujo3/5w5/e/cmv7/7gJ9c//GL7wbuh6/cdOwdLa1uGyKYhuGrwBBYAcHrZNGacvzg70dLf/Y//9i9HR0f//qf/+uXvf79x9eq50eGSmrKKmrL29qa2trpzvc0XzjZe7Gm61Ns6fL5rfKB3dLB3eLB3ZLBneKhveKhveKj/8lDf8FDf6Ejv6GDPyMDZy0PdY8O946PnJsbOT49fmJkamJ8enJ8ZnJ8Zmp8ZWpgZmp8Zmp8dnpsaWJgZmp8dXJwdXpy7PD9zeWHu8sL8kGl2aH6id2l2aHJmtHd41Lp57e5P/+XmL//kevrvk1d+1hd4r2H5ZtXMXvnEZulopG5mUzfgUfU5z1nWmvvPM2XxIkUiP14Sn5IolkuE8UKOREgX8Kg8LonDpfC4BDYdwyBj6DQ4gSxLya5saKmqq+nurb882jo60DVyrrOpWJPMpkgpODYeQcbGkAhxZeWavr7TvWeberoberoberoaezvr+7vqu1qrz3Y3NzXXVdRXNfd2nh0619Td0j3Qm12QXVpf1tLTcqa/raWrsaGttqaprKK+uKG5LNp+tY3F9c2lZVUarT5LpU1TalK1+syCohytLkdTmKXWZuXkZ6XnZU8uLr357LMHH//88NEP1u5/vPfos503Pli78Xjl5luBg/vhw/vBg9d9O7f8Ozd82zfcG1edkT1gZd8W3DH7NxyhTSCyY/euLbt8JshrdnuNIGQBQLPTabTZjDbbssNhstvNTufLWACnFYQsIGgBQSsIWUHACgJWJ2ABQAvgtACAEXAaHFaTzWIBHMsOq9G2bLCali1/vgfYvGgwzC4uzSwZZkzLc8cSaMfJx48tZalv1/bOSXLK4MQKAqmGRC8mUdVEsoZALMaTq3G4XqE4B0HPEqdOzowlJJCFolipGJYiwRSmcZQKbjyPhDr16onXXsFjSBg4ERGLxMacIqCQsBg0FoGNee1YRxMv5KkeOZ8r5SMIaCwCAcOgYWg0DIE4gcXB8Dg4GhWHRsMxaAQKhUQiEHgUkoBE4ZAoLBKBQSHwWEwcLAZHwKJwKBKNiKNQCAwhjiHAUPkYOg/PEpA5AgpXhKWzX4Wj8UxOeX3jGw8fH738iD7k8vnR0YtoXrx48fzFi+dHL1788cXRs5/+5s73fnjj4x/tPHo3fPN1x87h0urmbHB1zhdcgDxzVtvY0uKl2fGu0Ut9E0Nf/fn7/blZj7748Y+9QU95ZVFKskyh4KcmC7PSpQVZCm1qojZVXpiZoklNzE9N1KQrNOlybbpCnS7XZMg12YnqbLkqK16dJddkJ6pz5NrsRE1uUkFeUmFecqEqWa9M1StTdMoUvTKlUJWqzVUU5CbplCl6VWqxJkOXn16gTKrQpZbkSAvzZFptjjglxbh+a+O931z96Qvvu/82tPGjZtvD4ssbqm6n6sxCXstEXtPlvKah1Mpz8cXd2bVn8yrq+ClpgpRUrkxGF3LZEh5LLGSJhUyxlC4W08USKpdL5rPxAjZBJE4prgvf/DB069NR50Z5/4CitEiZn1Kuzy7IUcgYOAkdKyCjafgYGj42Pz2hrlRdW5ZfWawsK1VWlaqqytW15erqovz6cn1Fub6koqiuvamlp71nqL+lpy1VmVbRVNly9nRbT0tta1VNc3ltc3llfUltc0lTa3lLe1VDS1lFTUFhcY5Sk6ouzNDoMguLcwqLcwp0OfnaLF2pJkOV3Xd59OEHn7/x4c83bn/gO3grdOu960+/2Hvjo8DBm8HDB96de+6tO77du97NG+6NG+6N68DKHrCy74zs2YLby951s3vdGdhyBjZNUMAIeZYhl9nlMtltRpttyWJZslgMVqvJbn8Zo91msjktTpfFCVmckMUBmR2QFXBZAZfFCZlszmUbYHQ4FiyWRbPZaDMvWcyLFpPBYjSaDMblhW/u/l2aW1icXVicMRhnjnFJx0mxfz+bpb9XdfEw77QpXlWBwFQQSQUkcg6RkIsl5uJJSixWRyFpRQpllnbOsJCZxE5WkDMy6MpMfpFKXlGYJaATkbHHkXGxscdPnnrlBAWF0WUnpSmkWAQOBUPHHj+WrTgRcFZPXFSlKahkEhEOi8Og49DIOCTyJJmMxmJj0RgYBg3HIOEoBAqFQOLRGDwKhUGh0CgUCo1CYjBYEoHAoKLIBBQRxxSLUVQOisYj8SQkrpjA4mPIzFMoLJpIaTjd8eyT70d5PD86+vL5Vy9evPj6+dcvEb74OtqHXz5//qevX7z4+ujos9/+851Pv7jx8Rc7j94LXb9n3z5YXFmfDa3NuwOLgGvOYh2dX7g0O9E60G+LeI+Ojr786uuvvzr6+sWL518fffnVl9Gf9Z9f/fGzH31v1jBTVKFPSk/ISEvU5aYXqTK16cm67LRyVWZRVlJJdnJpZlJJlqI0U1GYnViYKddmxRdmxeuyE4vzFPo8hS4nUZsRn58uUaWK1amS/D9HnSbNVQjykoQ5SfzcREF2Ii9bwc9ScLLjKbmJ9Ow0AYXDqbsw6bz3hePNf4h88uXAykeVU7uafk9G01xy1UCirk2ubVJoauLVVTJ1jUhTzcsu4qQqadJkqlTOUySJUpNESYlCuZwlk9GEErJAiqVz4EQSmk6PYzLiOEJKpi6rebTNuDu6/tRx/2fzh09aBgeTlJkEKpGAx1IJGAIOScbH0ohxMgE5RUKTC0kJYrpUQpNJGHIJQyGlpck4aTJugoSflCIva6gob6rpvHi2sbs1Q51Z117f2tvadKa+trWqsb2muaO2pqmsrrG46XRF0+mKqjqdriRXXZhRUJRdWJyjL80rLM4pKMrO16Tri1VZ6ixdTfXO629df/sz3/5jcPOB//DJ7puf3Hn2k737H7m27ri373p27np37ro2b7vXr0FrV13r15yRfUd43xHetQY2TZ5Nk2vN7N5w+DdMUGDJ6V4CQBPgWo56s9mWLJZoH0ZBfsPSZjdanct2wGRzmh3gsh2IgjTZnCabw2CxL9qs8+blxWXzksW8aDbOG5cWjAaDaWnJuLiwtLBomF9cmplfmFlYnFxcmjrGxsPIp47XUhNerxr/omL2TnZLO45aQiJlkbBpJHwGlpqBI6cQsAoiRp2RJ89W13d26PNTpGKCgIcj4WPwyBgCBkYhYnGoOFjsq3QiqlSTU6JKKVUmxPPIfAY79ruxHAquUstcHFGvey8V5ErQaBgahcSg4XDYSRQqRirlYjAxGEwMBh2HQSIxKDQKgcZhcFgsFo/F4wkELIFAoFKwNDKORSdyWYIUeWFdNU0aj6SzKXxpDJ50AonmSuXnh0d/9qvfREn86ej5H1/815++/q/nL758cfT118+fH704+vrroxdHR9F9zIsXf3rx/MsXz1+8ODr61b//8d6nP7zx8Q+2Hj4NXrtr3dybC69Oh4JzkG/ODkyZlodnZvsnhmv6zrz1+SdHR0fPvzo6+vroxVdfff3ll19/9fzo6MUf/vif3y7dR+89nTXMl1To5HJJTlayTp1VkJtSrEwtzUspy02uzE2qzEkqyZbrsxKKMuRFWQnF2Yn6zISizARdhlyfmaBPT9BlxP9Nop8vSJNqUyXaFHFuIlebzlcnMgqzBDIpO6usbm7zwcy1n3ne/68e17s1E3spDVMJ5ZekhWfitS2C/4+2s45u68zWfua7c9ugbTGzLIuZyZaZMYkdc8BhNtuSLGYwMyVxmDlpkzZtU5zitDNtp53O7S3MFGZKAVtwzveH0g7dmUvrvmsvr7MkrXOO13p/ep699/seZZSJcyoEmSV8QxHfUMRML0jV5jM1+QS+ApXKQ1BpWAYdRSEjKWQYgZyEp67GUFNwNASRDiXSV5HJyym0x2jcf6VLYdKS1Lzt+TuHa82nvJffDF993b3w5KYOvzpvHZLE/NmK5cmQ1RQ8jE9HcWgIBgWZSkWlUhF0CpJFhaWR4EwCkoKF0qjYzIKsourS9Rs3bNm3zVCc1bitaeOuTc3bG5q3NzRtq2vcUrO+vrxx89rmLetr6ktLKjKz89V5RdqiMkNBSXpCDHOLtPkFmrziTHmGps3puPD8m8EjT3imn5g698qFZ99/+s2PLj339tSZpwePXBlauDK0cGX8+LWRY1eHD18YPnx+5MiFwflzg/NnQtMnApPH/JPHfaPHvMOHg2OH/KOzroFxRyjsDPUHBge84bAnFPKEQgkCE8eeUNATCnoCQU+w3x3o94UH/P2D/vCwLzzs708QOOgN9rtDgw6/3+HzuQIBu9dnc7vsbrfL43C47E63w+60O10Wu8NisxsdTuMyCiqJnJLE/zl0IL3hzSrTG2s7e1nyfARSSUApCFg9hqzHU6QEjJhByswplOSVIhmpiJSVkJQVUEgSGgZFw2AISDIRh9Sq+Rk6Ho8OrylNz1Ux5Vwsh4pOpVAgK5KydeK1OawCFVIvQmHhy0lkXEpKMgKekpK8EouB6jQKCGQVHL4GjkxGwhFIBBKBQKPRODQah8MRcSQyhkRGUUgwPCGzpCS3qlJbWChK10kzDMlY7Co4MpXL77U5P/7si0fqFwfjALgUB5bAxSVwaRFYWoosAkDsJ08aAcEICEYjS0A8BsaAKAh8FQNuvv1G18JlAAAgAElEQVTB5V/86vitl6Yv3AwfPWmbnjdNTlqGR6zBfpPL02Y0b+s4sKO366sHDyIgGI8BIADEY4uxeASIRSOxpTgQj8XBJSC+BAA/2dSv7397+fa1hq2NMp1EIuek68R5BmmZQVFukFamy8r10jKdpFQjKtVJytNlpVpxqVZSqpOUaoRlOlGpRlSkERVqhEUaUZFGWKIVFKi4hSpugZKbr+TnKXl5GmGBlpsnoxSm8zk85nb7iO30ayO/iJnPfbLZf7t034SoZDsnt4GVtY6XW81KLxZllbM0uez0fHZGIUOXl6YroEgzKCINWaRCp3EwDCYmLQ3LYKFS2YhULoLKhZKYaDoPTmPBGCwMnw9nseBcwWoaD87WYHmFfEOLsM6dvmey1nKmxX7ONHzFO3N9c6tTmVOGpdBQeCwRj2LSMSwGhslAM2koNgXBo8BFqQQmBUOmoJU6eeHakrLayu0Hd2UUZ9a11DXv2ljfUlu3aX39pnX1G9c2bK3ZsrNpU0vNug3FeUW6nDxNYamhtCK7uDyzqCyrpCK7tCqroFCfnqPKKiuau3Rj9urzxsHTg8fvXn3pk+fe/vKJl38zefqJ8Pyl/kNXhhauhOcvDB66NHrs6vChi8OHL4wcuTB06NzA3OnwzPHA5InwzMnA+HHP4Lx3aC4wNucanLD6gxZ/wB0Ku4MBl9/v8vudvoD3zwSGPaGwOxh2+kJuf9gTGvSFh3z9w77QoC885A0NekOD3vCgOzzgCAWdfp/TH3D6vFaXy+5xOlwOh9tud1nsDqvDaXc4+6w2k81hXBbymKpKtCIyQrJiZYcgfSKvwZiWUUGgq8kEOQEvw+JleGQaGiqTCqTZRcLsciSVnQJBQxFEKAKPRhKSV69kkOBFOZIsHT1DQ9GJqWTkCjx8FQ4DTV6JTFoFgSf/S3khv1BL5eLWwJY/BktJRpNIeCIWAVkNg67hcZg8AScZsgYKhUIRSAgSCUNj4BgckkjA06hYGgVJIhDT2DWbt2zYsrWqYVN2aZUmt4jG4WPxRH26fmxkfHEp8pMKAX+RsAEgAIAx4M+521++BQJxEIhGASC6GI/dA8E77312881Pzj79+tjxa4GpY47xeev4lHFgpNcb7OqzH2jvaN62NTQ+sQSCMRCMA1EQiIJg/C/PDPxlAH+VNf7m6y9mL55q3Nci1oiVSkGGUlKZqa3OVFRnydcZFGsN8kqdslQtrtSJ1+rElUpOlZJdpuXn6AQ5OlGuTpCn4+VrOYUqZr6KlatmZ6k5GSpeplyaL+auVTG1IiZDopl++rfDz3zpe+KPrfPvbPNeT681C3LWirOrOBnFTG0BS1vIUOWxtEVsbQFdnkOTZaepshmKTLJUjRcq8AI5QajA82RYngzHlWF5EixHiuFKUFw+ms1DcwRoNh/NFqC5fBRHgGTykWwBkiVECDJIykpWZrOwaG96dV/xtv5dvnPe4y/aFp6qt4yKyjYQmLQUxBoSGcFlYHlUpJCG5JERHBqaTsXxeMzsovzi6oqd7btzK/LWtTQ07d1Wt7V+Q23x5pa1zTuqN+/f0rS9vqK61JCvN+RpC8tzKmvK1tVXVG4oK68uKV1XWFyeV1Coy8g1VDZtPnbjbnDh2rm77z3766+fefsPx2+8MrRwPTh/0Tt73j97pn/h8tDxKwNHLo6dvD5x8uro8StDRy6EZs+Ep48Hp44Fp476J48GJo74Rmfd/VPewSnf0IxrYNzqCdt8QZsvYPH6bb6AOzxg8wXt/qDdH3QGw85g2BEI23xBeyDsDPa7QgPOUL9vcMQdHrT5QzZ/yB0e8AwMOAcCjrDP4nWY3Xaz22p2mvvcfVaXxeI0mexGm8NscfT22br6bN3LOvZvfesXz0z2e7eWlkpWp6QnoUpQ5HQ0Sk5AS3E4MQ7DRaOIMKhUruDp81n6QjxHshqKhMDxEBgWBoVDkpKkfHKOLi1DjpHzITlKhl5Cx8JWoGCrsBjS8p8/xqDBK0qEWglZxCAzKDQKlUbn8lNZaSgkFImEYdEoDAZFopBTYHAYCofEEdBEMppMw1CpGDoVTiBB8DgSi51fUanNypHrs/B0BpxIUekNczOz9+/fe9Rzj0b/QoH+SyMWAUEAiALRB2D008XYgcBE4OSVS8//cuHGnaGFM66JWevwoDEc7vX42kymXXv3FK+taty19wcQfAiC8Vg8FlkCwX98RSAOxuLAUhyIRGNANEHm9yDw/Lu/9I0M5ZaXCGQSrYyfoxJVGBRFan5lunh9prRKK6jSi9dmKMp00jwlP1crydGJc3XiXJ0wX8sr0fKLNZwiDbdQwy1Qcws0kiI5v0yZJuSk7uxyL/zim+CNzzf33/Fc+DfDJjcnezNTW8jWFjCUuanKXJo8O02dn6rMpStyqbIsijSLJE1Pletpch1VpiVL1CSxKoEiTiDD8qQ4vgzDFaM5oh9DjOaIMVwhii1EsYVYngjPl8DTJDiBniovTNVU8bM2SUr3Kta2qmu61rUOHBi6YJ652Td8vnGvjaPIgmIIWByGRkZwU1H8VFQaIUXKIeXmZ+SUlzRu37h2U3X+hvLmfdvqtzfWN1Vs3V6z8+Cm2h31lXXl2YUZWQXplTWl6+oqKmtK19aWV9aUlq0rKqrIKyjPKSjOlGkVG7btPvfsm9df/93LH31/641PF66+HJ6/FJi7FJy/Ejh8eXDh8uDRK8PHro6euDZ19tbEiauDh8+HZk8Hpk8GZ46Hpo8Hp455xw77xg55Rma8Q9OewSnP4JQrNGb1hazegCsUdgRCNl/AGQx7+gcTP4tl9wUsHq/F47f5glZvwOLxWzz+PrfPFRqw+0OOQNjuD7vDA1afzxJwWwIeq89lctmMjr4+p8XsNJvtJqPVaLYbLXZjn81odRgt9u5l0BX/Ck9efXhm4sWnbi0MDm2qKJKkYpnI5RxEEguRQk1OoSVBMSkwoUQnSC9CcuWpMi2ewYTDsQg4BgZJQcOT9EqmTkrIUhFyVYRsBTlXyeDR4bCUx9asXEHCwfLz5Xn5YomEKRAKOHwxjcfhyOU4Gi0FloLCIJFIVDIEgiYQkQQiGk/GkKgYCg1DpaOpNBiRhCLTsPRUKA4nUmnwtNQ1cHhh5drzV2/8FU6x2P8EQiAeBYAIADwEwQ++u1+2p11ZXVuwcWPjvn0t3d27+8x7e9s37ttR2dSQW16sMajTZALDuvXvfXNvCQSjceCfAAiCIAgA4NJDMPYAjEWAeCQeW3oYXfp28eHv7z/4BgQ/vn//2utv9HpCaxuatXqtVinKVnCLVOxSDbdUJyhWiwo14mK9vEArKFSLCtWiQq2oQC0s1AiKVfxiNadYyS5SsYoU7BINN0