tag:blogger.com,1999:blog-33825722603045123812024-03-13T11:08:22.543-04:00FNAI News & NotesRegular updates on activities at the Florida Natural Areas Inventory.FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.comBlogger36125tag:blogger.com,1999:blog-3382572260304512381.post-89513884735396477932018-11-14T15:02:00.000-05:002018-11-19T09:11:44.361-05:00Florida Longleaf Pine Ecosystem Geodatabase (LPEGDB) Major Update Released<!--[if gte mso 9]><xml>
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<a href="https://1.bp.blogspot.com/-UMV3Uie4aiA/W-xl7vHKd8I/AAAAAAAAAfQ/VTNUpZMNGLYqFpMyTjU2i0nCEqu4z3rlQCLcBGAs/s1600/map.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="333" data-original-width="611" height="174" src="https://1.bp.blogspot.com/-UMV3Uie4aiA/W-xl7vHKd8I/AAAAAAAAAfQ/VTNUpZMNGLYqFpMyTjU2i0nCEqu4z3rlQCLcBGAs/s320/map.jpg" width="320" /></a>FNAI and Florida Forest Service just published a major
update to the Florida Longleaf Pine Ecosystem Geodatabase (LPEGDB).<span style="mso-spacerun: yes;"> </span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Version 4 is now available for download
and as an interactive <span class="MsoHyperlink"><a href="http://www.fnai.org/webmaps/LongleafMap/">web map</a></span> for query
and display of longleaf occurrence and condition.<span style="mso-spacerun: yes;"> </span></span>Check out our <span class="MsoHyperlink"><a href="http://www.fnai.org/LongleafGDB.cfm">Longleaf webpage</a></span>
for more information!<br />
<br />
The LPEGDB v.4 represents a 6-year effort by FFS, FNAI, and
many agency partners to comprehensively map and assess condition of longleaf
pine ecosystems in Florida. <span style="mso-spacerun: yes;"> </span><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">The
database contains </span>approximately<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"> 2.</span>36<span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">
million acres of confirmed longleaf pine in Florida</span>, most of which (72%)
has been at least partially assessed for condition.<span style="mso-spacerun: yes;"> </span>Private lands account for 42% of the longleaf
acreage.<span style="mso-spacerun: yes;"> </span><br />
<br />
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<tr><td class="tr-caption" style="text-align: center;">Pine & Palmetto on Eglin Air Force Base, photo by Don Herring.</td></tr>
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<span style="mso-spacerun: yes;"></span></div>
This work would not have been possible without the
remarkable effort of FFS County Foresters.<span style="mso-spacerun: yes;">
</span>More than 40 individuals traversed the state in 2013 and 2017 evaluating
longleaf occurrence on several million acres and conducting rapid assessments
of longleaf stand condition on almost 1 million acres of previous undocumented
longleaf pine.<span style="mso-spacerun: yes;"> </span>This rapid assessment is
a substantial component of the database and represents significant updates to
v.4.<span style="mso-spacerun: yes;"> </span>We would like to express our
sincere gratitude to the County Foresters for their outstanding work!<span style="mso-spacerun: yes;"> </span><br />
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<br /></div>
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<br /></div>
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The success of the Florida project has lead to a
continuation of this work across the range of longleaf pine.<span style="mso-spacerun: yes;"> </span>FNAI is now building the Southeast Longleaf
Ecosystem Occurrences (LEO) database in cooperation with the Longleaf
Partnership Council, The Longleaf Alliance, and numerous other partner agencies
and organizations.<span style="mso-spacerun: yes;"> </span>Stay tuned for more
information about LEO in 2019!</div>
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<tr><td class="tr-caption" style="text-align: center;">Distribution of ca. 70,000 rapid assessment field points submitted by FFS County Foresters in 2017.</td></tr>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-36791087938629394772018-01-22T16:08:00.001-05:002018-01-22T16:08:43.575-05:00Update from the Field: FNAI Scientists Document Additional Populations of a Rare Mint<!--[if gte mso 9]><xml>
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<tr><td class="tr-caption" style="text-align: center;">Longspurred mint plant. Photo by Brenda Herring</td></tr>
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Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<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"/>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-GA4ijFjByLg/WmC9-cFvQgI/AAAAAAAAAds/lZM3AkUpBg0y3EfFHGCLB8szQaSrleT-wCEwYBhgL/s1600/dicecorn_flowers_port.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="878" data-original-width="494" height="400" src="https://2.bp.blogspot.com/-GA4ijFjByLg/WmC9-cFvQgI/AAAAAAAAAds/lZM3AkUpBg0y3EfFHGCLB8szQaSrleT-wCEwYBhgL/s400/dicecorn_flowers_port.jpg" width="222" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Longpsurred mint flower. Photo by Katy NeSmith</td></tr>
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<span style="font-size: 12.0pt; line-height: 107%;">This fall
FNAI field scientists conducted surveys for the federally endangered and Florida-endemic
longspurred mint (<i style="mso-bidi-font-style: normal;">Dicerandra cornutissima</i>)
in hopes of assessing its status, threats, range, and population size for the
U.S. Fish and Wildlife Service. <span style="mso-spacerun: yes;"> </span>Prior to
this survey, longspurred mint was ranked G1 (critically imperiled globally) by
FNAI.<span style="mso-spacerun: yes;"> </span>It closely resembles the other
mint species (<i style="mso-bidi-font-style: normal;">Dicerandra</i> spp.) in
Florida, however, major differences can be found in their flowering phenology, morphology
and geographical location. Longspurred mint usually flowers in September to
October, which is the shortest flowering season of the mints. </span><span style="font-size: 12.0pt; line-height: 107%;"></span><span style="font-size: 12.0pt; line-height: 107%;"><span style="font-size: 12.0pt; line-height: 107%;">The longspurred
mint, only known from Marion and Sumter counties, has no geographical overlap
with the other rare mints. It favors open areas within scrub and sandhill, two imperiled
natural communities in Florida. </span></span><br />
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<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal">
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<br />
<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://1.bp.blogspot.com/-BYeEDTDZ848/WmC9-c5jmtI/AAAAAAAAAdw/fFMdMP3FSvU4SZdgKVAO5IXp8_ZMBHP0gCEwYBhgL/s1600/dicecorn_flowers.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="1600" height="220" src="https://1.bp.blogspot.com/-BYeEDTDZ848/WmC9-c5jmtI/AAAAAAAAAdw/fFMdMP3FSvU4SZdgKVAO5IXp8_ZMBHP0gCEwYBhgL/s400/dicecorn_flowers.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Longspurred mint flower. Photo by Katy NeSmith.</td></tr>
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<br />
<br />
<br />
<br />
<br />
<br />
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-42fLC3pOrrw/WmC9_LrCYQI/AAAAAAAAAdw/mISDsQfELwAbthlkIdj8uV87RD5S3hH_QCEwYBhgL/s1600/sandhill.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1000" data-original-width="750" height="400" src="https://3.bp.blogspot.com/-42fLC3pOrrw/WmC9_LrCYQI/AAAAAAAAAdw/mISDsQfELwAbthlkIdj8uV87RD5S3hH_QCEwYBhgL/s400/sandhill.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Longspurred mint in a sandhill habitat. Photo by Brenda Herring.</td></tr>
</tbody></table>
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; line-height: 107%;"></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; line-height: 107%;"></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; line-height: 107%;"> Known
extant and historical populations were checked and updated and field scientists
searched in promising new areas for the mint.<span style="mso-spacerun: yes;">
</span>The Marjorie Harris Carr Cross Florida Greenway, in Marion County,
remains the stronghold of the mint population, where many new populations were documented.
A nearby stretch of Interstate 75 continues to have a good number of plants on
the upper shoulders of the lanes. Adjacent neighborhoods to the north and south
of the Greenway also harbor an abundance of plants along roadsides and edges of
undeveloped lots. Sumter County surveys did not locate any new populations, but
did reconfirm one old record, making it the only known location in the county. Garberia
(<i style="mso-bidi-font-style: normal;">Garberia heterophylla</i>), a state
listed endemic plant was often found with the longspurred mint<i style="mso-bidi-font-style: normal;">. </i>Other, not-so-desirable, associates include
invasive exotic plants that were occasionally found with the mint, especially cogon
grass (<i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-weight: bold;">Imperata cylindrica</span></i>) and natal grass (<i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-weight: bold;">Melinis repens</span></i>).</span><br />
<br /></div>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-wutiLcASWb8/WmC9-bcZAhI/AAAAAAAAAdY/IkMddYDri5Ag94S-KwM6wXiDa0_NsmaBgCLcBGAs/s1600/dicecorn_cogon.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1000" data-original-width="750" height="400" src="https://1.bp.blogspot.com/-wutiLcASWb8/WmC9-bcZAhI/AAAAAAAAAdY/IkMddYDri5Ag94S-KwM6wXiDa0_NsmaBgCLcBGAs/s400/dicecorn_cogon.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cogon grass. Photo by Brenda Herring.</td></tr>
</tbody></table>
<span style="font-family: "georgia" , "times new roman" , serif;"></span><span style="font-size: 12.0pt; line-height: 107%;"> These
findings led to a change in the FNAI rank of the longspurred mint from G1 to G2
(imperiled globally), a proposed monitoring protocol, and several proposed
research and management needs. The effect of prescribed fire and other
management activities (e.g., logging, creating fire lines) on the mint is not
well understood and warrants study.<span style="mso-spacerun: yes;"> </span>Exploring
additional methods to control exotic plant competitors is also of interest. We
hope that our information can be used to help monitor, manage, and protect one
of Florida’s most beautiful endemic species.<span style="mso-spacerun: yes;">
</span>This study is an excellent example of how FNAI field surveys help refine
our understanding of conservation needs for Florida’s rare species.</span>
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<br />FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-83631236592235520072017-06-14T15:35:00.000-04:002018-01-18T10:23:05.007-05:00Update from the Field: Striped Newts (Notophthalmus perstriatus)<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-6iW9gKGJdOo/WUFy3cfA-1I/AAAAAAAAAcw/lPxsw9taGqgT6m1mizsWrwckhz8loJUDgCLcBGAs/s1600/2.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="304" data-original-width="616" height="195" src="https://3.bp.blogspot.com/-6iW9gKGJdOo/WUFy3cfA-1I/AAAAAAAAAcw/lPxsw9taGqgT6m1mizsWrwckhz8loJUDgCLcBGAs/s400/2.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Paedomorphic striped newt, photo by Dan Hipes.</td></tr>
</tbody></table>
<span style="font-family: "calibri";">FNAI scientists conducted dip-net surveys for <a href="http://www.fnai.org/FieldGuide/pdf/Notophthalmus_perstriatus.PDF" target="_blank">Striped Newts</a> (<i style="mso-bidi-font-style: normal;">Notophthalmus perstriatus</i>) at potential breeding sites in Apalachicola National Forest from March through May of 2017. The striped newt is a small, semi-terrestrial salamander found in sandhill, scrub, and similar xeric habitats in Georgia and Florida, typically breeding in shallow, isolated, ephemeral wetlands. </span><span style="font-family: "calibri";">The striped newt is considered a federal candidate for listing as a threatened species (June 7, 2011 <i style="mso-bidi-font-style: normal;"><u>Federal Register</u></i>). After many years of no evidence of breeding striped newts were presumed to be extirpated in the Apalachicola National Forest; however, a few individuals were found during the spring of 2016 and winter of 2017, renewing hope for the population.</span><br />