+WKpGpJy4833f09Ubvtd1Ddza7zkJERWRVUao6j6HKS1XmJiJNnU9X5FCkmXRFDkWaRRBqSCIlRaqhyrQUqYYsUZPESpJYRRKriCIlXqggCOUEoZwoUhCEcixPguNLMVwxlifB8iQYrhjHl6JYEgJPRRRqCCI1RW4gyrLT0itFBY38/C2Ksr05TY6a1pm2/uu9I9e2m0aya3bQBAo0kYRDw+h4iJJDNGSo89et1ebqW/Zt0xfn1O/e2rhz85at9a2t23Ye2Fy5cV1WYUZOYUZFdUnD5g01jWvX1pavrS0vXVtYWJ5bWJ5burYgryhbptfv6rG++rs/3Xn3i4vPf3D06iujx58cPHJ17OStsZO3R07fmjp3e+zUzfEzN2fO354488TIwsXw3JnA9MnA9Kn+mROh6eO+8SOescPu4Vn38LRnYNIZHncPTLr6xx3BIbPb4wiGXeEBmy/gCIScwbAjGLYHQhavv8/js3r8Nl/Q5gv2uX1ml9fs8va5fQky7f6Q3R80ut1mj8Ma9Fh9bpPLZnT2mWx93ZauTnNXt7mrx9Jl7Ovqs/Va7KY+W8+yNAIeC01Z/fjPJQKurafjwpn5oSH7zqbKLD6DAU9KhaZQkpOW/+znGByVo8nGcGVUmYbI5aMweBQKDYdDSFiYTpGmlRL0ElS2kpCvoWXLaekyhlyUmkpEZqh4GekcgYQsUEjTRHIih49mpNL4AiSeBEGiVkOgUAQaiSPAUDg8hY6h0lEUOopCQ5NpSCodQaaiaKlIMnl5CnQNHFlVs+H6rVsxEARBMBqLLS4uAgDw4MGDeDwej8f/+xAC0Vg8CgBLIPibP97rGprIaWqSFWZq8jP4WrkyP1NhUApUEo5cyFeJBBoRQyXKad54850PPnsAfHtv6Z+fPA4CILAEAovRyH0g8gBYWgIikXgc/GEx8m00/j0Ifg2C798HX//9d8evP9VmtmRmGzQKkU7MzJKxygzyygxZsZpfrOYXa3glGm6Jil+kEhSq+IVqQaGSXaTkFClY+TJ6qZqpEzNLaze1D56rMh3Tbgrv8J/HaWohbD0zo4ipzk9T57O0hSxtYZo6n6kpSDBJV+SkKnPJUj2eryCKlCSJKsEeWaIhS1REkZokVpKEKpJYQZaoKFI1WaIiihRYngQvkCUCy5dgeRICV0nkqIlcBZ4vwfPFJIkCL1IRJRlMfSUnvY6b2Swq3qFY22ZottR2Tu1ynewNn9u036nPKmfQGMI0hkgiyygqzijMKa4u29V5sLS+tnnX9vauAw6nsWHzhvQiQ1aRIUHghqZ1VRvKStcWllQVlK8vLl9fXFSRl1ucrc9Kzy4pnb9489WPv734wgcL11+fOf/8+MnbU2duH7r80qErL85cfnbu4p3Zi3emz9+ePX97cOFy/+Fz/qkTgemT/fPnAtPHAhML/okF98i8a2TGMzzjGZxyhMYcoTF3/6S7f9jk9ln9QYsvYAuELL6AxR+0+AJWf7DPF0gcOB79Kl0gQWDib+LA4vGbXO4+r9sScFu8LrPbabL3Ga3mbmt3l7mr29TZZe7qNXUY+zpNlm5jX9eyVDySSUKTUTBU0moSAlJsUAdsnUdHAlNua+/WxkIZR51GUvDTsGgEhctnydXoVA6FK8KSqTA4LCV5JZWCMmjYCiFeyoUreah0GTldTjPI0vLSRekSRr6OLeBj6GkEgTqbKtJjuCI0M43KEySjcRAMDorBIwlULI2BodARRCqCSEeSUtEUBorMQFDoMCL5cRgCm5q2r6Pr9bff+WmKR6MREIzH4/FoNJogMBKJ/DchBAAgGltaBOMAAIJv/9uXQ0fP7baY67c11G2uzivLySnOySrJVuVlSLN1kiyVIFPCNijL9+x7+9uHny+Bi1EA/M8udy8evQ/ElwAgGgOAGADEASAaB+IxAIgvxaP3QPCPIPjxIvj+d8DvHoI33/pt+PCZHW1dOfn5CiEvXcrLVXKL1PwSDa9Uxa5Qs8tUnFKtqEgtKlJLCjSiIrWoVMUs0XAkfNY+90hacUvBwXFm6cGCbdbHCBKCSMfQ5FCkmTR5Nl2RkxBAssRAV+QwVHlUWRZVlp2qzKJIdCSRliTSUCQ6miydItFRJDqyWEsW60giNVmipso0qUo9VaYhihR4gYwglBFFCqJIgeNLMWwRmaMnsXVEjorIk+L4fJxAgObyCAIZWazHC9NTVTkMdVaavoif1yAo2alc15vV6KzeN9TlO91hndm0y5ZX0azOKcwszNfkaNssxk6Xa8u+fTaPrb1zf3FlYWZJ9vr6tbXN62ub16+vr6zaUFa1oWxtbXlFdUlheW5ucaYhz6DJzjZ6+3/xwRdXX3zvyM3XFq6+unDt5YWrLx25/PyxG68du/nq3OW7Mxeemj7/1OTZWxOnbgwcudg/dy4wfTLBoW9ywTt22DN6yDN6yDMy4x2d8wxO2QIj9uCoe2DCMzDW5/b3OJwmt9ceDFu8frPHa/H5LT6/OfH7j56A1RtIqN9PMmhyenpszh6b0+T0mDxek9vV63T2Omw9dkuPzWK0mnospl6LqdPY2dbT2mvs7Opp7+w62NnTuoyKhdOxUCI8hQyH0BAwERnbWJC9s7rctXfbqPlAqGtH+8aq9bmawkwtl8NksFk4Cg2GxqIJBAwWDYGtZtBxanmalI+XCwgSLlbKJSqEVI0kTZZGVHGIahGOz0KRaUS+vIAizEKm8SBkAhRLgGJISDIdTUlDk1LhBEoKlgQn0KA4MpKUiiIzEET6chgcS2dsP9D65vvv/xm/WAwA4iAQjwMx4McRj8f/CQz/EMJ4BIgvxaMxEATf+OD3I8cvdPv9zbubmrfWVlYXZRRkaArSJbkGYaZOlK0S5Sno6dKcLduffP+zP4FgBADischfni4ej8disVgslrgfAASXAOBeHPj+4dL9+4uxGADEgHgsCoKxeDwSiT+MgUsRMPrHxYcffRf58CHw6lfgW9+DT3/4/elnf2UNjJWtbxBLZQIBRyfhFKr5xQpmiSqtTMcr1QmK9NJ8rahAIyqWM/OVgtzCoqbeAFy73rDLxS7eIS9vWUMRUyUGtuaRC2WoHplSmjybIs2kyrLIEgNVlkWVG0hCLVWqp8szKBItUagmi7UUiY4oVBMEKhxPQRQoKFIVTa5LVaZTZWqiWIUXyPECeUI28UIFka8jcDQ4roooVBJFcpJIghOIUTwRhidB82QEnoImUKdK9KnyXKaulJVVzctrlpXtTq/pKtpo29g5sdM4kFValVGYr8vOKK2ucg0Omb1+p8+zeWtzZn56XlVRY0t9w6aauo3Vtc3rK6pL1taWl60rKizPzSvJMuRqs0tyyuuaLz336nO/+uTMnV+defa9s3fevXT3vbO33jh+4+XDV16eufj85IWnJ848OXXu9tjJG/2HL4QPX+ifPxuaPe2bPO4aXfCNHfGNH/GOHXaNzDsHp90Dk+6BSVf/hKt/wj0w4R2csAUHel3eHqfH7A2YPEGLL2T2hfp8wT5f0OILW7wBo8OdkL6E+nVbHT02Z6/d1WNzdpptnVZbt93eZbP22G3dNpvRYelz2s2Ovl6LscvU3d7T3tnd1t3b0dnd3tHVuoxGRFOQUBoanYrD0FEICmSFgUWpNSh2VGbvrMjo2JBv21Fn2t64t359SbpSLWSzU4k4LGRN8ioYPAUOXZmWipaJaWIukc/AsWgYOglJIsCoeKiQjpWxCVI2jkVHI9FYrjQXn6ZZhSOtwSAwZBqGkpaEJUHwFCieAsER0WQGlspAU1JTMITVSGyaSOoKD3z29R8fTfEf65kgAIJADARiIACA/wP0/gLCGLgIgJE4AERB8PXffjF04tJBr3/tlrqSDaVZZdmq/HRhjlaQnSXIzuRla7hZktR0Rf7WPWde+e3nETACACAY+xsIgb8eIADEADAaBWNRIA7EgUfLBOIAGAHAKBBfAoEH8Vj020j8k0Xwxd8Dz30OPvs5+Is/ga99Dd569+sjt1+3jx0tr2nS6XU6OTdXyc3X8gs0osIMSZ6KXabllinZGRLp5j2dovIWemGDqvGgoHSjoqxpBY5Fl2SytYUJ2BL+kybPpsqyKNJMkjiDJM6gSDOpskyyWEeR6KnSdIpETxSqCQI1RaKlSjOIQg2Wq8By5USRiiLV0uR6mkxPkWjxAgWOLyeIlFSJjixR4wUKLE+G5ckIQiVRpMLxlRi+As2VorkSNFeK48tIbDmRLSNxZRShiiLR0FXZrIwSVlY1O7dJWrE/r+Ggvrgqs6jAkJ+py83c0drmGBhqMxrLqkrzSnJrmqsbW+pqm9fXNK6tbqiq2lBWvr44vzQ7rySruDK/sDwnv6zQFBh56f0vLr/0m8sv/e72W19ef/l3V+/+5uyTrx+7+YuFq6+Mn7szcvrW+Ombw8evDSxcCh86H5g9E5g9FZw55Z864R5b8I0v+MaPuEfmnUNzjqEpZ3jcHhy1B0ed4XFHaMwVHraHBnuc3i672+j2m71Biz/c5wuZPAGTJ9DnC1m8wb4fXWgCPKPD3Wt3dVsdXRZ7u8nSbra091k6rJZOi6XbZumxWXut5h6LqdPY3dHb1d7T0dnd3mPs6u7t6OhqXUbCIulYLAmBJCGRRDQMB10hwKVki+kN+fLtxeo9lYY9Ffmbi/J2VFZuKsmrL0gvyuBrFXQ2nZRKwCBS/gULfzyVkJJKgLGo2DQagUzEEPDoVAqGT8dzaVg6BYnBQJJTIAgcD0nkoyipSCoBiiEkI4kISloylgzBk3GpHBielITBPp4MFaq04aGxT7/4KjG5F2PROAAsRmMPlxZB4C87DOD/EsJoPBIDo4tA9DsAfP69T/zHL+319q/dvbOgpkKZbxDn6bk5Om5OFicrk5OlYWeI6BnKwh2tR57+za+/Ar+PAwAY/w/9aILGWEL7wBgAAomIgXEg4aHjAAgAcSCBP/BdFPzgj5GXPr7/7CeRpz8Fn/r3+N0vwOe/BK/99sH5X30//8RrgdkTLTv3lpWVqORiuZifr5cV6wVVOnaZgpelMezocMIleYKKTYLyjYKSZlV588/gNJJIz9QU/AjbI/bIEsNPQRIbqLJMujyTINCSRHqazEAW67FcJVmsT1Vk0eWZOJ4KxZJiuXKiQJ0wq1SpHs9TYrlyPF9JkegpUh1RIsEIBSieEC9UEIRqrECN5mrQHCWap8DxFXiBHMuXEbhSEl9G5skoPFmqVEuRpdPk2TRtEcNQxcuq0hRVZBXmZRcYZOnKopqa0aNHt+zZlVOYW1yZX71pfdOW2vpNNRua1q2rq0jkgfml2QVlORXVJRXVxQUVRdNnn7jzy09OP/Orp3/19bPvfvf0G7+/cve9UzdePf7EK/NXXho5/dTomScnTj8xePRK+PCF/sMXPJMnfFMnEnbUM37MM344YUddw3POgWn7jxDag6P24IgzOOwZGrUG+o3eQJ8v7OwftvhCJl/Q7A0YvQGzN2j2BMxun9nlNTk9CfCMDneXxd5m7DvQbWztNbf19XVYLO19lq4+W6fV0tln6TT2dpp6O409ncbeTlNXd09Xj7Gnq6ezvbN1WY5Wjvx/P6NDIRQUnIiFI6CP46DLxWnEIjV/fbqgLl28MVe3raR4V2lJS17mxhzVhjxpZZ50bZ6uRC/W8kmyVDgDs4KCWIFLWoVOWkPEILEYOAK+Go9DINEIKBIGwyEROAIaz4Jh6FA0NhkHh+CJKTgqBE9FUZloaloKBp+MxOjz8s9evPrD4mJiNkfjERCMx4FYHPjrokv8f08gCIJANLYEgksRMHIPBH/5++/nb71qmjixzeQs3dyiKCmSFGTx8nXsLD1Tr+Okq/gGaZpeU7S9t//iW89+GPn4PhD9xw2KR6oYj0fBSDQeiQIRAIiB8b/4Bok96mAuguAfvou88+kfX/vkm1c+/+GVr6LP/mHxmd8v3f70wdl3vz/1zuK5N7+5/suvLrzw3vzluwOHLtbvaM/PK8xRywqlqfli9trKmpz126DCXH5Rk6igQZDfoK/c/v/gdAxXQVfnUaWZNHk2Q5VHk2cTRekEoZ4g1CeUkCDUE0UZNJmBKNQSBBqSSEeRpOP5aoJAQ5dnpiqySCIdhiNHs6VYrpwgUFGleposnSzWYrlyHE9BFmspUh1ZJsXxhRiuCC+QE4QqgkCF5SoxHAWGK8dx5Di+GC3kYQQ8rECI40rwHAmZr6bwNVShli7PYCiy6cp0RU5RZkFOdmGGUi/TFeYGxifWNjYWVxTVb96wcUddU0tdU0td3cbqRB6YX5pdvr64akNZbfP6ooqc8tp15+68fvHuh8+++6fXPwPvvvftU69/eu6pX564/uLR669MXbg7eub2+JnbE2eeHDx6pf/wxcGFS66J477pRDZ43Dd53Dt+2D0y7x6ZdwzO2gcnnQOTnoFJV/+EMzzuDI06QiP28EhfcKjXE+pxB02+AZOvv9cb7nGHej2hTmeg2+lOpH8JGeyy2DvM1oM9pn2dPQkI2822Dqu9w2Lttti7bNYem6W7z9JtMfVazCaLpbevr7uns6uns6OrvbO7Y1n3zk1VShEfkYJf9RgekUTGIHApSbiUFC2PuSFL2Zgpq0mXNuRkbM7J3Jmn31moW2cQZ4hppWpulZ63IVuwIZtfoGBoOKRUJAy6/HHYmpVYBASFhECQKckobAoOByESYEQiDENFoslwHBpCgK/BEyAkxhoU8efJ8FVwbGZR2cLp8z9EHmVZMQCIxGLxWAQElmKxpVhkMQ7E/4xd/Mf434w4GItFQGAJACIREPz4Hvjs+9/MXn+9yzNRtWW3srhUVpTHy1NysjO4GRm8dI3AIGHq9YXbLY5jr11+++Ev/xj54T/pUYAACETBaDQWjcWi8cSSAQBMLJ1LaGE0Hr+3tPTFvfv/9s29j+/FX//yhxc+/+GFr5bufPnw8sffnP711+d++eDyO/cuvf71xTe+vvTWH7vGrpvHLw3MnGk92Jkj4WWK2A0NW9i6Sgg3W5LfrChu5mY1ZKzbuxzPhaWJ6JpcssRAk2cn7ChBqMcLdERRegJCoigdL9ASBJoEezieiijUkkQ6PF9NFGpTFVlUqQHHU6LZUjRbmqCOLs+gydIxHBmGI0skkFSpDs9TYFgSPE9OFChJQiVRICPwxFg2H8/hY9hcOIuH4gnQXC6aw0WyeKg0IY4pInDkZJ6KwtORhVqeJsNQmJmbr03P16tyM/cZTS379pVWlzdsqq7bsq6ppb5xS+26uvKSqoKi8tzy9cUJa1rTWJWVr9u6Z+fTb37y9NtfvfU58NrH8dtvfXHthQ+PX3v52NUXFq69MHbm6ZHTT42evj107OrA0SsDRy6FD533TZ8KzpwKzpxKcOgdPewZPeQemXcOzdr7J5w/EugIjdkDI7bgoCUwaA0Nm/wDnQ5fm83T7Q4aPSGjJ9TtDnY6/V02T7f9EYEdZmu7ybK/q/dAt/Fgj6nDZOm22Hvsrh6Hq9vhMtqdvXaXyeE02e1Gm9Vo6evtMxstls7u9vbOtvbOtq6ezmWu/bsveO1XQvbmXDV0+TISDk1GYNFJyakYhJpJLFNxqzKE1XrJBucRgqkAACAASURBVIO0PkNaZ5BW6IVFWoGBR8nmkHJFlDI1qz5XXpunqy8rLMvLIhMxa5JWwdBwBJkEJ1FTCMSVaPRKJAKGJyejMHA8AUUlrUDBH0tJJqeym7Zsu/vKL36auDEAiMeAGBCLxRNil1ijGQfjsf82dvF/GgAIxgAQiAHxxR8WY7/5cvHFj5ae+vWfzt95d2TuzPYDXTkVZdIsmSBDKcnSiww6gUHJzc4s2m2yLLx09q0Hr3we+yYOJrQwoXv/UXEowRzwV0tp4uAjBgEgFo0uLj58GF16CMaWQPDzHx58+O3DX38Tu/Ppvcsff3fmve+Pvvzd4Re/OPXanyxzTzf0TDb1jpds68sqbxAKRXoRI0cpbKjdzBDnrKarRfnNipItzIwaffWuJJowmcZlaPIIAj1JpE/T5BNFegxXheVrcEINUaQnCvVEkR4v0GA4CookHcdToVgyPF+dABLDUZDFeoYymyzWIpliRJoIz1cSBKqEKSUIVAl5JIk1VFE6ia/GciRothDPlVLEKrJQTuJJcRw+lsUhcIVorgjNEeF4EpxAhOaKUCwehiPGs8VYthTHUeB5CoJQps/NNOTps/LSVQaNobBgf29H+Yaqxq31m/dsamzZUNOwtqqmqHRtQVVdRf3mmqaWutqGdZXryzSZOpM/+OIH377y75FXPl68+ton5+9+cPqpt49efeXI1RfnLj03dub26Omnhk7eGDhyqf/IpdDhi4HZM4HZMwkC/VMnPBPHPCOH3CNzruE5+8CMbWDCHh6zhkatwRFLYLjPP9jn77f1j7mHJ539oyZvuMvh63YFel1BkyfQ6/R12jxdVqfJ4U4Y0TZj3/4e04Ee0wGjqa3P1u109fmCZo/f6PIYXZ4+j8/i8fe53GaHw2Sz9vaZu0y9nT1dnT1dbZ3t7V1tHd0dy7aVVR3vaT9t2jvasYMIXQVPTibCcCQEHANdnoqDFmsF1QZZqZJVpeVV6ARlWn6OnJkuoJeoJPlSvo5F0zLJmRJmnlqokXCoVFwyAgLDYTH01DV4UhIGvwaJXINAQDC4NSgMjERZCUP/7PHlaAJ22/ZtLzx/99FsjcdBAAD+1uDF/7Hj+69BCPzTiIFgDABB4H4UeP/r2O13vz357EdHr7126MS1mfkFl8vR2FyVWahVZmm5ailXJ+Nk6Qp2Htg1cObIc1++/Hvw8x/i0UgkUYNJFEX/7g5iPwYIgmA8DsbjiZuKA/EYEP9z/QYEYgAYi0ViS1Hwi0Xgtc+iz/0BPPPOw+Ov3gtfe7914toW88TWnoHcqhahNgdPI2Mwq3NktCKdtG59E52pTaKpWDnVwtLNzKw6zfpNUCYvicpmqwspskycQM1QZ2N4SrxQQxRrsXwVXqjBizQ4gRrFkWM5SooknSjUolgyNFue8KVIphTNltNkhlRFJoolQTLFBIEqEYna6U9kEgVaqkSN54rgDCaKxSMJlCShmizUEvhyFFNIEEpxXAmWLcawRTiuBMsRo1kiLEeM4YiwHBGaLcRwZGiWSGrINORlZmaqMnN0ErV0+4Hdm/fsaNqxZcvelrrNdRuaqxo2VW3YWFW7qbp2U33dpuqqdYXl68szyyqmzj3xzAffvvBvD5769Zdnn33/7HPvLTzx+sLNX8xfeWH63NPjp28NHb8xeOLGyPFriZwwOHfWN33aO3ncO3HMM37UPX7UPTzvGp51DM44BmfsAxPW8ISlf9QaGukLj1pCQ+bgUI+7vy8w1Ocf6HH6O6zubrunz+03eXzdVmen1d5tsXWbba1GU7vR0mqyHDSaW82WVqujy+nt9gZMwX5LoL/PG7L4ArZA0Orzm11us8PR22fuNRu7ujs6u9o7enrau7sOtLcd7GxdliWXL5i65g5uOeXqypVyUWtWEWFoDAyORkFQ0NVUZLKGSyvXiQpkaUVqdoGMmSGm5Gs4mdK0fI0gXytWClhUHBIBgyQlQ6AINJGShiZQVsKRq5CIJAwKikNBcNjVKMwKOG4lksAUK7rNto8+/N3fTNhIJPK3c/h/Of6LEAKxxTj4m+/iz3y8dObVzw8/8cbU6RuDcwtWr6etc29dQ0VhWaYhS6HLkGUU64qbmht7gt4TLz/z0YPP7kXu37+f2JiY4PA/gfBvLx6PgTEgUeONAmAUiMeBL7757uPvH773PfjKl+DJl770Hn5hu3N2k2mwuGk3R5kFJdIQZCqSiMGgkzIVvMrczNrqJjJDDqHL07LW8Us2MbNq1VVbcEI1lC7g6IrYuiJ+ZgldmUWVGzA8JZavwvJVSLaMLE0nSfQ4gTphRxMCiGLJkEwpQaBBMqVwhpgg0NDlBjxfAWcIkUwxjqdItBNJIg2aLYUzhGi2lCTUUcVagkCKZLLhaVwcV0wUaMhiHYGvQKbxMSw+liNGs4Q4rgTHlaBZQjRLiOWIE4HmiDAcCTyNx1Wqs/JzcvIzMrI1IoWwtLrC0e9tM3ft6z7QtLO5btP65s3rNjRXrm2s2rCppn5Tzbrq4op1FSUbGo4/+cqLv7v37IffX3zxo3N33z/73HvzV1+evfzC1Plnx0/fGj52ffDY9fDR64MLl8OHLwXmzvpnTvtnTnsT2eDEMc/4UefInGNwxjk0a+ufsoYnbeEx28C4tX+sLzRqCY9YQkO28Jg1NOroH3OEh3uc/h6bx+j09Tp83VZ7Z5+tw2xtM/W19poPdBtbjeYOi63b4TT7Q46hEefQqDU86OgfcPUPuvqHXP0DFm+g22LvNJkOdrTv7zh4oONAW2dra2dne1dnR293W3f7Mi6desjRM71v83Tnjn01pZjklSQ0Gg6BQCBQBDSZhkXxqPh0YVqZXlKkEeQpORoxVcYlZCq5MkEqlYTFYJEpSDQcR4Djacko/IoUeBIUBcPgITgUkoRdjYIth0FXoPBcXfa6ln0nLtz8CZL4j2Np6T9ZgPJ/CuFDAPzwB+DZz2InX/vD7K1fDp257pk51OV279q1vb6xvLYmu64qq74is6Euf1vbLuPQnPfYs2de/f0HXy3GY3EQBBP4/Ud29K8qSH92wYm9VHEwCoCxeByIRoB4BARiAAj8KQ5+HgWf+eC78cuv9YROdvvmGg70ibNLCBw+gkRZBUPACAQ0BQeHQ7RCVnlBdvWGRgxVCE1V0PRlwpItrOwGdeU2mjwbwhAxNYVUhUGQVUaS6CmyjCQqjyxNT1Vlw9LEJGk6TZFJEOswHAWOpyKL9SSRDs2WwxliDEeBZsuhdCEiTUKV6shiLYolgdL5KJaEIFCRxVqqVI/lyuEMIYIpIgo0VImWJFSg2TwYnY1MExD4Koo4oYQCeBoHzRKimIL/EEIsR4ziiGF0LpkvSM/Lyi0wZGTrJCqJyqC1+NyBscFOW+/mvVtqmqpqGirWN5RV1FdUN1fXNq+ta6hcW7OuomHjqduvvvzvD26+/cWJO7+68MIHJ59+Z/7Ki3NXXpy+8Nz46VsjJ24Onbg5dPzG4NHL/UcuBQ+dC82fSyjhTxC6huacQ7P2gWn7wLStf9zSP27tH7X2j1nCo5bwiDk0aPYPm/1DluCI1T/U4/K3mR1dVmenxdnaaznYbTrQbTrY09dhtLYZrR19DqPL5wgPOQdGvKMT7pFx5/CYZ2TMNzziGxpxBfvNLnebybintXXHvj3b9+zctW/f/raDBzu72o3dPX2mLmP3MgQsZbBr/2xry8juBv+BFhEdk5L0OAqNQaOJCAQSBYEwKcQspaQi31BgkOdnykoLtTJRKgIBhSHgEDQaiiMm4yircaRVaOIaLA5GJCHx2BQUYhUSshwKTcYTtcXrdvS4AvMXwwuXB+bPff8wAsTBeDwGgmA0Go1Go+D/kRL+TRL4U2Mj/rcQ/vYH8Nbv7g/deLt3+uKB4Pget3+H2bx92/YtG6t2bCpub6kw7aje2VS0oa6Kqc6o2uO889vIJ/diiX8hced/D+FfF3F/6nQCP22zAGJALBIDwUUAjPwAgl/EwZf+PbLw7If2mev+uSuOwdnqTVtJHBYylZKEhiMwGAQWhyCRUEQsBJGkEKQW5hsqauoRJBY0VYaX5UnKtwuLW1QV21kZZauJPJJYj+UpSWIthC5AsqRJFC5WoCQKtY/jU2lyA1OTQ5UbCAINjqfCcpWJ2gyKJUOxZFiuEsWSQWhCHE9Jk6XjeAoonQ9nCBMcUqV6olCNYkngDCGeJycJFVSJGi+QwulcKI2F48pIQhWWI8FyxIg0DoLBSyghnif9DyGEp/LQqUylISMzP8uQqzfkZ0o18qYdW0YPzezubNu4a8u6xnXr6kqrmyqqN9bUbq2v3bi+vqGquLysuKbh5JOvvPjRvXMvfXTqmXcvvvDB0SffnLvywuzlF6YvPDd59qmxU0+OnHxi6MSNwaNXQocuhg6d/3sIHUOz9oFpx+CMNTxpCU30hUct4VFzcLgvNGIKDJqDA2bfoCU4ag+P2/wjRk+o3eRoMznazY4Dnab9ncYDXca2XluPzWN2B23BAUdwyDcy4R0e946Mu0fGfaNj3sFhRyjc5/N1W2z7u7u27d27ZefO5q0tzdtatu3cuWPvnr1tbQe7OjtNxo7u7mWrlj9m37F5+kBLcOPawJ6mTeXZP/+XZUgUEo7EIKBIaHIKHJJMQCPLi/P27dmqUIrg2OQkyEo4npyMIiZhiClYyho0YQ2WmITFrcFgkrCoVcjkx1KSIHiKrqhqt9HlnT3jnLnYN3mhd+RUq3P09fc+BkEQBIBIJPI/XXT230cSiAMAEAf+AorYIxQexoEPvo/e+d2D6affdR+9YR5d6AgM7bc5O9s6+3p3uy07rK0b99QW5+l4RDphWQqysKXnxjt/fPuTbx7efwD+qISJr5K/ITAWB4E4mBB9EIiAQAQEYgkSAeDRKwAI3gPBt78BLr/1dfjSm86FO+GFmx2uAYFKhWcQUwhwCAEJI2ChCDQSR0rB4CB4FAyRpJWzsrINRdX1UFIahCHCijIlxVtZmQ2ykq1sw/okmpguzxRmlkhyyji6PLo8A8WSYLlyolD1GIqC5ylQLAmUzmNr88liPY6nSkgilqtMOFIsVwmhCRFpYro8nSzWwlIFsFQBlM7H8RRUqT7hSBFpIixHTBQoaFINSSCH0TkQKgvHleJ5MgxbjOVIUEwBPJWLTOPjeVICX/YThGiWEMMWYVhCLFeCYglgFLpYrzfkZWbkZhhy0sUqWeG6ivGF+ZYD+5p3bF3XUFXTWFnfUlO3va5xR3N1U1XZ2qL07OzCDU1XX3rvuQ+/O/HMe2eef//iix8eufn6zMUXZi49P3H+2fHTT46efGLw2PWBY9dChy4E5s75Z88FZk77Zk77po57xo96J455xo85hmYdgzP2gWlb/5QlNNYXHDEHh02BIXNw2OgfMPn7u139luCoNTRqcvcbXf0dZleX1dNhcbf1WA50mVp7bG0mZ6/D7wqNBIanXYNj3uFx7/CEb2TcOzziHRx2hvpNTneH2bq3q6Nl9+7mrVsbt2xpamlp3LJl0/adLbt279i3d3dr64HOzgOdbctWrHh8e2Xp/MHdIxs3jO3b1NdSj129AglNhkOhCBgcAYPDIfA1a5IeW75iJQS6BolahUFAiISVGMoKNGUlAr8KjknB4SEY3BoseiUC8a8wOIHLL9+4vc0+Ej58Jbxw0zh6pnv84sGBMx2jZw54J6dOXQP/t1WX/z6E8fjDhw+B+J/NYSwGAiAAAvEoCHz2ALzxy98fvfPu3NWXp05dD4zPBYbHFuYOzc4MHNjXaNAKKGgIHotgy6TaqobQyTt3Pvzuk28jsfjf54GPRmL/fiQOxhJFVCAWjz6MRxfBpQdAfCkei8TjkQj4cAkEf/Pd0qU3vnWf+aX//Fu2uav7XINCfVYSGgvF4VIIqCQyKpmAhuDQcAwehiXCSWQYAYtCQ6U8WnZhUeOenlV4OjxNDGMrWFk1vJwmafFWYV4ThKGAMyUQGjeZwkmmcDAcGZwhQqSJEWliPF+ZaPoxlJkEgRbNlieRuXi+mqXJw/FUCT0kCDRotjyFyktQh+HIIDQeLFUAZwiJQnVCHmGpfASDR+DL6DIdWaRCMYXJZCaaJSTwZAS+jChQwFP5ECoLmcZHMQUYtojAl/1EIIopQLOEiDQ+nMFHMFgkNi+rrESdqcvI1qsNKl1eZmhq1Bjwb92/d3fbngNde/Z0bq/bVl+4vrBkfWFOQQZfKrUPTN59/8uzdz84/fwH557/4Oxz7x66/urUpbvTF++On70zePTa4NFrg8euBw5fCs6fDx26EJw/55s+FZw765s64R5bcI0ecY8tuEbmH2WD/VO2/glreMwSHu0LJVAcNPoHul3hXs/AQbOnzztkdIW6bf69nX2tJnu70bm/s6/T6jN7BrxD096had/ozMDMkdDkTGh8Ojg66RsedYb6zS5ve0/Pzv37Nm7dVtvcvL6uvqapYV1TQ03zpqbtO1v27N++v3XHgdZdbW27Duxb9vPlj5Vn6E8Ye6e3N0/u2jLT1S4lUuGrViGRUDgE9ig3RKAhKEwSBrsSjV6OQa/GE1bicElEEgRPTEZjk+GIVVBYEgpP5IhKG7Z3+cZDh6+EDt1yjF82D5/rGbnYOXK5feTSwcEz+71T7d7hRw+Y+D+l7u+s6L0H9x8uLYIgmFi8shQBQSAWWVqMAPHPfoi++OE3F1/8aPbMrdljl06dv3L+8rWBgf6C4nQULgmFgXC4XIVeb6iqabEGjz33/vO/u//lfSAWj/6jqwMguBgHl0AwUfcFgCgQiwBADIjHY0DiffDfH4J3Pvpm6OpbtmMvmQ89vdszpStbj6LRl6esTkYgsdRUCJm8hkhYQ8DCiBgEAY8gEhEkMgyHQaJhSjGvrmnXtp4AhMKDp4kQaTKquoCXXc/ObpQWbcFLsleTOKuJzGQSc1kKJoXGJvDlUCo3mcxcQ2TA6Vw0W0QUaejyTJJIh2LJ4AxxCpWP56tJIh2Wq8RylWi2HEITIJkiPF+J5cohNN5qIhOWKkjUSPF8JTxNiGLysRwRUaAgCpR4nhxG48IZXDRHgONKSEIlhi2GUFkIBg+ZxsdyxIm08CcCUWl8OIOHZPDhdA4uja3JydZk6/XZWo1BLdHJuz3u0NxsaHLcOxgw2ju37Gsuqi40lGXp83VagyKrqHDu3I1rr340e/3VE8+8e+GF355+5lczl1+ev/Li1IW7I6dvjZy4OXz8xtCx66HDV0Lz5wNz5wNzZ71TJ33Tp7zjR12jR1yjRxwjh13D8/aBKUtowtY/ZQlN9AVHfoKw19dv9A30uvp73UPtFn+fd8jkHjA6+/d2mtt6nRZ3uMfq6XUEbcEJ7+ih4PjhwMicb3hycOqIf3jCMzDiCvZ3Wu0Hu7q2bNtW21Bf3Vi3rq5ubV1tzcamus1bm3fu3Lb/wI629r3tnbtbO3YebN22b9+yf1m9ikulHbfaZvftGt22abK1tbmgEpkESYasgcCgMCQKhsHCscRkDHENGrsKjV2BxixHo1aiECl49HJoymokEoLF8xSapl2d9uEjAwtPeuZvdg2cNw1e6AmfNobP9gyc6xw6tzdw4kD4eHv48PZe3xu/+xT8v4fwb7a6/3D/3rfff/cThDEQjMaBGBABQODTH5be+zLy6kff/OLdj1957Vej4+OlZSVQDHw1KpnCo2cU5uWXV2ZXVa3f026aPHvmlU/v/tv3Xz38Z5ungB+fowEA8cWlWCQajQFAJAY8iAGLIPjJPeDOr37vOPyCdf6Z3ukrrUOHlGVrUUxmEhqOwCIINAqaSIDgiBACFUImQ6kkBAmDJKARBCyCTILgMXA4TC7gbt3nbDjYv5rIhdBZCLYIzVMz0otYOXXi4s1URckKIjOJzMSwRMsxlOUYCkORjuNKIVR2EikNQmUj0wQIBj+FKkgkhIn2IJwhJgq1iSCL0zEcGSJNlKiLYrny1URmEpmNYkmIQnWiUQGjsREMHo4rIwo0BL4SRuOmUFPRbB5JqCAKVFiOFJ7KhdLYyDQ+hi3CcsQ/EZiQRwSDh2GLEAw+gsHmqtS63Cxdplafq2NKeXt6u08/9dT0iZN7u9oqaytLNxRlVWTrCnWGkoziyvzCysrx41dOP/Pro7ffOX33Nyef/fWxJ988euutucsvjJy6HV64MXT02vDxG4PHrocWrobmzwfnzwdmz3omT7jGj7lGj7pGD9uH5m2Dc86hOWt4si84bg1PWsPj5tBowov2+gZ6fOFeT7jXM9jjGuywBnud/WbPYI8jeKDL1t7nsXkHbJ5+d3jCP74QGF8IjB1x9U9afENGZ6C1x7q/y7i/q3fb3oObt26r3lBTVlWxvq6mtrl5Q3Nz9cbm5h27tx9o3dPZs6+7d29n956Ozp2tbbvbW5etgkDQybA5u3No367proPjvca12SXQFFgyEg7BoiBoXBISuwaOSUIRUrD4FDxuDRqzGoVIRsNXIqA/T0pmy9Ubdhywjx7xz12wT57vGTlvHL3cPXzZPHTBOnKxN3S8zTPX7l9oDx5tCxw54J7eZx84eunW/yWAjzD46yY5sBhZ+tO330RjsTgARIF4JA7GAAAAYg+ii599d++zCPjeV0unrz9du2kjGgtfnvQ4gUfXFGUW1lSU19cXVq0ra6zfbvEaJ86ffvnz1/4Q/WrxpwZg/O+rMgAIRmLxSAyMxeLRWCL/A6Mg+CcQfPXzh9O33/OdfsU7/9IB9zF9VRNdrliFToYRkDACBo7HQ7CYZCwKTsTBsEQUhYymEpEELByDhGEwcBIhBYuFIqEyHq/LOlu9fyyFLocx2AgmD8EW4+UZ/II6bk4TRV2CZEtX4lNhdC6Cwf8ZFIthizFscRIpbRWenkJhwehcGJ2HSJMgmVIkU5pQPzxfnabKQaRJVhPZdHkmVZqeyCRpsnSSSANLFSSR2VA6H8OREQQqNFucTE2D0VlYjpQi1OG4ciiNu4ZMQzLZZJGSwFdg2DJkGi+FwoSncjFs0d8TmIATzuAjmBy6SKLLMWgytBl5eraE12qzXX7hpV6/f8OW5vzKgtzy7KyK7IKagsqG0g0bq8trNgSmjt984/Nrr3/6xNtfXHn1k5NPvzN/7RfjZ58ZOHYzdORq/+HLQ8euDxy93n/0avBHCL1TJ1wTx90JGRw+ZB2YdQzN2vqnEhBagqOm4IgpMNjrG+j1DXR7Qj3eUI8z3O0cbLcEOq0hk3ugw+xtM3p6HUGrZ9AZGPYNz/kmjoUmTtjDM3u6HE07DtZs3L5514F9Hb27WjsaW7aur62pWldevr6itqGhsWVzc8u25u07tx08uKerp9XU195nPWg07+81Hew1dZgty5IgiMd/9ri/tzfcc7BKLycjU5KSEMlIbBIOswaDWYPCJCFxq5HYZBQeiiUmo1EpSBgECUdjMCpN+vDswruffTV6+knfwk3T5IXO4bM9IxcPDp5u7z/WETza6T/U7Z3p8k53uie7PHMdvvkO90ybbcQamv3+YezRdE08Au2n+C+j9U8+A/6DD3z3w73v798DQDASi0UBMAqAcSAGguB9ELz48uvl2/ctS4L+PHk5nUtNL04v3bJh3c7Ndft21W/dXt+yecvBPcbBMf/xO9fe+eHNP4HfRB8tmQHiAJB48NNP5dA4CAJgNAYkXo2D4CIIfrUIvvHJD4eefj946U3TqdeNR+9Wt+wUydV4Ig2BIKAxFCiOnEKkrCYRVxHQSVQsho7HEjEwHBKGRSDRaDSagEATYHjKGhQShkrJy9R4R66UbB2Ap6khVGYSmY7k8pBCOfP/M/aeUU2mXd8399XmUiD1bOmkd7rd0XF0ZuyigkhRegkdAiRAgFBD770qRRAF7KJj773O2HvvXYSU83g+xLnu+17vWu/zsPaC5AP5dP6y9z6Ovf//uSuFs1ZLf1rFnfwTiSsncsR0mRuFJ0MlLly3GVSh3I4lsGXwSVwJha+gCl0x2RSm0wxr/clQTmO7/EhXTGE6zrCel9LkkzCZu4PbTK7bj9bO0I4toQqdGcopmMINFilJXAkscmI6zmAqp9LlLkSukMQT0OWuTOVkluM0WORIdBBThQpM6oxKnWGxIyZ1Rv4ikCqQQyIlgSelCuWYSOw688dJMybNmD3VaapLTm1N3/4DQfGJCzxXLPFeunKth0fgylWhq31CVvmH+Cz08ozVFV98YrzyCpx6+G3PpWe9v19q2Hy4duO+hk0H6jb+XtOzs3bD7ob+PZW9uyq7tpavGy7t2Gxo7jM09xmaev+CsDOvpk1f0awvb9KXN+krmrLKajNKazNKqtKLq7RFlWmGck1eZUpOhTqrJDmzOD2/MiO/QqsvySgoL61uq6zvLKlbV1DTpc6tXBOtWeITsnhVQHiCJj23SKPPD4qMXu7tu3TlCh+/1SFhwRFRKlVcXExycoImPUmXmarPTc836ArL0gsMuoKiLENxdmGxjR0FmWBPmDFtBo9DJxJ+gGEiQkf/TaEQWAwCDSVisB1GIbEwOxQhwNgEezKJhrn/OK2hue3evcfWh3v7wTOlHYO6+v7Umo1JVb2pNQOpVX2ppT0pxes0Re0aQ2tqYUtSQXNaeVeSoT3B0KbS15368zYAZqP5K/59v8cCjBbLuAU3W3CAmyzWTVizBTdbzGYLbsEtwGIBZhyYzWDcAsz/b7XsZxN4+eHrHw+eHj53dev+E388ePXuKwAAWCz4N4BbW7rnH14n6DREFuu/7Mg0gWz24mXeqsgwrSamoDRSl7smPmlFSLBXeGBgckpKTWf5wMntf3w4/vzr0zGzEQcWgJvxMdxiNINxE8D/agItOG42mY1GAL4B8MIEzj81dh28333oycDJZ+V9R1fHZ7nNXwGzOVQGE2JyYDobYrKpLB6RxSGwWUQOm+LgQOUwqWwGhcEg0jAKgkF0FpnOYgsEFNK/pTzWovlLSzsPzgkqIQumwBwencm+ogAAIABJREFU5ODAcHSzFTmK567kTPVQ/uxDd5pL4DuShUoiS8yWu6F8GVs5CRHJJzAd7Jl8iCVCREpY6gZLXBCxOyp2x2STYfEkqmwy4jid5T6b7fwT22kGQzaVIZ/Md5vDd59NV06GhE4UntyeI2bIJ9FkrhS+nOggoQoUDMUkpnIyUzmJxBUT2AKazJkmd2c7TsYkTmSOiMKT0iVOmNiRpXCjy1wwkRIWKhCBnCqQUQQyikCJiZ3oUmepm7tistvkWVPkU1z0ZWVVbe1royKW+K70WrvKJ3CVb/Cq1Ws9Vq1d5uGzbMpvv3qEJd76hN/7Bk4/+rbl5N11u842DR1tGjzUsOlAw8b9zZv3N23aV79xb0XPzvLOobLOodKOzUXNfQWNGwyN3zOhvqo9v25dTk17dnlrdkVLVlmjrqQuo7g6zVCpNVSmFVakFZRrc8pSc0sTdUVJ2aVpBdX6spaMohpdYWVJbXtV0/rCitYkfZlvWOKiVQEeviERCWl5pZU5RWXRicnevv4eXl6evj7BkeExSYmxSUlxKalJ6ZkpWfq0vPxMQ4m+pCynrCK3uCivqDi3rDSvrMzGHkYnQugPFOpECmSPYUQ6zQ4ik+h0WwybSCFRmNAExP4HhPIPKoUrli1e5rll187XXz/+z7Rz9+nL+q5hQ/uQurxbXdGbXNmTXLpeXdyZUrI+paQjubgjqag1paQtobAp3tASlF6RUL7u1ou3JvMXgJutC7pmI8DNwDpYaQK4EQDz/002xmTGP34ae/Hy7b2HT6/8cWv/4eObtu6qae7Q5RnCE5K91kbMWezlNO0ngdMUOl9JoItsGTKmYlpoYsb9Z98tmW6/fK3Ozf0nhWjzz79hfMHcZZ6J+pKcunUF7f05rRvSq9enFjdHZ+WGadVBqYkxhUU57cN12y7t/OPdsadfnoyZLd81MkwAN+G4yYxbTLjZglssOLDg+DgAL3H8ypuxzWee1u++2bzvYfXwFf/EUvc5yxkcLgUi2mM0AoNJYjBJTDaJxSYymEQ6g8xgQ2wumcG2o9MIDAaRzaEw2FQ6jYihVBaTQp4oRGznuCr9V0cWtB+cuTYfk85m8kUYh0cSyomSyYjLHOUvq+wd3JmKuXznWYjA0caGYPMDQqLLuM7TEambPUdEZItpDmKMryCLlIjIERM60cRumNidInOjSCdTZZNh5XSW44981zkC9zks5XQKzwmTuPPdf0TErpDQkegggYRKluMkmsyNKlBY3zIU7izHyVSBgsARwyJHVOrMUk6iSZyIbCHZQYyJHelSZ4bMhS5xokmcMJESEzsiYgVVIIWFSkzoxJC6suXOLj/OdJo51XGam09IQEKaxjvMf7Gvx+ogn9UB3v5rVnj7L1vpt2j+yiW/ePu2DO+9/MJ85PanrWcedO4617j5cN3AoYZN+5uHjnTuOLF++7G24UN1/XvKurYVtw2UtG8ubhswNG3Ib+jNb+guqO/Kqe7IrmzLqe7ILG/JKG1KL2nKKKrXFlZrC2vSDVWa/Aptfnl6bmlKliEpoyAuLTc6rUCdU5lWVJ9V2pxV2ljeuK6ktj0hI391SPwvS1cv8wmJTtZlF1XqDWWxiWpPH78V3qvXhgSHRUVFJSXFpKZGJSfHa9JSsvSanNxMQ1FOaVl+RVVuWUVJRUVBcXFmfn5yps7GHkFsYYREZxDpTAJGn4hgBIxOpDFsYYQAQ3Yw5R8UIiyRLPL1H9iy+92HT9Yn2GIBY+MmswU3Wyyfx02dg3ur+/fGFrWrK7rjSjoTSzrVhhZ1UWtSUVuCoSmuoDE6t1qlr4zJq0ksrN978aYFAADw8TETsODGb/9/sH0eHX/25t3VG7cPHD4+uGOkdX2foaJKnZa9NjLRwyfop4UrXX+cJ3KZxJY60cUKlCuhOoipDhIqS0BhcREWj8Hk0RkCjMGHGEI7jENm8Uqb2gAAxc1tbOdJNnaEf2Dojx7LE/JK6vp39Iycrt40Utg1nF7fk9e6KaexO72iOsVQkGTI0VTVFnbtaN3zx+83Pp17Z35l/j6ebRoHf42emcD4uHX3+BMAj8bxI/febTh6a+v5V72H7ycUdv7kFQFxZSQaA4JRKhUmMZhEJoPIYBAZDAKdTmIyiQwGmcUis1gEOt0WhYkMzJ7GJNIYEAoTqSQIJQs51Hnukl+nuIWGpWTU7Z7qrUNEMzGuiMIRkEUuZMV0qnw2RTwlKFp/89Grt+8+791zvLysVZ1qkLn8TGQoYYEbles0EeVDDDGVKaIIFQhfSRMqmSIXmsgVlrpBEndINgmWuGOyKXTZFK7LLJ7rbEjgAotc+O6zuK4zqQIFVaCwY4kgoYLjPBURO9mzRRS+nC534zhPRSXOJK6UxJUiYiemchJD5kJkCwksASJU0KXONIkTXeqMiR1pEie6xBkWK6hCKcyTwXwlKnJERRKZu7t0sovQVeE6Y5pfaHhEaryvKiA4JiwoMiAgePVqP4/FnovmLVsUo8u78uzb4Wtvh07e7fr9cuPQsfpNhxo2H64b2N+29VjXrjMdWw83bNxb2b2jqH2wqGVjYctGQ1N/YVNvXn1Pfu26nOqOnOqOrIrW7Mo2XVlzekljWkmj1lCjKajSFlZrC8pT8sqS9cWp+mKNvlitK4xLz4tLL1TnVupKGnMqWjV5lbml9Rn5FV5rImYv8PptuW9YvDa7qCa3tEYVn7rKP3Cxx0qfgKCYhKQYdUpMsjYmVRuXolFnZKXnFWYUGvQlZfkVVbnlFfllFTmFhTq9Pj41NTQuxsYepdkhmC2M2lJRO5hOpLEICHMilTYRQsgYU+w2OThJ07fv8PO/ZsvMZrPFbLTguNlkMlvMJguwAHD08p2WoQOpFesTy7viitrUxW1JxU1xubWROdWqvLrogqZYQ6OmvCWvoXPP6StWjvFRHJiAcRwHALx893Hv4TMt3ZsNFY0p+oLgaPWS1YFzF69y//FXqfsMjsSJKVRgHDGJxqEweRQGl0BjUhzYZBaLxGJTuFyIz6fy+DCXC3EcII4DwnVAuWw6j8Pj8kRsgZjNl7AFAr6QL5OyJHLJ1Bmo3NnmB9uJTM4vq9dU9m06dufZmadfjj8eHTzzsHHX2bptJw29OwvXDRo6NuQ1NGXVVGbWlBe2d1UN7t947M6em+/OvzE/HTUCAIAZmP8DocWMm/EvJvB4DJx6Yd5948PGU4+Hzj3JaRh2/82PwpHaw9hEKgGmYRCEUBE6hcYk0hgUBgtic1Auj84XQmwOic4g05lkBovMoFFY6ASMPhHGMAzm0MhTnflec11W/+w6z80pKFwbmN4x2SuD7bSAJXSGHRRUwSQib8oPmHSJV8T//Ar79vzd0S27tnX1NZSUKaUKKkSDaHyIKaayJRSuBOFKaTw5Q6Cki50wiTMqdUGlrqjEBRU6QQJnROTGVEzjusxycJnJdZ2JSlz/ibCtJ6s0mTMmdUUlzhS+nMKXY1IXpnISXe5G5slsmQKqQMlQuDFkLmQHsT2TD/FlVgKtQZM4IUIFIpDDAgmVL6XyZDBPBvNFTJHo1xVLBS5KtlQSmZSyed+uxg0ddZ31+WW5uqzU6IRwvyB/z6DgLUfOn7z9cdPh232H/mzZfrph8Gjz8LH27ae6R8717bvYvftM48De8nVbDa2b85s3Fjb35TX05jf0FjZtyGvoyavp1Fe1Z1e2WSH8KxM2phXVavIrU/IqU/NKk3NKEjML1ZmFiWm58Wl50cn6GG2+OqcizVCnK21UZ5VEJulWB6mmz13yyzLf+LS87OKa5OzC8PjURV4+Hqv9/MMiVInJsakaVWJKlFoTm5qWlKFPzyvKKa7MK64sLKvNK6nS5ZVo9AVJmtSo+Hj/kJCV/n42thh9IhWxRzACSiNQkYkkygQSlURn8Rwn+YRG7Txx4QUAuy/f8olPe/jqgzUJms1G69SyxWzBcdwMwIO3X1u3HC5o3xpd0BxjaI3Pb0jIr4nJrY3Oa4gvblNXdKkrOwxtG7cdOfdm1PhdNdCMG43fm7ulq9YgXAnEEpMZIipdTKYJyEwxiSOhsKVUBynKl2F8GcQWkRk8hC2g80U0nhBiMjA2G+M40Lk8BpfPFggFEplErhRL5VKZQqqUShV8pUTgLpXNdnadN3XavJ9mOk12cnCU2zvw/oZwfvLwbBkYOHj5zwffTA9M4MJby6FHxqGLr9sPXq/Zfqa4b6+ha6ioc0NeU1NuQ01BU3NF32DrzpNbzz85cPvD+Vdjd959G/9rKwLgwITjnwF4+g2ce2Hcdf1D77kXG44+qB04sjo6m6GcQuEI7FEaEcEICGpHhe0RjITRiXQGzOEwRQKWWMQSCzEej8xg2GMYkUYjM+gUGkJhoBPpDFsUFfJZc9wl3nPd/OYoVkyT/TrZyS8odWFEkaunluO60J7i8IMt3Z4itIWlMF1ZVdN5+9ajF88+4F8tlw6d2lTf0FtWXBQbUZ+lSVYFz542yeZvP1CZIgJDQOGIqFwZylfQBEqa2BkVOWNSN0zqjondYaELInKDha6w0JUmncJ2mu7gMoPlOI3Cl/8FnoyhcKfL3SChksyTQUIlKnFmKNwhodKOJaQIFHSZK03iROFKrBUpKlIiQoU1DWJiR1ggR/hSiC+lcmUQX44KFJhARnXgTv/1F+eZ0xZ4eR25cPHYlYsbdmyqaW9Iz0tLSI0OjQzw8vPxDo68cP/9rjOP+w7cHjh6q33XufYdZ3p/v9h/4OqW4zc3HrjcPHi4smuboWVTXmN/bmNfQVNfbn1PXkNPUXNfQWNvXt36nKr27Mo2fVV7VkVrekmjtqg+raRRU1iVnFuekleRrC9Oyi6Kz8hPSM9TJWWo1BnhiboIdXZidrm2sDatsDY2rXCFf9ichZ6/LvMOjUvPNFSrMw0BqsSV/iEePoFrwqKj1doYTVq0OlmVpIlJ0SVl5Gbkl+mLK3NLavJKqnOKKnR5JfGpmREJyeGqKP/AwGWrvBZ5rrQh0pkEFPs3lWpHhSYQqSiDPWvegrjM3ANXbr4D4BUATwBoGDls8y9ieUcvAADHLSbzNxwHOI5bzCaj0WwEuAmAnpFTdZsORubUh+vrVDk18Xl1ycXtyaVdmtqNafUDVf37Bg9ffvxx7KvF+q+46a+Wr7Cmxsbm7wQGG+WJEbYQxngMpoTK4KNcEV0goTkIGXwhg8d3EAiFEqlAIpHIZEpHuburZMpkxZTJjq7OchdnuUIicHeSTXVVTnWWznCWTHURzZyqXDRn5sr5vy6fN2/2FGcHHswS0UgcTD5z1sCeI6N/5YpRAK6/Hzv73HTsuXnk9rf+s09bdp+v33KseMPWovV9Be2thpbm4vXd9Zt2tu85veePl6efGq99Arfem55/Hns3bvxgsnzEweNx05VPYM/9zwMXX3Yfe1C7/YJKW8NX/vQvMo2IoQSEbAdTSDQ6hcGxgxkkBpfAYHKkUq5cxlXImSIhhckg0jEihhAxlMygE2k0MkZFGQiBwbKH0clO4jULp/rOEq+a5LDmJ+df3B3nLfJ1WhDhsjSOwHSZPuO3+GhdUWFtcHCyyMEpYFVwb0fP/dsPvzz/tLmtd11lzeHBoeGWut09HXUFOWWFuR4eHhPIVHuMTWQJSSwJzFPQxS6o0IkudcekbphkCl0xDRK6UnhOiMiNJp0MCVwhoTMidmEopjCVk5jKSajEme00ybqyhEldCBwxVaBAxE40mSsscrRjCSl8OSp2okmcYIGcxBGROCJYIIf4Mlggt6KIihSIQIJwRZCDFOHJUYGCLlKiIglLJnWcMd07OLx7ePuauJj5PivnrZj/88Kfflk4Z97CuVNmz/rFw+/s7Xf7rrwZPP5o54WnfYeuDZ+8u+/K89+vPN9y/Hrz0OGC1qHsmu6s6q7s2p6cxr78xg259T0FDRuKWvrzGnryatdZCdRXtWeWt2iL6lMKapLza9S55Un6UnVOmVpfHK8riM/Ij9PmRCakRSVnqpL1cWkFmoKazNKmxOzS4Ni0qT8v/vE3D1WSLqu4JiE93y8sbrlf6HLfkKCopOiUjHhNpkqtjUpJi1brEtLz0vMr8irqCqoa80prMvNL07ILErW6wPBo7zVBK1etWrTCY4HH8hV+vjYTqJS/29v/g0AhMdjuP/0Wn5F79OK1m+++PrKAW5/MF18bbwOQv3GbDZV2/u4DHAAzbrbg47jFYr0kAzhutAAAQNeuE42DB2MNbWGZVSll7VmVPdqynozq/uzGLTWbjw4c/vP8/U9fcGACwGS2GP+SaDHUVv8AUcgcBoXNwLgclgPXgcPjcwUSiUQqk8hlUqlUpFBIJ7k5ujvLHeVCd1fJZGeZi5wzxYX10yzp7JnS6VMkM2cp5v3sOne204KfXZb96ua7ZHqI7/zE6IDEiEDP+b+4SEV0GhnhkFAhCvGZYYkp1usEIzCPW/AxAJ6Ogosvx86+Anvvfdl8/kn73ksNW46Vbdxd0rOpoqevYn13Td+WhqHfu/ZfGLny4vSTsVOPv5668+rK0/d3Ppj/ePPt/Bvj6Tdg+82PG88/6z5yI695cI5HIFs0me2ghBgcAoaQ6TCFidkhKAGh2dOYMFvAFilETkq2WAyzWRQGnUKnk2gYmU4j02kUBp3CYMB0GKbDBCZzApk0203q+7Pj6qn88LkuS90Ec9wUe/afbd186ueVsdNne5jG/rv4fPfq3YvHr74+fg3GATCCXb1bB9cN3L5w7d7Va2cOHT2wa6S7rbOztT0kLPyfdsS/E1CGeBKBKUVFLpjIhaWYxpRNIfNcKXxXitAdlU62ZkJU7I5K3BCxCyZ1s86FMpWT2E6TCRzxRAZfNGU2VaCwpkGazNV6NmPPFiEiR5bCDeLLrG0hlSdFhApUpERFSliogHhSiCtBuEKILUE4Mpgnh3gSulRO5fL+jWCSyTPnLveavnih+7zZMxfM/nHBrBlzpvz829zZv/62Yq3q7J13R6992n3+xd4rL7afe3Ti3ueTdz9tO3V3/a4z5V079fUbM6vW6So6s+t6c+r7cuu78xs3FDRtKGjszanryqluzyxv0ZU1Z1W0ZlW0agx1yfnVyfnV6tyyhKzixOySxCxDvK4gNi03OiUrNDY1MiFdlZwVqy3QFtZqCmqitQUrA2NcZ/yy3D9Ul1+hTi9cE5nk4Ruywj/MNywuLF4bo8mK1WZGJqdHp2bGp+el6kv1xTWFVS15FXX6oipNVr4qNjkwJNLLL2DpSu8ly5cvW7lypa+fX1iIzb+JFLpQsnRNeHZt+/G7b18AcO0TuPh2/PyH8asfLFfeW+4BEFPdvDgmAQDwxWQyWcZN5nEcNwOL1Y8BxwF4Nw7KO4dLu3fkNg1k1PToqntyawdymoZLOnY2bjq66eCfZ+6+f/4V/GdX4tO4sa1/i9tPc/9GJJLZDLqYw5VzhUquRMGWKbmOjrxJTvwZbtKfpzn9+qPr4nlTFs2ZtGTuFM+Fs7zmz/JfPi90zeKI0GWBQUtCwjzDo9fEJYclpapiEkJ0utiKUm19la44PyXAZ6mLkofB9nQWLHWTS6YolLMmLQ/w33v0JADAhOMAWC0KwScTfue98cJr47EnY7uuv9p8+v6GQ3+07zvZPnKoY/ee9i0jG/aeHD52c9uZhyNXnv9+482hGx+uPDPe+QzOvsCPPTfvvj2+7vCT5m3nKju2r/AOZjkIOGw2hNKICIOIMu0RNgFl2dNpJAZGYSEMBzZfKObzxTCLTqIjdjB5IkQi0mAKA6MwMBIdIWIwkQZTECoJJtnRGfZU8txJ0oC5jiFzHL3dRZ7TnK4cPnDi5CUAwOhb/MW9Z8BkBhb8yygOADB9HH164eq26oah8trd64Y3t/R31bYPNK7rrqzvqqje29073LauubT86N49NZV1DiJnmx+INJETxJNORDko15EpdqGLXFGxGyZxpyumomJ3SOACCVwQoSsidqHwHSGhEhY5ImInVGINZ4bCncSV0mSuVghRiTOZJ7NjCSGBwlp22jP59kw+hSuB+DKIL0OECogvp/IlsIMYcRBAbBHElqJcGcqVQDwRxBf+C8VsiBCZK1GlZ3qrwgNiQrwCVyxa+dtP82dPmzt3qV/ohYefDlx/M3L11dE7n66+AWcefdt26m7j4JHiji1ZtRsyqrq1pW3p5R25DX0FzQOFzf35TX0FDRvyG3oyqzoyK1q/N4HFDRmlTVYIE3Mrk7LLErKK4jOL4jLyorQ5EUkZYfHa8HhtWJxWlZydoCtKyqmIzyoNjtdNmbtswUr/eE1ubGq2d6Bq2eqg5X6hgVHqqORMlSZblZoVmpQWok6Py8hLLSjLKq3NrWrKLa3V5BTHpepCY+NXrPJbuGzFYo8VK1at9vLx9gsMDFZFRSTE28xe6plSWHny/svbX8DFt+DsK8ux5+YTr8YvfDBffo9ffG288sGS3tJ55MaNbwCMmcbNZqP1Bg/gRmD5PgT6/PNofkNvXtNAbstmfcOGnIb+gobNRa3D9QP7dx6/eeL688efwAcLePDq3fHT53IKimctWDKRxrPDmBMhCGLSRI5i58nKqTOdf5ztPufnyfN+m7Fo4U+eS3/x817q77M8aK1nRPDqyPA1CTHB2uTYbF1Cti5Vn5lZWlbW0z/Q3NHT1jvQv3Vkx74j5y7/ceL0mYz09EnuThA6EUYJ7tNcfln262+eSxf4rfKPj2ns7X369j0AwGLVQLMKElrwJ5+NV16Nnn9rPvTg857rr7ZdeDhw+trGE+f7j5zs3Xt08NCfw0fv7r384uidz8fvfDl28+vxO6NHbn/defX90Lk3HSO3Stft9w3VTp0xT8AXCAUcBwc6lYYQaHQCwrCFmRMg5kQYIdARlI1xBByOgwOK0AgQhQBTCTCVhMIkFKFiKJWOUmgoBUVIGERBIAoKE+hsIkKZ5y7ymyX1nSqbL+UcGegZbGs8evAYAGB7e4chMWHbhq7RL9+L65MjB4rjEwcK83uz9PWZpZsbu7ev61tfVtmqz93V3NxXUjJY39BXV99YWnFg74HhrXvmL1tl8/eJ/2VHkThPhWkCApUNMURsiSsicIR5SkTkZg2qwInCV0JC6z27EypxxKTOmNSFoXDnuc1gOU62ZQrsWEKe2wyO81R7tsiWKSBxJZhIiQgVRLbQls4lO4ipPCmVJ7UWpVSeDOYKETYf4oghjhTmyGg8BSaWkTncf1DRf1AZrnOXVHb1JBfkpealx2fEJmgig6MDF3t5rgqJufjww/7rLw7cenv9A7j+AWw/+6Bp6Ghx54785k266h5NaUdqcUtW1fqitsGi9uGilo0Ff0GYVdWRXdluPYzRGOrSihuS86sTcyris8sTsktiMwpjMwpj0nIjUrJC4jRB0clBUeoAVXJ0ak5ydmlidplKk7/IJ2zyz8uiU7LjNDk+wdHLfUN8gqNDYlNjNfrY1JwojT4iJTM0KV2l0acUVqQXV2eX1+dVN6fll6rU2tVBoR6rfT08vZd7rfLx818bFBgaGRERExObnByv1dgcvvX6z/fg5LOvF9+D3Tde7bzx+tIn/OSbsYuf8KvvwbX3+KXXY0dv3f9o3f4xj+PAqs/w1zIOjpsBuPvsbX59d35jX17rUF7LpuoNu2v79gwdvjqw75zGUBeZmrvUJ/CnhR40vugHEuVvdvb/IlHsURrEYEFM2rTpkz1XLQ0JXxufEKnNSE7LzsjIySqpLK9tbO7o790wPDS0e8/2/QcPnD536o8b527cuvzgyePXH9+/+zw6Bj6MgZtPPrwYAy++gZsvR6vaehWTZ/5AoJDpyLSfp0QkhifpkuJ0yer83KLWto2/H775/PVXo1XCzWLBATCZgMkMAPhotFx/O3r5g/nQo49HHn3Zf+/DyM2X2y7e2nXp2sjZm3vPPzt+49vxO+PH7nw5cP3j/ssftp55v/HYqw0H7jX2H1IlZU+fNdeB48B1YMF0iAATiXTUHkPsUcQOQewxGpnBJNKYdjBKZdJRBosCwbZEkj2ZREIgKg2lYMj3QP/7BZWGwHSMyOJQUOhnN4H3FN58GUe1bNHrG9eKNMkvHz9Ur1metWZ+Q0bk3t51T+88PH/mzv595w4N7x4oK2tTqzblp5/Z/fvzmw/fPnq6c/OWhtLy3we33jxzYXff5jMHT544cvLk0TO3b9x6+uTlmQuXLl27BgB48fJd17q+OT8vYLAFTL4EESgofBcrhLDAicJXUviO1t4PFjmhEidE7ETmy+hyN7bTFEiopPDlHOepDi7TYJGjLVNIcBAjQjld6kzlSe0YPLKDmMKVWHtCRKhAhHLIQQiz+DBLBLEkCFsGc2UQV0xk8/4O0f8BMaYt9Cxt786pqY7JSIlOj45JDguKWrPUxzsp13DpybtDN59d+wRufwZ7rrxs2Hy0sG2roX17fvOgtnydpnxdVnVXYfNA+fptZV1bSzsGi1oH8pt68+q7s6o79ZVturLmtOKGlIIajaEuKbcyPrssLrssNtMQnZYfnZYfmZIVptYFxaYGqJICIhKCopNjNLlJ+rK4zJKQxKzpv3ouXBWSmJEfHJ3iGxITEJkYnZyZmJEfn5YblZIdpdFHp+XGZxWnGCp05Y36qsbM0prkHENwnHrl2oBFK1ct81m9NiwkIjoyJj46ITE2MSU5ITklQZuakK61OfHMsufmu8MPv558PHb80ZeTT0fPvBg//dZ8+SN++RW4+c5y6dnHlyYwilvGjaPAYjSOjgKruBFuwq17egBcvfc8v6GnqGOobP3WsnVbW4YPd42c3n/x7iL/8P8iYRNhhh1Mm0hG7RCMSGPaY3QCHSPTEIiBOgi5CxcvyMrWtbY2bxoa/P3gkeNnLxy/eOXK/cfXn795+PHbky/GF2Pg+Rj+5Bt4+Ml8673p0Tf8018zYl8B+ArAKABDR0/M8/H7N432DypROsUlJFFVUF/e0NOxfrBv+MAWfo82AAAgAElEQVTIrmMnDl26/ujD6CgA4zgwms3jVomXcRMwmoEFjOLg1vtv519/G7n14vjT0dMvTIfuv9t15e6hG49P3H19/p7p7H380I3RPVde7zz/fOjIk779T7r2PTY0bFu6fK1ULBRxaSwWiYza29Eo/2bQfmAwJqAYEYMJGIVEo5BosD2K2UM0Asy0o2K2EELEMBICEyAqAaaSEYiCIWQEIiMQCYEpGExBUSoNotJgIoMFo9R57nzPyfxlrjJ9ZMjOrvX1eXmnD+ztLU/fVBrTnBHaV150cHj32cNXrp+7d2HvoU0VRZ0Z0a1pkZ3lJdv7B66cu3Th0o3TF27t2X/262fw8YMFAPDp4/iZ0+f37Rxpb2nes3tk7/4Dhw8d+33nyN5tu7SJKXKpgsUTYHwFVeAC8ZwggTMscoFFLiSujMKXUwUKSOSIiB2pAgWZK6cI5BSBApO5iqbMtmMJEYmzaOpsEldK5kphgYIhc4H4MjsGj8qVQnwpJFCgYiUqUqJiJcKVUJlcKosHs4QIW4w6SKkOYrKD4G8kxIYAOc7+Lbuqsbi1JTojKVkfFxoXsDrQ+1ePpZkVdQ+/Wi6//nrPCI7e+dyy/XRR586cxs1ZdRuzanuTi9u05esLmzcWtw1Wdu+oXL+9rHOoqHWgoHFDfkNPelmLrrQlrbgh1VCXmFORUlirzq1MzCqLyyqJ0xmiNfkqTY4qRR+RlBkckxKkSgpSpUQkpsel5cWnG6K0BatCE2ct9g5N1EWl5qyJiA+J1USpM2JT9RFqXWSyTpWqj9bkxGcWZxTX6iqasiqbdKV1iVn5QfGpXoGhK/wDvAKDA1Wq6Pj4+MSEhOSE1PTk+GR1YqomSZser9HajPz57vjD8SN3Pp16PHblDTj/eOzic9Pld/j5t+Dia3Dh8ad774wmAMxgHAffAD5mnd00WoXoxwFuBm9NYP/lB3nN/dVd2xt6dq0fPtCz6/jOK3e79h60sbUjwIg9mUqgImQqg4QwqSgLZfLYLAZfxObKJb4RcaVt3RfuvXjycez159GvZuM4AEYARi2mUatwPABfTJZxi2XMAixWgTMcjFvA09Hx1xbw0gz69h6ctXy1DQWyIcEOkyYlGgxHbty49e7TnTejTz6ann40vvpm+oYDCwBmHJgsAMetL83fP88CgBmM4eDlKLjx2nTjvfnaB3D5+bdrTz7feDV25t77Q3++Hj79uHv/jc3HH3aN/NE6dGbd9gt5JW1eK3wEHCGXw2exOBAEUzCEREcJdHQCHfkXhtijCAVByShCRiESjJAgmAShJAghQSgJggkwTEBRAooRUJSAIQQMImAwkQYTaRQijUykkUh0xJZKwGhUBmTrMdPZc6p8pZt07U/T1ufn1mRk7e3ZVBwfXhSzeqBC32XQ9RbnbK2rvLxzcLg8vy0jrr8kZVeDfrBO15gTt66qdKi7//Txy5fO3R7Zdez+7RdfXn46uHVPc2XDti27L56+NNi76dLJSyf3HEoOCgycPzty5fzZ7o5MByFL4ELnT0K4zkz5ZBJXDkudILEjRSSnCuWIQE4TOaLC74EJnZhSV5rYmec0le88HeErqVwZIlAyJG4MmQuVJ7JlsCey+ZjQCeY5QTwFwpMhAiEskFIEcgqPQ+EwEAcO3UFM58jJNO6/KfAPMERgsz3WhlZ2tGVW5QanBHmEeC/w8/3NN6Rvz8nHRvDoGzhw7XnjluM5rVs15T3JJZ2a8m5ddU9qaUdmTY+hZVPF+m2Nm/Y19u8pa9tsaOrPqenKruzIquhIL67PKmvWFtSocyqS9WXqrJJEXVFCemGctiBWo49K1oXFa8NjU0Oi1GsjEvxCE9dEpkSn5URrc4IStfNW+PziucZXlbQyJHFVaOrqyGQfVcrqSPWaGE1YSm5URr62uD6ttE5XUa8trk7MLUlIz1ElJAdExviFqAIiokOj48JjE0Kj44IiIwLCIwNVqqC4+KCohKCIuICIaJu91z8euT965M6n43e/Xn5pufTUePGp6dJbcO4Nfv6l+drL8bcmYMRxCxgHYAxYxgGOAxyYcJMZt1jXZF9+A7vP385v21zfv7d76MjmkTNDh65cew9WRiTa/HMChUajIhDGonFFIqFSwZNJWXwuRKM6ushX+PqWt3YdunTj2aj5sxmM48D0lwqLGXzX0DXjwIxbxs0WM27dD8LNAHwFYAyAE3cerYqKs3cQ2tgRIbE0XJNx5M8/vwDwCYA3JssXHHzDwSgOxqzuvDgw4cD8n4lxC7BYrIoTVpsI/I0Z3Hj37fLLr5eefLr9xnz/neXai/ELj8dOPLJsPPKkadsfTVvPNQ0cqmgbikjKdnKcLOOL+WwHGkYnk6kUBCNjGIGGEWjIRAydSIOJNBoFRQkQRIBgAgQREZj034GQEJgE00kwjQRjJBQmIhAZg8koTEYpZBqZTKPYUokMoYACkZkIdaajPNhjcaNOm+DluXfd+orU9LjV/l7TXSKXTO8tTe8tTu/MTWnVxTVpozr1cRsKkoYq0wdK1F35qiZdeHNuSqshZ9v6rj+Pn/l9y7YdfZsG29rXlVZs6ug7dvzq/bsv799++ezB250DO0I8vRZPdvH55cdff5zB5iuZsskMyRSKgxNNOgkRukIiJ0TiBImcEL4C4csRoRzhKxGBEuYrEIGSJnbGRE50iQtL7g7x5GSOBBYo7TlSptKVJlMQ2A4TaCwqXwbx5DBXBnFFCFdA5UrIPBmVx6fyWZADB2IJKSwxhSW2sYNs/jmBxJPN9vDRFhVpizPXxgdFZ2l1lXXd24/e/mh5MAoOXX9Vs3FfVuNQQnFnYlFHcklnWmVvRlWPtnxdTkN/Zdf2uv6RtqFDdT27DU19efW9uTVdmeVturLWNEN9ZmmTpqAmSV+uzipLyipJ0BXFpxXEanJjU7IjE9JC41LDYlJDo9RrI+J9guKCY9MjUjJVKZkB8Smzlqz8cYnXkoDIJWtiPUPVPqq0NTEZoeqsGJ1BU1itK63PrW7JrWrSldZqCisTc4oik9IDImL9Q1RrQqPXhKtWB4V5BQR5BQSu8F+z3NfPc22AV2DwqsAw74AIv+BIm5HrH4/eHzv5YOzo3S9nnxjPPBg9ff/LieemUy8tZx99efbZbATA6nprAUYLMFm1NM24yWwyWcXg774e3376RvXGve3Dx3t3nhk6cPnYny+OXX85kS6aAKFcEU8gYvGlHI6UwxKzuHKe8wynOfN/jtWkNvVsOHbp+rsxMGoGJhzgFhzguNFi/jZutpjMVs1RkwmYcGDEwRcL/uLL6CgAowAcvnT5Jx8fmwkTbYgkpqNTjC7zjwcPv8+IADAGcLMFt0I7bgbfzGDcAkwAGP+js2TVnvi++GC2ANMYMD8d/Xrj/ecrrz5fePbl7ldw4dmXk/c/Hrj5uXv/3fINp1uGL5Z37g5P1E+aMUsmE3JYDCaDQ6JAVBhG6AwqnW6HwAQMtUNROxpqS0MJGEKgUu0oFHsqlUqjUTCMCFvxQ0gIQkRgMoyRYYwM/5UtrYUoRqGgZApKptDgCRQiBYMn2NoX5Rf/5xLiy9NXT86c397Sqg/3W+TMSFu7oDMnrqcgqUMf05GtataGdGSpunJjOrIiG9LXtGSFb6vP3tNSuq+14nhv8/am0t6K3PUlBT3lZYNdm4+dun31z+c4AEYjeP/W8vTu420beqL9/eViOYUuYimmIcopZLErVeSKyaaikkmo2B0VuMF8Z4gnp/JkVL4M5ikgntyKIl3iQpe4YCInTOREEztjQseJLCFDOYnp6GrHciCy2CQHPoUjhnlSiMtHeA6wgwjiyEhMrh2dQWA6ENhCe5bAjiPEFK5uv66Yvihg9hL/rLLanl1bN+3f3T684/i1x0/HwJXn5s1HblR0/Z5aviG1sjepdL2mqie9sierbkDfsDG3caCie2fr4IHObUfbthyqXLdVX70uu2qdvmqdrqxFW9yUmleTZqhLzq1M1Jcn6ooTdEUxaQUxKblRyZmRCRmhsalBUepAlTogLME3JMYnODYkPi1cna5KzfrVy18y5cfZy1b7xaREpZck5tSkFzfqK5rzqtsKatvya9ryq1pzKpvSDNXRaTlB8al+qkSvoMilPgELPH0Wr/Jb7OU7f6X3Qs9Vi1f7LPFe7eHvv3JtwFpVzNqI+NCYlBi11mbk2scDd0cP3v60/+aH4w++Hrv75fT9T0efjh95+vXCk08fx3EcANxs/u7UDr5PKJtxo8Vkwi34mAn8+fTT8PFrjYOHO7ae6v/9ysiZ+zdem/Nr19n8i4hyHOROEomCI3XhKaZIXWdPmrN0XmBsSEyatr6n98DZy4/ffRkD4JsRt1hw3GICVsMl8N2OGjcDixkYcTAOwKsx4xgAVx4/84tLJIkkNhTCv5nMpaHB248d+/oXWkarBiiOW77/xS24xTpYZ/rfYQY4/tcWFY6DUYv5+bcvtz59vPLu8+lnH48/+nL6heXwva9tOy83DJ2p7Tu0Ni5v0uylPKHCgc0ScBAqZEcgU+0pEBlBSBj6bzKJgCIEBLbHEFsMsUMRW4hqSyLbkslEGIbodIhO/18QwggZtaY+5H9DSKVgEAWDiAjFlkqAaHQbG5sN3Zt3DI7sG9wz2Ly+Ki2ju6hwb0fDSFuVLmBRfuTKJl1ER46qUx/Rrg9t1KztzI7YUBg/UJS8viiuLUc1WK7d25i7vTxtV03GQKG6tyhlqKH85I4tH56/u3v/8/0Hn8bHwcjI6UNHLrx+/u7uxSuHd+7MUKfTmPJ/whyKzIU5aaY915HIdWLIZ0BCd0QwCRO6QjwllSujcmVWAhGBEuLJKQ5SmK+giZ2pXBnElaFiZ0TqQuCK6Y6usEhMYHMIbAeII0B5fJQvgLkOsIOAxlPAfKEdxvwHzJjIEIpnzJmzatWsFV4zl/iIJi+MSyvt33WwYUNPYn5efmPn7TeWozc+rN95sXz9nvTqTZryjcll3cnl3frGwfzmocK2rSWdWyt7djduPtS57WjntqP1fXuKmjdmlLVllLVllXdoixpTCuvVuRXawtokfXl8Zkm8rihGmx+dkqNSZ4fFp4fGa4KjkwNUiQHhCf4h0d4BEX7BCQHRKcHx2uB4rdvP8wWuM5b4hUfpCjJKWzJKW7LLW7NLm3IrWvQVjbrimvSi6mitPiwp3TssZqlf0IJV/vNWeM/1WPXzMq/5Xn6LfQKXrw1cERTsHRbhG6kKiosPUycnZ+clZxWk55VmGypstlx4PXTu2e6rr/ZefX341seDN96eeDB64qX58OMPN95aZ6txMD4OcOsNMMABDoARx8ctuMmMg3ffwMWHH4ePXl8/crFv/x/bTt07cO3NhfvvBM7uKIs5aarLjFku8xb8uMhzwerQgKi09Ozy2o7N20ZOX779fuzhZ+M3AL4ZzcD6hWw0AqPJ6j2B48Bitla+33+OX7nmrYq1odJtJpJhmXJlWOies6e+D3lbjCYcWCzfjdNwswU3Gy1mo8U8/h/17v+P6KHJAqy4A4sFjAPwAeA33n8+//LbyWd435mXnYcflPYdKe7YoS2sc54yC8HoKIbyeFwYhVEMJaMImUEn0TFbiEqkYQQMtYYtDNkh8ESIakulECCIAEFEGLb+/g+BJAQhwhAZ/Z8BkxDIejRKxqxYwgwO08bGZumiFfeu3i3PLmkurGzJK65SJ/QWZnXqkxrSottyklqyY/vLtP1lyZsqk7vyItv1YR1ZqqbU0Ob0iPaixHq9qjU7urcwabAkpS8vdqA8ta88bbi16uj24fOHT5w/euHqiUtnD53d1Lvx4qkzB3ZsayrMHWhs2Lq+t6W6dYmXny2bSxHJWS4zEckUW7Yjhe8OCSfBIjdI6ATzFFb8rG0hxJPDfAXFQUrlymhiZ0SgJHDEqMwdU7rSlS62LDYqFlOZbJjDRXlCukCI8vkoj0/nSokM3t8pdLZy+kJ/lfKn+RNYDHsWgy135Ygm+4apPdaGyKfP4k6eklbSdPb+t/qB48XtI4VtO/R1w7kN27MaB3Nbt5Z176noHqkbONi4+UDH9hPrd57u3nWyZfBAceumzIr1mqImTVGTtqgprbgxMbc6UV+WmldlhTAuvSAqNVeVrA+LzwiJ1YTGakJjU9aEx/sHx3qvjfDwDfJcE7E2Wu0XmbjIO1A+7edZi71Vmjx1QUV6SWNqYYOupFGbUxmvzQmLT/MNifMKiFiyKnChl//8FasXePr8ttz7N0+/pWvDVkfE+ajiAuKSIzQ6VVpmXKY+UZ+Xkm/IKCnPKq/Mq6gvqm4xVDXabDz9dNvlV/3H7++99u7grY+Hbn06fufrsadfTz378MZoXVA1AZMF4Bbj/4DQbP5mwS3jADz5jJ+6+Xr78Tvde/7YfPzu9jOPbn4A1euGJ1Bglymuvy6cs2z5fN+1q1QpSSl5hvK2/u5th0/ffHPt5diTMfDWZP5iwr99M+G4CRiNwGwBFtxosuBmYMbBf5YrTl/5Iyg2ERVJbewoE5nc2Z6r+/fuG8UtAAAzAGMAN1ktHixmi8UILEYLbrTgpu9OZN/PXr6LHAKLVe/MAnATwHGL2fLNbDHi4AsAd99/vfbBePEV6Dn2vH7H7dYdl/X1m39dGcyXOotFEgcWjUGDaHQ6EcbsEJo9Sreno/Z0jEDDrBDawpA9DNkisC1EtYWpBJhKhGErgSQEIcKwPZVqT6V+f4tAZBgm/XdAVASBaJgdmUSlIRAdpWKYLZFMpcK3r93ZvXF7emRClTYrXxW9Li+7u0DXmZfSbcjcUJrTX569rT5voFLbVRjXa4hfnx/XkhHVqImsiAtuyI5p0Me25if1GDQDlenDtVn9VWn9VZmb6kv6G6q2tLcMtTTvbG3fVFe7ual+Z297e2l2R0FGuz69Tqvd2dW7bWhLcEwcmcmlS51RmTtJ6GIvcKMI3KgCV5pkMsRTQg5yWKBAhY4wX4GJnKxAMmVuiEAJ8+RkgYLIk3PdZ7CcJ0F8oYNSSaAzIAcORypH+EKEJ4R4EjJXamOHyGctDdaUecfkCaf9+gONjop4fKWjyHGSzPXHyfPmrwwP/XmVT3HH5j0Xn9VtOmboGCnu2G1o32lo31Xau6+ib3/NwMGGzYebh4+v33Wqd+/59btPdWw5XNc3kl3doy1q1RQ1aoqa0ktakvNr1Xk1ifpydU5FQlZpdFphVGpeVGpuuDo7LD4jKDo1ODolKEq9NiLBNzjGyz9shW/QSv+wNaokv8jE6b95zFnmE56ck1pQnVxYE6MrDlHnBsWl+YbEewVEefiGLFix5rflvr8t952/wnfBSr/F3oGegWHeITEBsclhKTqVJjtWl5ecV6I1lKUXl+tKK/WVtbnV9blV9VZP0pziapuNZ5/vvPrh95ufD9z+vP/Wh4M3P5y49/X4g/e3P379CgDAcWA2AtwI/tJowK3CvWaTEYC3RvzWW9PhP15uO/lw4OCdbWeeHL394d4X4DJnidRp0kpvHy/f1VFxcfGa9ILa1sr1W3r3njty+eXNl+D+R/AKx0cBGLPgZrPVwtZ6/QhwAMbx70pmp/68vtTX38be/p8kKsIRLFrls2X/oU//SY44wC3f+1X8L+s/y/cWEv/fzjFWCC0ANwGzEVjGwJgJWIAZx99ZzM8t+N0xcPUd2Hr2bc3Gsx3b/6xc//uKteE8uRPC5HEFYioVhhEMxugUjEmiM+3oDnZ0BoGOEmgIAUMJCGyHIrYIZIvA9hBsB8N2MGwPwUQIsnJoJZAAQfZUqjUlEhGYglCt1xJkhEqGIZiGEahkGpNBIlMpMESCMBubf0ap1DsHd+8fHnl29Xp2uCorJKQ4MaZSk9SYk1Gbkdqen7mxsmBDeU53cXqXIaXLkLqhJKPHkNaWmVyToqpMDqjLCG3PSewqSu8p022o0vVV6wZqM4cbC7c0lgxXFXTlqTfoU7p0CV1Z8S2ZER05Ueuz4geL9ENlRccGejc01m0dHuroXDdv6VK6VEkVyVG5KyR0JHHlKN+RJnCx5kBrK0hxkJLYYiuNMF9B5crIPBmRJ4XFjnSJK1PqSOeLKCz2vyEqS6ZERDIqTzbBQUGW//iTX6x/WvVvgbpFobmC6ctRmSuR64AJBVyFEyoQu/w0W5WRHpWd37v/zL4/3rTuuFDVf6Bm44Hq3n0VPfuq+g7UDx9vGDzaNHS0Z+/Fvn0XunafaRo8VN2zs6Bpo7qgKSmvNimvVp1fpy1uSsqtTsqtTtCXJWaXxemKVZp8VWpuZLI+NDEzJCYtQJUcqFIHRCb6hcauCohY6Rvi4Ru4Oki1Oixu0eqgHxesDIxLi9OVhKr13hHJC30j5nkG/roicKFX0FKfUA+/iOX+YR5+4R5+YV6Bkb5hcQFR6vCkjEhNTnxmsTqnNDW/Is1QpSupySyrzSqvzSqvySyrzSyr0eQXJ2UVRiTpAqPUNgNnn/cdfzRy7ePItQ9nnuCnH42ffDB2+uHr9xb8Gw4AjuNmowU34sBiTS4Wi7WPsowCcO+j8crr8f1/vB4++mD7ySfbTj/68x3YcfqmPVM6b/GqoMiEoLDY1IyCTEONoX5Dy9DhgUN/HL/1/tor05/PR599sXwBwGTBLabv3gxG83+EQcGNV68C1UkUPt/G3t4Wo82cv7C6pe3J6+/7uEYT/h0r3OrzYAYWiwUYv1twAiMOLBYLbrV/AMB60mrGLd/vNXHzODAD3GQxAfAKgKsfwcj1Ly0jT9btety19aoqtcRtxhyhhM9k0VAmg4IwqBibgnEJNC6RxibQ6fZ0uj0dJaCoPYbaozABRewQyA6C7SDYzkodBP1Vdn7Hzxr/A0IqFaFCCBlCyBBCgRAYgiEEwyhUGMXoE23tbGz+65fffB48fA0AAGPg3rlL1brMCq22ICFOp4rUqSJKUhOqM9SN2drOYl13qb6/Iq+3LHtjeW5/eV6dJrYyKbwxLbg1PbwtJ259fuo6Q0pPZVp/lXaoRrerKX9nfcH26szBUnW/PmZjZnRfTtT6zKDu3LAtpWnDpTkbDXkbKgz9LfU1JUXa1KTUtBRVQvSshQuYcicyRwDzZDSeksySYSInKlcG878nQzJHQnGQWmtUKldG4ckQqROVr6SLnVgSJzpfArE5mEBEZPPt2eIJDIm9eMZKdVmgvnFOYMaMVanTV6gdfwkQT59PEckgoZApU7LkMsWMaaklxWEZ+sathw9e/7Bu79XGbafatp5s3Hy0cfBow+Cxlh1n2ref6dx5pmfvxb59F1u3HK3o3m1oGdCUtEbpyuKya+L1VQk51ckFDYk5VYk5VQmZZfGZJbEZRREpeRFJWeFJWSHxGUHRmjURSWsjEv3D4rwDVZ6+YStWB3n4BHquDVkdGjNnqfdvngFrotN8IpKXron6dVXor6tCF/qFLwuI9AqO9wyM9wyMW74mysM/0iswdk2kOjQpXaXJTtQVqvXlqQXV6YW16cW1GcW1maV1upJaXUmN1lCRqDfEZuYHJqT4RSV5Bqo8fENtNpx+Onjpzc4/Pmy7+Orw3dEDtz+ffPjt7ptR/LsrkvVxNuPfH3GrlC0wAvDKaLn8euz002/7rrzdder5gUvvf7/06rEJeISpFTN+C4/PCInRJmgLsgqb8qt7q9bv33z03s4LTw5ef339nfHmy0/3nr97/e7/9HVdUVFl25Y3etw33lWh0qkIYs52vvd2P+32tZ1sEAVByZmiCihSJSpHKhdQiSIWWGREkoCKCTEnomLOLbRtRhqBCuec91HoTW+8M9bHPh/744xx5phrr7n2XNNzcy4IBF0gNOMGIRh2wPCF0ashCdFeGIwXgEWsXPnD7t0NXV0vZt554OcCXTAEQi7XPM25P3g5ueF5BwwPHzph0PU+HfXc/JhXVDw7ZtzutyD8q8N17O5k3YXxyqPj1T2PaLyqVeu3+K9cvnwVieiHxPsC3gAaRVzsjfVfhFuGJCxD4BcjiAQUEUASAG8sgAAABAbrjcH4YDAfSO9fwgcAFqHRi9DofwYhgMWhABwSwCEBHAbAYdEABsDhiCQ/L6+PtgXs8Hzs8LnR9tq2Ml2hSSZvKrY0WYtrDXqjgCOkkjP27GClROjYWVYZt1QuKFNwreK8arXQrhWWyRl7Vey6fIZdmm0T59oVnH2FonaLpN0saDXzusyiHpPkgFnYZmQ0ymgtkqxmaVq1MLFBm7tXxrLJZQ0mS/Pe8rMnD2VQY5vqK7jMdL1OkpIYERUR+sO2bSvXfYomrcYt24hZug6/6hPcyo9RS9Yi/dd4ajPA8g2eQC9dh1m+Dr/6Y/yyDTj/taSla/1Wrfddu4G4/gsvYPnyzcFksS2cZf4qLOPTgJg134R+G5y6aXv8si+3kDZ+hlu7AVi1nrB6jd/6NQGxcVE5XNvBy52Xf6vqHbMdGqw5Mljddamqe6DiwMXSzvP1x0b391+vOTxY2XlaW31AbGng6iozxAYKV5sjtdDl5hypka20MuSmLFFBJl+TyVdlcJVkhoScI0jK4iVm5MWnsaLJOVHkzMikjJCo5B1h8Tt2J4RExIfGpgSGx/9la+CPIbGBkakBe1IDo9N2JWVFZTCjaexIal4EmbU7iRmewoymchOyBBSWPEugzVMY8hQGrsrEVxcL1FahpkSoKRVrrZx8A0OkyeTJyXR+FCUnPDlje0zizhhycAx1T0K6V/vo630DTw8Mvzh49VX/vXe911+duvfu9QwIw043CDlh2AlDLtgNwg4IdkDzEy5hBwQ9nJy7+sZ16anz+Njk8eHJM9dnr/0OHR68v3bTL4FRSQyJIleoECnMiqLaoqpDZfsut52bODr28sTtF6PP3o1Pu95Mz069nXH9gwH+mdGbu6npPssWe6EWfUQkrfj6G2VF5bWnT53v7806IScEOmDYATpm5hH4AYQQ5BEbQNg9j0DI8aG71ZOwuiDYAcGzbngahJ9B8MJyeXkAAA7WSURBVPBrd+vARFX/4/bht9b2oUiKZM2nm5csWbVipT8Gh1iIxaD8/BbhcQgCAe+/FEPyQ+OJSAIBhSOgsHgkgENisEg0BokCvDFobxQaAWB9MFgE5p/zz/cc+K9MCACY9yBE49AYHBaLwyJQqAULvdes+3hqevbawLVjjZ02rbHWYKkxGuqMRdWFmkaTvtVc1KhXVgg4agaFFhuUGhEgp1MNojyjiG1TS+qM+Xa90KZm27Xs6nxWpYRpk7DsSl6rWdJukRwok3aVSTpMoo4iUZtF0lrO36djt+m4LSpGnZJWo2LW6fKfjF6/fvmqrara3lhps5stZoVBy9v106aQrV8z05KOHOhubetKSWcv3bhpEWnFAuIKb99VCP81yCVrPVkoYvFqhP8apP8a5JLVqCVrsEs34JZuICzeQPBf641fvPSTv/wnaaXfFz+H5ehimKXfheVt3BL25U87v/xu21dbA7YG7ln3181LN37qt27DAsLihTjcAhLe77PPDI1dAxPgvrO/lvaMVB0ZqT9xtebgoP3QUFXPlb29Q40nr9cfHbbuP6Wp6uIW1eSqyrKlJgpPl8bX0+UWutycLTEw5ZZcqYEm0NO4qgyuMi0vP4UhScriJWRyY9PZ0WR6ZEpmZCItIjF9+574gODo7aGxIRHxu2KSvv4x6PMtAT/vig+Oo0WksmLTeTE0bjSNtTs1KzQlJyyRGUXhJ+XmZwkLmHITW2Hh68uF+gquupijNPNUxXlyC0tqYooLsvlaKlOWmMmNodD3JGfuiqeExFF2xKWEJlKjUnIS0xle+wdfNl4c7xyd7Bib7Bh+2T4wfvu5A4Rhh3PGCXn+ZdgFu52wAwTn3KATgkAYht7MgXdezl17DV6acPbdmjox8vL8vamXMBybK9347c4MjjxboGTJCgRaq8LaaKw/Xnf0esfl8aGn4Nhz6N4k/Ac0Dx/Pc/LK5aCYGC8fxEc4HLBy5ZbAIHN19YMXr+fZD4bnYLcTdL+vDTkhyOXpefFMAAQ/WLaB0PuiiwuCnB5bUQh2g263C3S7YHgKgl+64LuTcM+153UXHraPvGi7NJHMK0Qt3bgAA2CJOCweAwA4vO8SbyLpzxgc0tcXScCjcBgMHoclEDA4HBqLQwB4HwzOB8D4fAAhGo3EYpEYAIHBegOYv7MfGu2NBhAA4A0A3mjAG8D4YLBILA4BYNA4NAaHweDQaCwWgQUQWAAgEr28vIw6U1VJVWWBqclgbTBamopLqwuKbHpdo8W8z1zYoJU1KIVNCl6VjF2az9LlUdkJuwWpsQVcerlS3FJa1GTVNxZrGopV1SqhXSmokvOrlDy7itdiEHeV5h+u1HeYZC0FkkYdv9kkbCkUdBSK69Ucm5JdKOGNXr7yx7SrpaO3uqXdVG5uP2BnZsXlxgWRd27OT4ssEee0VBg7GupOHj/V339RU2RNzWYEhEYFRiR8Hxy5YfMPxHWfLySu8PZdSVj1CXHFBtKytVi/lUvXfLr2s6+XLF/31abvPv/bN98Fhgl0pSJTHUNaJlFVqotKrOU2296qlubm7gMH6hsbiitsRZV7+TpLOJX2fVjUpp2RXVfunrj51nbwRnnXNfvRm419NxqP32g6cb3zwsPDQ+PNfVcLag+JihtZ6so0YVEaT0/OU6ewVWl8fbbUmJtvyhQWZkkKs8WF6Tx1GleZzsmnsmVJOaJEGi8xIy+OwohMoUUmZIQnUMNikgN3R/0cFBa4KzI4Mv6bwO1rv9q8NTg8NCkzNpOfzMxPYcsT6LK4LH4CQ0RhKzOFRcx8K09rE+gruZpynraMpynlqKy5MkOmQJPJV1OYsuQsQUx63u6k7ODYtJC4tOAY6s6Y1ND49N3JGXuo9IQcXjpHRhervdqG3taeetx+dbrzHnzg5kzPyPjkLOSGYSfkdkFuF+R2up1OyAlCIAg5QcjtBOfcIHj3+eydl+Dwr7Pn7k2dvvvm1L0XIy+nhyZefbktfHs8naeppPPVNK5GVFiltrUam4/VnRjtu/7s8v2ph6/dz6bh397Mm51dunGLymIilpH+hEN8hEGu/uILjlh1ceDGB5Mnp9PpdrtBEJoXS2AIhiG3B2cw5IJBj87vEd9BCAbdIATOuhyzTghygO4ZxxwEgzAEupyuqVnw6TR88eG7hrPjvddnD42+5Jjq1337C8J/KXoxCe2LQxOwAI6Awflh8UtQeCKaSMCQCFgSCevri8ITUAQCikBAEwgoPN4HC/hgsAgAiwDmj3wfDoGL0OgFKJQPCo3AAPOBBhBozwKDBLAoTybq6Z7B4hF4nDcBvxCHxfr7ef3HR2ZVkU1p2asptsiV4lyWIJut5kltRuvw8dN9Tc3NWuU+laRNKazkZZfzsm1iZrmQYWDT1NlpOna2VSG2F2rrSyzNFSX1RmWDQVarF9VqxQ16cZtF2VNW2FWibVKJ7PK8GhmrTs5qlNLbi0QNOlGlXlFUZDzSf7F/6ObFWw86+/ob9zf0H2nhZ8QyIn80ZEVYGdEVPLJdw6ktVDaWWg/t33+0u+fIkd4TJ8/2Xxhp7T1jqtmvstYwZTq6UCWQa2k5eYnxqXvC42KTKUyuSCJV2irt9qq6Y0f6L1waPn158MLA6MjQ2JXLQ1cuDl4bHBo8c3rgdH93R1tjW1tN5+GS1t6KA8dN+3oYmvKGY2PHr76pPXSzvvdO3ZE7TcduHx74fXjCfeXRTOf5u5amEyJTfabcmsrVJbIUqXma1Dw1ma3IEBVmyYy5cmOmuIAmLsiUFFI5CgpbRmVLKGxJco4gOYOTSGFEJdEiEih7YpLDYhJCo2IDd+35LiDol51hgbsi1v71bxv/e0tATFJEOjMlT0EV6VP5GqpInyk10PPNbFUpT1fF11fy9BVsZQlLYcmWFNF4aipbnsqUJmTxo9NYoYm0HTHUHTGUnbGUnbGU0ETanpTscHJOODk3Mo2ewJRR+KpceQFbZfCqPvlrzalH9Reft4xOdYy+uvq7C4Zh2O2EoVkYmp1P6iCnyz3ndrsgGHK73ZOzM7dfzN18AY5MOK48nLvw+I8LD18/hWCmxrLhmyAyS5snL+HJTXJjtbaiRWfv2dtzZf/Zu6duvhl4MjMyMXvjmXPiHXz07OCuuBQvBNoLgfD2W/zx5k3a4uKxe48+VDPheQeN/3MEp0d+d8DwHASDnsEPoEddBCHQ4YQgN+iG3S4HDENOl+vVjPOZA7z9erZ78FnfrblzD2Cd/dD6LUFeCOIi0mJvIhFBQCNJAJqAQ+GJGNISgOQPEEgAiYQhElF4PJpAQOJwaALBs0DicB+EB0+SuRCF8iz+IfMEEP8WPn8HIRaFR6OwaBQWQOIxPgT8nwHsf/mgfLyBQolWz5SXyws76+tvD47cG7nxcOzO2IWh9gq7Xa1p0ap6ClXNIk4Vh1bGzSzjZZdwsivE7GqlsJCTI8pIlTMyzHJxiUrWZNXWmxT2InltkaS2SFZfIG2zajpKtXuV3AoZq07JqxBkmOgJNZKcWp3weEdjU/O+IxcGH025fp1yXns40Xem7+Thfby0GF1ujI1PtnETStmxZeL0yny2vVDdaDJ3NzUe3N/a1dl9ou/sjbu/Pn/rmoXhaQf8dsrx9u2738Z/v3Pn8YPHz+4/fHrn/pP7D8cf3Ht8//aDsaFrZ/rP9p3oP3qs/+ix0/0nL146P3J14OrguQuHWttrKitLSsuLbTXqkiq+sSxHazk4cOfOJHzg/OOOs49aTz04cH5i+Inr7hQ8+MTZ3HdNZm1hqCtTuPqILGl0liQhN5/K1dOEepqwIFdmYirNuXJjlqQwQ6DJFGhS2flkljiVKU6hC+MzuTFkelR8Zng8NTQyOSQiLiQyJjBsz/eBO37YvuOnHSGbfgj4NiB4e0xyODUngc6nCFRUoZ4mM+QozGxNCVdXxiso5+kq6HJLOl+bzJDFZYkSMnmRVFZIPC04mhIUSQ6KTt0enbIjlhpBocfT8hKyeUm5/KRcQVI2j0wXUtjibJmBrjBydWaxvtir9tyT5vPjLZef15//rXds8qXT8/uDsNsNQ/PqgROCHBA0B0FzMPzGAT16MX3zlePaC+fg+MylB28vPZ4ae+E8dfPJpp1xW4LjaQJjltDAUJhlxXWy4n0a28HaQ8N9154PjztHJ6YfvnXX9/aHJJBxK1b/meCHXrrik01buUrtuZGrsx/EBBB2udzvu18gh8Pxb1M4PQ2ks7Cn3W3e1h52ezaDkMvhAmHI6QanZlyTTujRFHTyxtvW8791DTw1Np34elvUIuLyRcTF3kQiytcXScT54FEIAhZFwiF9fZF+i1G+/gDJDyCRUHi8B2yes9w8Db6nPm8MZhEavRCFWoBELkShPK8eaR6Bxvy/IARQeCQKj0ThUUgc2puARRJJf1rgvWrlusFTA69vv5gdfzM+dv1018Hmyuq64gq7saS2yFRfUNRdYu4q1O5XCJsVvHp5Xo2UWcbPKRfQK6Rsi4CZn03lp8YL0pPy6RlGCccs55SoBOVqQamKVyxlWuXsah2/3iBrNMmbDRJ7fq6BkVAuyiiVs0927T/Rf+bBiz/uTzoHH0yMT83eun/LZlYkh/5Ywk8tzUsqZ8VaWdEmRpyFm9aglbaXGLpr9nbW1nY0NLQ17W9v6+7uOnywu7dtf1tjbW17Y31na0tnx8HO9oO9B4+f7O0/fujY0Z7eE0eOHu/uOdzedryrq7/3yPn+c1cuDA1dGh44c7Hv4KEWu91eUW4yF6uNVoHeoqyqO3vvyf1p+MYr58UHM6dvTg48dtx6BV/93d1x7rax6Qhbb8+QWsm8wrA0QThNnEDPTxcUMPKLmYpiltLKUpew1dZsaRFNqE3jqagcJZkpSc4VJuXwk7I5semMyARaRFx6eAw1LDoxODwuaE/EtuDQrQHbv/sl6Kv/+Wn955tC4lLJDEFqnixdoM2SGmnSoqx8E11TzNaUsFUWhsKULSmi5CkTs8Qx6dxIKjM2jR2VyohMzoki58an0eOzOHE5vBS2OJ2vSOflk/OkKWxJEkMYn82ncGQ5Uj1HV8bRlUgM5XJD2f8CWuVmU8mOVGoAAAAASUVORK5CYII=" /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Streaming</div>
<div class="MsoNormal" style="margin-left: .5in;">
Virtual attendance at a wake or
funeral can allow people who may not be able to attend, but wish to say
goodbye, the opportunity for closure. Skype or other live streaming programs
can allow for multiple possibilities. Many funeral homes are opening up digital options, for a cost. Another way to enable this feature is for people with
smart phones at the funeral to ask the director for their Wi-Fi password
enabling Skype or Face time on their phones. This may offer a low cost option
to those which cannot afford the funeral home’s expensive offer.</div>
<div class="MsoNormal">
Facebook</div>
<div class="MsoNormal" style="margin-left: .5in;">
Facebook has an option to
memorialize accounts when people are deceased. Hearing from people who still
have access to their loved one’s account, the response has been positive. The
clients I have go back to look at their loved one’s pictures and write on their
“wall” when special events or holidays occur. They see other posts and feel as
if people still care. In a very basic way these people are mourning as a group.</div>
<div class="MsoNormal">
Memories</div>
<div class="MsoNormal" style="margin-left: .5in;">
Online books can be created at
sites such as Legacy.com. This company works with newspapers to create an
online obituary. People can create a memorial site with pictures and create a
guest book. The messages left on the site can be made into a book. <span style="mso-spacerun: yes;"> </span>Family and friends can not only search by
name, but by memorial sites based upon categories (i.e. decades, universities,
firefighters, etc.) The site even offers resources for grief support. </div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal">
Options for grief support are changing rapidly. Sofka, Cupit, and Gilbert (2012) have created a book of
collected works called “Dying, Death, and Grief in an Online Universe: For
Counselors and Educators." This book explores how technology has transformed how
people grieve. There is relevant information on ethical considerations, the
digital divide, support networks, and education around grief and death.