<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-uUqYDrCl19o/WUFy5Kgr_dI/AAAAAAAAAc0/FfK17-3CpWkash7VdKZfCnXokg5Xrw9eACLcBGAs/s1600/3.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="279" data-original-width="735" height="120" src="https://4.bp.blogspot.com/-uUqYDrCl19o/WUFy5Kgr_dI/AAAAAAAAAc0/FfK17-3CpWkash7VdKZfCnXokg5Xrw9eACLcBGAs/s320/3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Striped newt male and female aquatic adults, photo by Dale Jackson.</td></tr>
</tbody></table>
<span style="font-family: "calibri";">FNAI scientists conducted dip-net surveys using the Standard Protocol For Ephemeral Wetland Dip-Netting Surveys, a method developed by FWC. The scientists surveyed 176 sites, 80 of the 176 </span><span style="font-family: "calibri";">ponds holding enough water to sample for striped newts.</span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-hKUFGsSpWbA/WUFy5RJv-kI/AAAAAAAAAc4/PcuazARM1IAQhpdADh3ikX0DQXpYV0fkgCLcBGAs/s1600/4.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="465" data-original-width="736" height="250" src="https://1.bp.blogspot.com/-hKUFGsSpWbA/WUFy5RJv-kI/AAAAAAAAAc4/PcuazARM1IAQhpdADh3ikX0DQXpYV0fkgCLcBGAs/s400/4.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Typical striped newt breeding site in ANF, photo by Dave Almquist.</td></tr>
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<span style="font-family: "calibri";">Although many other amphibians and reptiles were captured during surveying, there were no striped newts captured during the effort, providing additional evidence of the decline of the striped newt population in Apalachicola National Forest. <span style="mso-spacerun: yes;"> </span>We hope to continue searching for this secretive member of our local sandhill community.</span></div>
FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-91818449593138140102017-05-23T16:23:00.002-04:002017-05-24T13:21:43.281-04:00White-top Pitcherplant (Sarracenia leucophylla)<span style="font-family: "calibri";">Pitcher plants have very specialized leaves that form
elongated conical tubes. They are carnivorous, and capture their prey,
primarily insects, by drowning them in these structures. We have two species of
pitcher plant moths, genus <i style="mso-bidi-font-style: normal;">Exyra</i>, in
Florida that are not only able to avoid capture, but eat the pitcher plants.</span><br />
<br />
<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://1.bp.blogspot.com/-Zv6poDHzKvc/WSSQxfG4ybI/AAAAAAAAAcM/M547HrxHOlcPlHrfeomutWBf14FIiBuSQCEw/s1600/Sarracenia_leucophylla_BlackwaterRSF_grk001_1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://1.bp.blogspot.com/-Zv6poDHzKvc/WSSQxfG4ybI/AAAAAAAAAcM/M547HrxHOlcPlHrfeomutWBf14FIiBuSQCEw/s400/Sarracenia_leucophylla_BlackwaterRSF_grk001_1.jpg" width="267" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">White-top Pitcherplant (<em>Sarracenia leucophylla</em>), photo by Gary Knight.</td></tr>
</tbody></table>
<br />
<span style="font-family: "calibri";">FNAI scientists recently observed pitcherplant
mining moths (<i style="mso-bidi-font-style: normal;">E. semicrocea</i>) at two
state forests in white-top pitcherplants (<i style="mso-bidi-font-style: normal;"><a href="http://explorer.natureserve.org/servlet/NatureServe?sourceTemplate=tabular_report.wmt&loadTemplate=species_RptComprehensive.wmt&selectedReport=RptComprehensive.wmt&summaryView=tabular_report.wmt&elKey=149341&paging=home&save=true&startIndex=1&nextStartIndex=1&reset=false&offPageSelectedElKey=950264&offPageSelectedElType=species&offPageYesNo=true&post_processes=&radiobutton=radiobutton&selectedIndexes=950264&selectedIndexes=135627&selectedIndexes=160353&selectedIndexes=149341&selectedIndexes=142149&selectedIndexes=821910&selectedIndexes=821925&selectedIndexes=141421&selectedIndexes=127979&selectedIndexes=157669&selectedIndexes=949755&selectedIndexes=129023&selectedIndexes=949758&selectedIndexes=140901&selectedIndexes=148190&selectedIndexes=132767&selectedIndexes=158554&selectedIndexes=950262&selectedIndexes=161225&selectedIndexes=160069" target="_blank">Sarracenia leucophylla</a></i>), a globally vulnerable species which is restricted to the SE
region from the Florida panhandle to southeastern Mississippi. </span><br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-2-uEVGXHVOg/WSSQw_QJOMI/AAAAAAAAAcI/ACUrlmE-VOAYdup2AOzabZDH76jSn7AvgCEw/s1600/ExyraFull_amj.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://2.bp.blogspot.com/-2-uEVGXHVOg/WSSQw_QJOMI/AAAAAAAAAcI/ACUrlmE-VOAYdup2AOzabZDH76jSn7AvgCEw/s400/ExyraFull_amj.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pitcherplant mining moths (<em>Exyra semicrocea</em>), photo by Amy Jenkins.</td></tr>
</tbody></table>
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<span style="font-family: "calibri";">These moths use the
pitchers for food, shelter, and protection from predators. They live most of
their life in the pitchers as caterpillars, slowly eating the insides of the walls,
but leaving the outer surfaces intact and even repairing unintentional holes
using silk. Younger caterpillars protect themselves by causing the tops of the
pitchers to close up like a cap and older ones use silk to make a net-like
barrier across the opening of the pitcher. The caterpillar overwinters inside
of a pitcher and then goes to different pitcher to make a cocoon in, sticking itself
to the side with silk after making a drain hole at the bottom of the pitcher.
Adults hide in the pitchers during the day, feed from extrafloral nectaries on
the pitchers towards dusk, and then fly out to mate and/or lay eggs. Much of the information about this species is known from research by Jessica D. Stephens and Debbie R. Folkerts (published <a href="http://www.bioone.org/doi/full/10.1656/058.011.0111" target="_blank">here</a>).</span></div>
<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://2.bp.blogspot.com/-qx_3C_KcdGs/WSSQxdjQ5aI/AAAAAAAAAcQ/GL3NH2Kkq0MIhcJA2OmKGTjBDtZGqmkngCEw/s1600/P1090271.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://2.bp.blogspot.com/-qx_3C_KcdGs/WSSQxdjQ5aI/AAAAAAAAAcQ/GL3NH2Kkq0MIhcJA2OmKGTjBDtZGqmkngCEw/s400/P1090271.JPG" width="266" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">White-top Pitcherplant (<em>Sarracenia leucophylla</em>), photo by Amy Jenkins.</td></tr>
</tbody></table>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-90060461264709685302017-04-05T16:00:00.001-04:002017-04-05T16:00:58.386-04:00Update from the Field: Rare Plant Monitoring<span style="font-family: "calibri" , sans-serif; font-size: 13.5pt;">FNAI botanists are working with the U.S. Forest
Service and the U.S. Fish and Wildlife Service this week to monitor populations
of the federally-threatened Florida Skullcap (<i>Scutellaria floridana</i>) in
the Apalachicola National Forest. The permanent plots will be monitored before
and after restoration activities. In addition to Florida skullcap
density, species composition and cover in all forest strata (canopy, midstory,
groundcover) are being recorded.</span><br />
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<a href="https://3.bp.blogspot.com/-jvJvz_J1qj4/WOUyWHHIhPI/AAAAAAAAAbQ/qokvSpM1YrQ1QGanoM5NRrwNvDcVcQlHACLcB/s1600/P1090138.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://3.bp.blogspot.com/-jvJvz_J1qj4/WOUyWHHIhPI/AAAAAAAAAbQ/qokvSpM1YrQ1QGanoM5NRrwNvDcVcQlHACLcB/s320/P1090138.JPG" width="320" /></a></div>
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<a href="https://4.bp.blogspot.com/-QGlNoHxuPhY/WOUyd5JyLlI/AAAAAAAAAbc/OhzZHsSGTfckavoxVxMyk6wv_Ko0oqcPwCLcB/s1600/P1090161.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="https://4.bp.blogspot.com/-QGlNoHxuPhY/WOUyd5JyLlI/AAAAAAAAAbc/OhzZHsSGTfckavoxVxMyk6wv_Ko0oqcPwCLcB/s640/P1090161.JPG" width="640" /></a></div>
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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://4.bp.blogspot.com/-aKa-8YMuuuI/WOUydyYpKAI/AAAAAAAAAbY/xK406eESu58XIgSoeG5TZgtC4kXjQEWjQCLcB/s1600/P1090167.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://4.bp.blogspot.com/-aKa-8YMuuuI/WOUydyYpKAI/AAAAAAAAAbY/xK406eESu58XIgSoeG5TZgtC4kXjQEWjQCLcB/s320/P1090167.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">All photos by Amy Jenkins</td></tr>
</tbody></table>
<br />FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-25220398127521558002017-02-15T13:03:00.003-05:002017-02-15T13:03:51.624-05:00Noteworthy Discoveries: Jingle Bell Orchid in Hendry County<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://3.bp.blogspot.com/-3u3F83qVCAQ/WKSU31RVewI/AAAAAAAAAaI/m8dg5AabyoMkSH9woF4JJhxXn6WPawuwgCLcB/s1600/jingle_bell_michelle_Smith.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://3.bp.blogspot.com/-3u3F83qVCAQ/WKSU31RVewI/AAAAAAAAAaI/m8dg5AabyoMkSH9woF4JJhxXn6WPawuwgCLcB/s640/jingle_bell_michelle_Smith.jpg" width="356" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Jingle bell Orchid Photo by Michelle Smith</td></tr>
</tbody></table>
<span style="background: white; color: #222222; font-family: "calibri" , sans-serif; font-size: 11.5pt;"><br />During recent field surveys
to document rare plants at </span><span style="font-family: "calibri" , sans-serif; font-size: 11.0pt;"><a href="http://myfwc.com/viewing/recreation/wmas/lead/spirit-of-the-wild">Spirit of the Wild Wildlife Management Area</a>, </span><span style="background: white; color: #222222; font-family: "calibri" , sans-serif; font-size: 11.5pt;">FNAI botanists located </span><span style="font-family: "calibri" , sans-serif; font-size: 11.0pt;">several
thriving populations of the <a href="http://florida.plantatlas.usf.edu/Plant.aspx?id=3729">jingle bell orchid</a>, (</span><i style="font-family: Calibri, sans-serif; font-size: 14.6667px;">Harrisella porrecta</i><span style="font-family: "calibri" , sans-serif; font-size: 14.6667px;">, syn.</span><i style="font-family: Calibri, sans-serif; font-size: 14.6667px;"> </i><span style="font-family: "calibri" , sans-serif; font-size: 11pt;"><i>Dendrophylax porretcus</i>) in a strand swamp growing on branches of the
bald cypress (<i>Taxodium distichum</i>). The fruits of this tiny leafless
orchid are a well-named characteristic, as they do look just like little bells. </span><span style="background: white; color: #222222; font-family: "calibri" , sans-serif; font-size: 11.5pt;">According to the<span class="apple-converted-space"> </span></span><span style="font-family: "calibri" , sans-serif; font-size: 11pt;"><a href="http://www.florida.plantatlas.usf.edu/Plant.aspx?id=2715"><span style="background: white; color: #2288bb; font-size: 11.5pt; text-decoration: none;">Atlas of Florida Vascular Plants</span></a></span><span style="background: white; color: #222222; font-family: "calibri" , sans-serif; font-size: 11.5pt;">, jingle bell orchid has never been collected in
Hendry County, so FNAI scientists were excited to discover these populations.</span><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://4.bp.blogspot.com/-uhomUXj8IDA/WKSW1dHPLbI/AAAAAAAAAaU/2hahgQkMXOcuysdt3K2qAWtLAnb9o00ywCLcB/s1600/20170125_102846.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://4.bp.blogspot.com/-uhomUXj8IDA/WKSW1dHPLbI/AAAAAAAAAaU/2hahgQkMXOcuysdt3K2qAWtLAnb9o00ywCLcB/s320/20170125_102846.jpg" width="179" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"> Photo by Michelle Smith</td></tr>