Understanding these resources can help our clients grieve in traditional and
non-traditional ways. How have you used some of these resources with your
clients?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Resources</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -.5in;">
<span style="mso-fareast-font-family: "Times New Roman";">(2012). C. Sofka, I. Cupit & K. Gilbert (Eds.), <i>Dying,
Death, and Grief in an Online Universe: For Counselors and Educators </i>New
York: Springer Publishing Company, LLC. </span></div>
<div class="MsoNormal">
<br /></div>
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-6718012705776606612013-12-31T13:32:00.000-05:002019-01-15T00:09:52.971-05:00Example of a Technology Assessment/rubric for use with FamiliesHappy New Year everyone! I am attaching a link for a technology
assessment I use with families. This link goes to my website page of
educational trainings. Under technology series, look down to technology
assessments. You will see sample questions and the technology assessment
rubric. Use these as you see fit in your practice. If you have any
suggestions, modifications, or want to share your experience with this
tool, please do! <br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="Image result for family and technology" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRO7fVpgY6FScuBg7UKHdzr0RBSvXiOvB2xLVA3SjWySUGlE3su8Q" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRO7fVpgY6FScuBg7UKHdzr0RBSvXiOvB2xLVA3SjWySUGlE3su8Q" style="height: 185px; margin-left: 2px; margin-right: 2px; margin-top: 0px; width: 185px;" /></div>
<br />
Link to Resource:<br />
<a href="https://www.academia.edu/32103932/Update_Technology_Evaluation_Family_3_17" target="_blank">Update_Technology_Evaluation_Family_3_17</a><br />
<br />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com2tag:blogger.com,1999:blog-7018364702492617143.post-46512650767997549862013-11-13T20:28:00.000-05:002014-02-02T15:20:23.638-05:00Attention Field Supervisors and Social Work Students: Making the most out of your field experience learning plan Each semester I work with my
interns on their learning plan. Most of my interns are digital natives. I am a
digital immigrant. Technology was not even available to me in social work
practice until the nineties. <span style="mso-spacerun: yes;"> </span>I find it
interesting to observe how digital natives relate technology to their practice.
These natives often do not understand how to connect digital opportunities with
their client populations beyond Internet Searches.<br />
<div class="MsoNormal" style="text-indent: 0.5in;">
<br /></div>
<div class="MsoNormal" style="text-indent: 0.5in;">
Here I offer some digital possibilities
for students to integrate theory with practice in their field settings. <span style="mso-spacerun: yes;"> </span>Each one should be discussed with the field
supervisor or in the field class. If you have practice with any of them please
let me know your experience.</div>
<div class="MsoNormal" style="text-indent: 0.5in;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableColorfulGridAccent5" style="border-collapse: collapse; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;">
<td style="background: rgb(182, 221, 232); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 102; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 5;">
<b>CSWE Field Competency<span style="color: white; mso-themecolor: background1;"></span></b></div>
</td>
<td style="background: rgb(182, 221, 232); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 102; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 1;">
<b><span style="color: black; mso-themecolor: text1;"> Learning
Opportunities/Tasks</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<span style="color: white; mso-fareast-font-family: "Times New Roman"; mso-themecolor: background1;">Identify as a professional social
worker and conduct oneself accordingly.</span><span style="color: white; mso-themecolor: background1;"></span></div>
</td>
<td style="background: rgb(165, 213, 226); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 127; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Create
a LinkedIn account</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Join
social work groups on LinkedIn relating to your social work population and
the profession</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Keep
an online journal of your experiences each week and share with supervisor,
examples are Penzu or Day One</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Create
a blog between you and your supervisor to track resources for your client
population, ask questions, or share tools, be sure to make the blog private</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Curate
topics on Scoop.It or Triberr about social work interests</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Google
podcasts, pictures, and videos of various social work events/training to
understand professional standards for communication, dress and behavior</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Join
social work blogs and magazines online, use Bundlepost to keep up with them</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Identify
national, regional, and local conferences within your education needs</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-yfti-cnfc: 64;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<span style="color: white; mso-fareast-font-family: "Times New Roman"; mso-themecolor: background1;">Apply social work ethical principles
to guide professional practice.</span><span style="color: white; mso-themecolor: background1;"></span></div>
</td>
<td style="background: rgb(218, 238, 243); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Join social work groups on LinkedIn
relating to social work ethics </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Read the online ethical standard
NASW creates in your practice area and the technology standards</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Research topics in the Journal of
Social Work Values and Ethics</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Use a search engine to explore
ethical dilemmas in social work practices and journal about how you would have
responded to share with your supervisor</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Research an ethical decision making process
online and relate it to the agency or population served</span><br />
<span style="color: black; mso-themecolor: text1;"><span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span> </span><span style="color: black; mso-themecolor: text1;">Evaluate your technology practices for ethical applications and guidelines in social media and communication usage. </span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0in 20.4pt; text-indent: -13.5pt;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<span style="color: white; mso-themecolor: background1;">Apply
critical thinking to inform and communicate professional judgments.</span></div>
</td>
<td style="background: rgb(165, 213, 226); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 127; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Review
Bloom’s Digital Taxonomy to integrate technology into problem solving</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Search
for similar programs online to compare their research based strategies to
your placement</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Using
Google Images, identify visual models for assessment, prevention,
intervention, and evaluation of your field population</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span>Search Ted for inspirational videos about
agency or client interests</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Place
communication with clients, community or other agencies on GoogleDocs for review
by other social workers</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Video
tape yourself addressing differences in practice, problem solving conflicts
or working with difficult clients (give friends a script as to how you want
them to behave)</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-yfti-cnfc: 64;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<span style="color: white; mso-themecolor: background1;">Engage
diversity and difference in practice.</span></div>
</td>
<td style="background: rgb(218, 238, 243); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Interpret client data collected by
agency against community data for any discrimination</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Identify three issues with diversity
and culture you have had with client populations, then develop a survey on
Surveymonkey.com explaining each issue </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto;">
<span style="color: black; mso-themecolor: text1;">and
asking for other professionals, within the organization, viewpoint</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Develop a list of links relevant to understanding
cultures served by your organization</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Videotape different cultural
segments at a protest to understand their point of view on the matter </span><br />
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">· Identify microaggressions online and discuss how they may impact your client population.</span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<span style="color: white; mso-themecolor: background1;">Advance
human rights and social and economic justice.</span></div>
</td>
<td style="background: rgb(165, 213, 226); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 127; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Start
a campaign on Causes.com or another charity site</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Cultivate
an advocacy blog</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Join
advocacy lists for your causes online</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Find
your local and federal representatives online and write a letter in support
or against legislation affecting a population of interest</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Make
a viral video on a social or economic justice issue to post on YouTube</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Create
a Facebook page or Pinterest for your issue</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Keep
a political log of issues affecting your population online, share it on
social media</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-yfti-cnfc: 64;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<span style="color: white; mso-themecolor: background1;">Engage
in research-informed practice and practice-informed research.</span></div>
</td>
<td style="background: rgb(218, 238, 243); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Research charities on charitynavigator.org
to see where your organization fits</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Find which EIPs your organization
uses and how they research their programs, then use your school database to
research alternative approaches to affect change</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Discover outcomes at your agency and
compare with other agencies</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Pinpoint and review grant
applications online for EIP needs</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">View information on research through
Storify or create your own Storify</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<span style="color: white; mso-themecolor: background1;">Apply
knowledge of human behavior and the social environment.</span></div>
</td>
<td style="background: rgb(165, 213, 226); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 127; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Identify and assess
websites which will empower your client population</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Generate
a list of android and apple applications for use with your population</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Create
a systems view of how the digital divide affects your population</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Design
an online class for clients or staff at Rcampus or MyiCourse, offer the
course at your agency or within the community</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Model
a technology ecomap of a client system</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Develop
a method to empower clients usage of technology to advance their problem
solving and opportunity </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-yfti-cnfc: 64;">
<br /></div>
</td>
</tr>
<tr style="height: 89.15pt; mso-yfti-irow: 7;">
<td style="background: rgb(49, 132, 155); border: currentColor; height: 89.15pt; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 4;">
<span style="color: white; mso-themecolor: background1;">Engage
in policy practice to advance social and economic well-being and to deliver
effective social work services.</span></div>
</td>
<td style="background: rgb(218, 238, 243); border: currentColor; height: 89.15pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Identify appropriate grants and
foundations online for use by your agency</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Find the advocacy group for your
population and research policies the group works toward changing</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Host a twitter debate about policy
relevant to your setting, market to appropriate stakeholders</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Recognize and create an agency
policy on GoogleDocs and open it for feedback</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="background: rgb(49, 132, 155); border: currentColor; mso-background-themecolor: accent5; mso-background-themeshade: 191; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 126.9pt;" valign="top" width="212"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-yfti-cnfc: 68;">
<span style="color: white; mso-themecolor: background1;">Respond
to contexts that shape practice.</span></div>
</td>
<td style="background: rgb(165, 213, 226); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 127; mso-border-bottom-alt: solid white .5pt; mso-border-bottom-themecolor: background1; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Analyze
and compare rural and urban digital solutions to the social issue addressed, evaluate problems</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Videotape
interviews with community stakeholders for upload to agency website</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Evaluate
digital tools and technology systems at your agency, present to supervisor,
director, or board</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l0 level1 lfo4; mso-yfti-cnfc: 64; text-indent: -13pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><span style="color: black; mso-themecolor: text1;">Curate
relevant technology changes applicable to your agency with Curata </span></div>
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<br /></div>
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<span style="color: white; mso-themecolor: background1;">Engage,
assess, intervene, and evaluate with individuals, families, groups,
organizations, and communities</span></div>
</td>
<td style="background: rgb(218, 238, 243); border: currentColor; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-top-alt: solid white .5pt; mso-border-top-themecolor: background1; padding: 0in 5.4pt; width: 351.9pt;" valign="top" width="587"><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Use a GoPro, with informed consent,
to tape a segment of the day you are most engaged with your client population
</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Complete technology assessments with
clients</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Identify and intervene with
appropriate technology in your client setting</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Develop a plan for efficiently using
the agency’s electronic records system </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 0in 0in 0in 20.4pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -13.5pt;">
<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="color: black; mso-themecolor: text1;">Assess social media usage at your
agency and create a social engagement strategy for your placement</span></div>
</td>
</tr>
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<div class="MsoNormal">
Revised 11/27/13</div>
Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com2tag:blogger.com,1999:blog-7018364702492617143.post-68653378292793892582013-11-05T13:40:00.001-05:002013-11-14T12:44:47.091-05:00Chronosystem and the Digtal Divide: Part V<!--[if !mso]>
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<![endif]--><span style="mso-fareast-font-family: "Times New Roman";">The
chronosystem incorporates the aspect of time during a person’s life.
Developmental milestones and how they relate to significant experiences of a
child influence their behavior, values, and beliefs. Bers (2010) discusses the
need to promote a Positive Development framework moving past confidence and
competence with technology to mentor children toward development of a positive
relationship in their digital interactions. These relationships build tools to include
content creation, creativity, collaboration, communication, community-building,
and choice of conduct (Bers, 2010). Theodotou (2010) researched technology in
early childhood learning the efficacy of children in their cognitive abilities
is enhanced with technology and adult mentorship. There is a downside to when
technology is integrated into child learning. A child who becomes immersed in
the digital world may experience vision problems or increasing obesity
(Theodotou, 2010). Or what happens when there is a trauma related to an interaction with technology? Exploring negative technology interactions in the lifespan is an area yet explored. Research needs to address the advantages and disadvantages of
using digital tools along the lifespan. </span><br />
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<a href="http://www.google.com/imgres?biw=1024&bih=674&tbm=isch&tbnid=W1YzDKxBgWtEcM:&imgrefurl=http://bits.blogs.nytimes.com/2013/03/31/disruptions-what-does-a-tablet-do-to-the-childs-mind/&docid=evsHSWRKntGGKM&imgurl=http://graphics8.nytimes.com/images/2013/04/01/technology/01bits-disrupt/01bits-disrupt-tmagArticle.jpg&w=592&h=281&ei=a9daUp7ZCuO0yAHkn4DgAQ&zoom=1&ved=1t:3588,r:9,s:0,i:106&iact=rc&page=1&tbnh=155&tbnw=318&start=0&ndsp=10&tx=155.20001220703125&ty=80.20001220703125"><span style="background: #CCCCCC; color: blue; font-family: "Arial","sans-serif"; font-size: 13.5pt; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="mso-fareast-font-family: "Times New Roman";"> </span></div>
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<span style="mso-fareast-font-family: "Times New Roman";"> As
we move forward into our digital future it is clear, technology is only going
to progress. We can be at the mercy of technology or identify, assess, adapt,
and develop constructive solutions to a changing society. How have you adapted
your practice?</span></div>
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<span style="mso-fareast-font-family: "Times New Roman";">References</span></div>
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<span style="mso-fareast-font-family: "Times New Roman";">Bers,
M. (2010). Beyond computer literacy: supporting youth's positive development
through technology. <i>New Directions For Youth Development</i>, <i>2010</i>(128),
13-23. doi:10.1002/yd.371</span></div>
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<span style="font-family: "Times","serif"; mso-fareast-font-family: "Times New Roman";">Bronfenbrenner,
U. (1994). Ecological models of human development. <i>International
Encyclopedia of Education</i>, <i>3</i>(2), </span></div>
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<span style="mso-fareast-font-family: "Times New Roman";">Theodotou,
E. (2010). Using Computers in Early Years Education: What Are the Effects on
Children's Development? Some Suggestions Concerning Beneficial Computer
Practice. <i>Online Submission</i>,</span></div>
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Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0tag:blogger.com,1999:blog-7018364702492617143.post-86904358111208039492013-10-11T21:46:00.001-04:002013-10-11T21:53:07.177-04:00Exosystem and Macrosystem Impact within the Digital Divide: Part IV<!--[if gte mso 9]><xml>
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The indirect impact of a digital world influences people
through the exosystem.<span style="mso-spacerun: yes;"> </span>Examples of how an
ecosystem impacts an adolescents life is seen through advances in school
technologies, changes in government standards, issues at parents workplaces, or
significant technology advancements. Effects of the exosystem on adolescents
may seem subtle but the impact can disrupt their lives in profound ways. The difficulty
is in understanding the indirect nature of consequences impacting the
adolescent.<br />
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<span style="mso-spacerun: yes;"> </span>An adolescent girl is
having behavior problems at school. There is an IEP meeting to discuss the
issue. After the meeting one of the teachers gets a funny mass e-mail from a teacher’s
aide. The teacher’s aide works with the teenage girl, so the teacher replies
giving her the specifics of the meeting, the girl’s first name, and her
opinions about how this girl will always have problems and is a troublemaker.
Instead of “reply”, she hits “reply all.” Now the entire school is informed of
the meeting and the teachers’ opinions about the teenage girl. How does this
affect other teachers’ behaviors with this girl? This exosystem impacts the
behavior of other’s toward her without her knowing. </div>
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The macrosystem is the development of values and beliefs
based upon the societal experiences of a person. Societal experiences can come
from areas of culture, type of government, SES, or geographical area. This
person interprets their understanding of these values and beliefs and forms the
structure of how they understand the workings of their world. Past and present
experiences map the filter of people and their perceptions of events. </div>
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A child, who is from a Latino family, experiences a digital
divide in his life due to negative attitudes his family has about technology. Culturally,
his parents and grandparents do not believe in using technology. His family
believes technology takes away from the collectivist nature of their culture.<span style="mso-spacerun: yes;"> </span>His grandmother says “I see how other
families don’t pay attention to each other because of computers. You don’t want
this for your family do you?” The mother and father have cell phones for
communication. <span style="mso-spacerun: yes;"> </span>After much begging, the
father buys the boy a Nintendo 64 at GameStop for his birthday because it is in
the family budget. The boy cannot use any of the games his friends play. When
he invites his friends over, they laugh at him over how old his system is
compared to theirs. The boy begins to distance himself from those friends and
transitions to others who don’t have access to the latest digital toy. Fast forward
in the boy’s life to his first job at 15 years old. He finds that many of the
mechanisms in the job are computerized.<span style="mso-spacerun: yes;">
</span>Easily frustrated with the computer, he quits because of feeling
inadequate. How is the digital divide manifesting in his life? How could this
impact the boy’s self-efficacy? Big data collectors do not have statistics on
this type of family, how are they represented economically, socially, or
politically? </div>
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If we look at big data, Internet activity is followed by companies
to advertise specifically toward a child’s economic, political, or social
behavior. Due to the lack of government guidelines with big data, children can
be manipulated without knowing it is happening. This type of macrosystem
interaction is all in digital form. PC’s, phones, video games, are building in
the technology to track movements and usage. The impact of this future is
unclear and troubling. <span style="mso-spacerun: yes;"> </span>We do know children
will be more vulnerable to manipulation through this type of direct marketing.
How will it change their lens of society?</div>
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<span style="font-family: "Times","serif"; mso-fareast-font-family: "Times New Roman";">Reference </span></div>
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<span style="font-family: "Times","serif"; mso-fareast-font-family: "Times New Roman";">Bronfenbrenner,
U. (1979). <i>The Ecology of Human Development: Experiments by Nature and
Design</i>. Cambridge, MA: Harvard University Press.</span><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times","serif"; mso-fareast-font-family: "Times New Roman";">Bronfenbrenner,
U. (1994). Ecological models of human development. <i>International
Encyclopedia of Education</i>, <i>3</i>(2), </span><span style="mso-fareast-font-family: "Times New Roman";"></span></div>
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<br />Ellen Belluomini PhDhttp://www.blogger.com/profile/00652498065580459095noreply@blogger.com0