</tbody></table>
<span style="background: white; color: #222222; font-family: "calibri" , sans-serif; font-size: 11.5pt;"><br /></span>
<u5:p></u5:p>FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-72376160999321118282016-12-01T11:39:00.000-05:002016-12-01T11:45:41.106-05:00Gary Knight Retires as FNAI Director<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-GiSBWqASTOg/WEBQYJcZvxI/AAAAAAAAAZg/mvapyykpjNU9V8q64300lUrf7rwtuvaCACLcB/s1600/Gary%2Bin%2Bsandhill%2Bwith%2Bcamera2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://4.bp.blogspot.com/-GiSBWqASTOg/WEBQYJcZvxI/AAAAAAAAAZg/mvapyykpjNU9V8q64300lUrf7rwtuvaCACLcB/s400/Gary%2Bin%2Bsandhill%2Bwith%2Bcamera2.jpg" width="341" /></a></div>
Please join our staff in extending warm wishes to Gary
Knight, who retired from FNAI last month. Gary joined FNAI in 1990 as staff botanist,
and served as Director from 1995 to the present. Under Gary’s steady leadership, FNAI has
continued to grow and thrive as one of the premier heritage programs in the
NatureServe international heritage network.
Gary forged strong partnerships with key state and federal agencies and
NGOs, and expanded FNAI’s role in several important conservation efforts around
the state, including scientific evaluation of Florida Forever land acquisition
proposals, mapping and monitoring of 2.6 million acres of natural communities
on conservation lands, and creation of an invasive species database for
Florida. During Gary’s tenure FNAI
scientists have added or updated approximately 21,000 documented occurrences of
rare species and natural communities to our element occurrence database, for a
current total of more than 35,500 occurrences across the state. Gary was the driving force behind three major
FNAI publications: <a href="http://www.fnai.org/fieldguides.cfm">field guides</a> to the
rare plants and animals of Florida, and the <a href="http://www.floridasnaturalheritage.org/">Atlas of Florida’s Natural Heritage</a>. Through it all Gary fostered a
supportive, team-oriented, and fun work environment for the many staff who have
been part of FNAI over the past twenty years.
We will miss his leadership but wish him the best in a well-deserved
retirement.<br />
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Gary will be succeeded as FNAI Director by Dan Hipes. Dan started work with the Florida Natural
Areas Inventory in 1993 as a field biologist.
He was promoted to Senior Zoologist in 1995 and has served as the Chief
Scientist and primary assistant to Gary since 2001. Dan’s experience provides for a seamless
transition and continued growth in FNAI’s partnerships and influence in Florida
conservation.<o:p></o:p></div>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-xM64Su3hvCo/WEBQal1zyfI/AAAAAAAAAZk/hVobCqAtUaUi5wHGKskbNLItOAW9vTACgCEw/s1600/Silene_polypetala_2flwr_GRK.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="424" src="https://4.bp.blogspot.com/-xM64Su3hvCo/WEBQal1zyfI/AAAAAAAAAZk/hVobCqAtUaUi5wHGKskbNLItOAW9vTACgCEw/s640/Silene_polypetala_2flwr_GRK.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Silene polypetala</i>. Photo by Gary Knight.</td></tr>
</tbody></table>
<br />FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-87265043230561862982016-10-11T10:31:00.003-04:002016-10-11T10:31:53.223-04:00Update from the Field: Gearing Up for Another Busy Fall Field Season!<div class="MsoNormal">
<span style="line-height: 115%;">FNAI
staff are in the field year-round, but fall and spring are especially busy
times. That looks to be especially true this year, with FNAI biologists working in at least 27 different sites across 24 counties over the next few months!</span><o:p></o:p></div>
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<a href="https://2.bp.blogspot.com/-9kxxJ362Gmk/V_v_zmUyTzI/AAAAAAAAAYk/WruaurhofDg5JMSBFiGRKhFGRb4jmKmvgCLcB/s1600/fnai_in_the_field_map_fall2016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="366" src="https://2.bp.blogspot.com/-9kxxJ362Gmk/V_v_zmUyTzI/AAAAAAAAAYk/WruaurhofDg5JMSBFiGRKhFGRb4jmKmvgCLcB/s400/fnai_in_the_field_map_fall2016.jpg" width="400" /></a></div>
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<span style="line-height: 115%;">This fall's fieldwork includes ecological sampling to inform land management, natural community mapping to reflect restoration efforts, rare plant surveys and monitoring, invasive plants surveys, and surveys for reptiles and amphibians. </span><br />
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<a href="https://4.bp.blogspot.com/-CMP-_XOHGoA/V_zwtaKAUGI/AAAAAAAAAZQ/kURGZbOr0KYBDw8-R-GBhBs4OWt_vzoPQCEw/s1600/P1020955.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://4.bp.blogspot.com/-CMP-_XOHGoA/V_zwtaKAUGI/AAAAAAAAAZQ/kURGZbOr0KYBDw8-R-GBhBs4OWt_vzoPQCEw/s320/P1020955.JPG" width="320" /></a><span style="font-size: 13.5pt; line-height: 115%;"><br /></span>
<span style="line-height: 115%;">Our partners for these projects include the Florida Fish & Wildlife Conservation Commission, Florida Forest Service, Florida Department of Environmental Protection, and The Nature Conservancy, among others.</span><br />
<a href="https://1.bp.blogspot.com/-aqcE5vZxlgQ/V_zws3HvERI/AAAAAAAAAZE/Md9ZBMIP8BgGKjMlVCq2s2G1vxYT4F91ACEw/s1600/IMG_2999.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://1.bp.blogspot.com/-aqcE5vZxlgQ/V_zws3HvERI/AAAAAAAAAZE/Md9ZBMIP8BgGKjMlVCq2s2G1vxYT4F91ACEw/s320/IMG_2999.JPG" width="240" /></a><span style="font-size: 13.5pt; line-height: 115%;"><br /></span>
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<span style="font-size: 13.5pt; line-height: 115%;"><br /></span><span style="line-height: 115%;"><br /></span>FNAI has recently hired three skilled field biologists to support these efforts. Data from these projects informs the efforts of conservation land managers around the state, and helps build our <a href="http://www.fnai.org/trackinglist.cfm">Element Occurrence database</a> of rare plants, animals, and natural communities. <br />
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When it comes to science to inform conservation, FNAI has the state of Florida covered!<br />
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-73261943521295111182016-03-24T09:53:00.001-04:002016-04-07T16:14:50.041-04:00New Online Form Available to Submit Rare Species Observations to FNAI<div class="MsoNormal">
This week FNAI finalized a new online data submission form (accessible
from any device <a href="http://arcg.is/1VQOUsX">here</a>) that allows users to
submit their observations of rare plants and animals that FNAI tracks. Observations will be reviewed by FNAI
scientists and then imported into our Biotics database of rare species
occurrences (what we call element occurrences or EOs) where they will be made
available to natural resource managers to support conservation efforts. Your data may be used to create a new EO
record or it may be included as an update of an existing record if the species
has already been documented in the vicinity. <o:p></o:p></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-b7y63O9Mmks/VvLbHKpiVUI/AAAAAAAAAXw/3b3xelDIZgMgJ-pY9YdJmmBbETwPkLWVA/s1600/Gopherus_polyphemus2_Dan_Hipes.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="192" src="https://4.bp.blogspot.com/-b7y63O9Mmks/VvLbHKpiVUI/AAAAAAAAAXw/3b3xelDIZgMgJ-pY9YdJmmBbETwPkLWVA/s320/Gopherus_polyphemus2_Dan_Hipes.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Gopher tortoise (<i>Gopherus polyphemus</i>). Photo by Dan Hipes.</td></tr>
</tbody></table>
FNAI’s element occurrence data set (FLEO) serves as the best
single source of rare species occurrence locations in the Florida and is used
to inform the work of resource managers, non-profits, planners, and consultants
statewide. Ensuring that your observations
are incorporated into FLEO is the best step you can take to make sure that they are used to support conservation. You can find the form by
following the “<a href="http://www.fnai.org/fieldreportingforms.cfm">Submit
Data</a>” link on our website, or by just clicking <a href="http://arcg.is/1VQOUsX">here</a>. If
you have any question comments or suggestions get in touch with <a href="mailto:fprice@fnai.fsu.edu">Frank Price</a>, FNAI data manager.<o:p></o:p></div>
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If you have more than a dozen or so observations to submit
you’ll also want to contact <a href="mailto:fprice@fnai.fsu.edu">Frank</a>, and
he can work with you to get you data incorporated into our database as
efficiently as possible. For incidental
observations, or small data sets, the new form should work great! <o:p></o:p></div>
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<a href="http://2.bp.blogspot.com/-xxyCMBv5g8Y/VvLbgTlU4xI/AAAAAAAAAYI/Xq1DIrqJL8g12N8u40G_Y-ctOfdp6pIfg/s1600/Screenshot_2016-03-23-13-18-53.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-xxyCMBv5g8Y/VvLbgTlU4xI/AAAAAAAAAYI/Xq1DIrqJL8g12N8u40G_Y-ctOfdp6pIfg/s320/Screenshot_2016-03-23-13-18-53.png" width="180" /></a><a href="http://1.bp.blogspot.com/-pOdz4QRJqLI/VvLbeg1izhI/AAAAAAAAAYA/Zd9prKGIxZQ1fShaG55lvwd3RltCIYohw/s1600/Screenshot_2016-03-23-13-20-06.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://1.bp.blogspot.com/-pOdz4QRJqLI/VvLbeg1izhI/AAAAAAAAAYA/Zd9prKGIxZQ1fShaG55lvwd3RltCIYohw/s320/Screenshot_2016-03-23-13-20-06.png" width="180" /></a>On a mobile device the form will look like this. Just fill it out and Submit Entry!</div>
FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-54655168738109034782016-03-15T11:35:00.001-04:002016-03-15T11:35:37.490-04:00Florida Nature Almanac: An Anadromous Migration<!--[if gte mso 9]><xml>
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-IEhRyJAWbfs/Vuglv2St87I/AAAAAAAAAXc/xBoV4knts8kjgoYifGwEcuEAnZ9wFqVjA/s1600/Raver%2BAL%2BShad.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="https://2.bp.blogspot.com/-IEhRyJAWbfs/Vuglv2St87I/AAAAAAAAAXc/xBoV4knts8kjgoYifGwEcuEAnZ9wFqVjA/s400/Raver%2BAL%2BShad.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Illustration by Duane Raver.</td></tr>
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In February, Alabama Shad (<i style="mso-bidi-font-style: normal;">Alosa alabamae</i>) began their migration of over 100 miles, from
the Gulf of Mexico up the Apalachicola River to the Chattahoochee area, where
they will spawn.<span style="mso-spacerun: yes;"> </span>Shad are an anadromous
species.<span style="mso-spacerun: yes;"> </span>This means that, like northern
salmon, spawning occurs in freshwater rivers but adults spend most of their
lives in the salt waters of the Gulf.</div>
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FNAI scientists monitor research on the status and trends in the Florida
population.<span style="mso-spacerun: yes;"> </span>Historically, shad spawned
in rivers across the northern Gulf Coast from the Mississippi to the Suwannee
and were abundant enough to support a commercial fishery for them in
Apalachicola.<span style="mso-spacerun: yes;"> </span>In recent years, spawning
in Florida has been limited to the Apalachicola River system.<span style="mso-spacerun: yes;"> </span>The Florida population is ranked S2, meaning
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fish.<span style="mso-spacerun: yes;"> </span></div>
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</xml><![endif]--><span style="font-size: small;"><span style="font-family: inherit;">Florida Fish and Wildlife Conservation
Commission biologists capture, tag, and release adult Alabama Shad to monitor
movement and aid in the development of accurate population estimates.
Once a portion of the shad population is tagged and released, biologists can
later catch more fish and use the percentage of fish that are caught with tags
to estimate the size of the entire shad population. Photo by Rick Long, FWC.</span></span><br />
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The Nature Conservancy has a great
post on efforts to operate the Jim Woodruff dam on the Apalachicola River in a
way that should help to increase spawning success:<span style="mso-spacerun: yes;"> </span><a href="http://www.nature.org/ourinitiatives/regions/northamerica/unitedstates/florida/howwework/apalachicola-river-dams-and-politics-can-migrating-fish-survive.xml">Conservation Locking at Jim Woodruff Dam.</a></div>
FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-87742831945329397952016-02-12T16:06:00.002-05:002016-02-12T16:06:57.473-05:00Butterfly Conservation in North America<div style="text-align: right;">
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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://4.bp.blogspot.com/-Xec4vEk63-Q/Vr4mDl5B23I/AAAAAAAAAWk/Fye7JicJtV8/s1600/Dukes%2527_Skipper2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="426" src="https://4.bp.blogspot.com/-Xec4vEk63-Q/Vr4mDl5B23I/AAAAAAAAAWk/Fye7JicJtV8/s640/Dukes%2527_Skipper2.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Dukes' Skipper Photo by Dean Jue</td></tr>
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<span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span>
<span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">A
recent book, <a href="http://www.springer.com/us/book/9789401798518">Butterfly Conservation in North America: Efforts to help save our charismatic microfauna</a>, edited by Dr. Jaret Daniels of the University of Florida, is unique
in its geographic and species focus-- butterfly conservation in North America--
and emphasis on efforts to protect all North
American butterfly species rather than just a few bellwether species such as the
monarch. A recent review in the <a href="http://link.springer.com/journal/10841">Journal of Insect Conservation</a><u>
</u>states that the new book delivers practical advice on butterfly
conservation while being informative and free of jargon. One of its nine chapters highlights FNAI’s </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">recent development of a rare butterfly
database. Written by Dean Jue, staff
scientist with FNAI and <a href="http://www.freac.fsu.edu/">the</a> <a href="http://www.freac.fsu.edu/">Florida Resources and Environmental Analysis
Center (FREAC)</a>, the chapter includes a detailed discussion of the
challenges and problems encountered in developing such a database and possible
ways to resolve those issues.</span></div>
<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://3.bp.blogspot.com/-BiK4aS8qTqU/Vr4mEuruE7I/AAAAAAAAAWg/1s40J2uqoC0/s1600/people.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="426" src="https://3.bp.blogspot.com/-BiK4aS8qTqU/Vr4mEuruE7I/AAAAAAAAAWg/1s40J2uqoC0/s640/people.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Dean Jue and citizen scientists surveying for rare butterflies at Lower Suwannee National Wildlife Refuge. <span style="font-size: 12.8px;">Photo by Sally Jue </span></td></tr>
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In the mid-2000s, FNAI took action to expand its rare
species database to include more comprehensive data on invertebrates, and hired
a full-time invertebrate biologist to help accomplish this goal. In addition, Dean Jue obtained six years of <a href="http://myfwc.com/conservation/special-initiatives/fwli/grant/">state
wildlife grant (SWG) funding from Florida Fish and Wildlife Conservation
Commission</a> to survey Florida conservation lands specifically for rare
butterflies. With volunteer time
providing the required SWG match, FNAI staff developed a state-wide,
coordinated survey methodology utilizing citizen scientists to accomplish this
task. Over one hundred citizen
scientists participated in this project.
As a result of their efforts, the number of FNAI database records for
rare Florida butterflies increased from fewer than two dozen in 2006 to more
than 400 records in 2015.<span style="color: white; mso-themecolor: background1;"><o:p></o:p></span><br />
<br />
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<a href="https://1.bp.blogspot.com/-MUu2JXvPwzc/Vr5HzE2tApI/AAAAAAAAAW8/-zMNEysvObI/s1600/Jaret_book_cover.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://1.bp.blogspot.com/-MUu2JXvPwzc/Vr5HzE2tApI/AAAAAAAAAW8/-zMNEysvObI/s640/Jaret_book_cover.jpg" width="410" /></a></div>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-83005050404371649052016-02-08T15:26:00.001-05:002016-02-08T18:07:20.910-05:00Young's Deepdigger Scarab Beetle<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-JuGQad8sR0E/VrKzCCVdt8I/AAAAAAAAAUk/D8Y2nqV2L5U/s1600/Peltotrupes_youngi_IMG_3232.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="497" src="https://2.bp.blogspot.com/-JuGQad8sR0E/VrKzCCVdt8I/AAAAAAAAAUk/D8Y2nqV2L5U/s640/Peltotrupes_youngi_IMG_3232.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br />
<div style="text-align: left;">
<span style="font-size: xx-small;">© DT Almquist 2016</span></div>
<span style="font-size: xx-small;"></span><br />
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<span style="font-size: xx-small;"><br /></span></div>
<span style="font-size: xx-small;">
</span><span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif; font-size: small;"></span>
<br />
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<span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif; font-size: small;"><span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif;"><br /></span></span>
<span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif; font-size: small;"><span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif;"><br /></span></span><br />
<span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif; font-size: small;"><span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif;">This is Young's Deepdigger Scarab Beetle (</span><i style="font-family: georgia, 'times new roman', serif;"><span style="background-color: white; color: #212121;">Peltotrupes </span><span class="currentHitHighlight" id="0.14897750690579414" name="searchHitInReadingPane" style="background-color: white;">youngi)</span></i><span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif;">, which is mostly active from November to April, and we are highlighting this species because it is very active now and because we have recently received distributional information about it. It only lives in a very small area in Florida in and near <a href="http://www.fnai.org/webmaps/ConLandsMap/?extent=-82.1854,29.0016,-81.3065,29.5401">Ocala National Forest</a> primarily in open, well-managed, <a href="http://www.fnai.org/PDF/NC/Scrub_Final_2010.pdf">scrub</a> habitat. </span></span></div>
<span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif; font-size: small;">
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<br />
<a href="https://3.bp.blogspot.com/-ewhN6ZlJvso/VrNz_yPY-2I/AAAAAAAAAVw/VFzRMDjDV7Y/s1600/Peltotrupes_profundus_deepdigger_scarab_%25C2%25A9_Machelle_White.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://3.bp.blogspot.com/-ewhN6ZlJvso/VrNz_yPY-2I/AAAAAAAAAVw/VFzRMDjDV7Y/s640/Peltotrupes_profundus_deepdigger_scarab_%25C2%25A9_Machelle_White.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: left;"><span style="font-size: x-small;">© Machele White 2016</span><br />
<span style="font-size: x-small;"><br /></span>
<span style="font-size: x-small;"><span style="color: #212121; font-family: "times new roman" , serif; font-size: 16px; line-height: 18.4px;">The related Florida Deepdigger Scarab Beetle (</span><i style="color: #212121; font-family: 'times new roman', serif; font-size: 16px; line-height: 18.4px;">Peltotrupes profundus)</i><span style="color: #212121; font-family: "times new roman" , serif; font-size: 16px; line-height: 18.4px;">, above, is known from surrounding areas in xeric (very dry) habitat in the northern Florida peninsula. </span></span></td></tr>
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<tr><td class="tr-caption" style="text-align: left;"><span style="font-size: x-small;">Image courtesy of Henry Howden and the <a href="http://www.coleopsoc.org/default.asp?Action=Show_Resources&ID=Scarabs">Scarabs newsletter</a></span><br />
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<span style="background-color: white; color: #212121; font-family: "georgia" , serif; font-size: 16px; line-height: 17.12px;">The above image is of Henry Howden, who was the world expert on the family of Earth-boring Scarabs, standing in a hole that he dug to excavate a Deepdigger Scarab's burrow to learn more about its biology. These beetles dig burrows about 6 feet deep, and sometimes down to 10 feet, which is pretty impressive since it’s only about ¾ of an inch long! It provisions its burrow, where is lays its eggs, with pine needles, pine cones, and leaves. Adult diet is unknown, but they have been recorded under a nibbled-on mushroom, under horse dung, captured in pitfall traps baited with dung, and will gobble down moistened dry cat food in captivity.</span><br />
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-jc_oSLPFu2U/VrK12APv_6I/AAAAAAAAAVA/oFe0z1Tv5z8/s1600/PeltotrupesPushUpCopyrightDTAlmquist%2B%25281%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://4.bp.blogspot.com/-jc_oSLPFu2U/VrK12APv_6I/AAAAAAAAAVA/oFe0z1Tv5z8/s640/PeltotrupesPushUpCopyrightDTAlmquist%2B%25281%2529.jpg" width="640" /></a></td></tr>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: small;"><span style="font-family: "times new roman"; font-size: xx-small; text-align: center;">© DT Almquist 2016</span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: small;">Fresh burrow mounds of Deepdigger Scarabs have a "chunky" texture to them because the beetle loosens sand at the bottom and then pushes it all the way up the burrow and out the entrance. </span></div>
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<tr><td style="text-align: center;"><span style="background-color: white; color: #212121; font-family: "georgia" , "times new roman" , serif; text-align: left;"> </span><a href="http://4.bp.blogspot.com/-tL8XGc8QkG4/VrLd05eYoBI/AAAAAAAAAVc/-tYKLm0V6tU/s1600/Peltotrupes_youngi_finger_IMG_3252.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://4.bp.blogspot.com/-tL8XGc8QkG4/VrLd05eYoBI/AAAAAAAAAVc/-tYKLm0V6tU/s640/Peltotrupes_youngi_finger_IMG_3252.jpg" width="564" /></a></td></tr>
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<span style="font-size: xx-small;">© DT Almquist 2016</span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Although they have somewhat impressive mandibles ("jaws"), I have never had a Deepdigger Scarab try to bite me and I think that this one just posed nicely for me because it wants me to put it back down so that it can get some more food. </span></span></div>
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<span style="text-align: center;"><span style="font-family: "georgia" , "times new roman" , serif;">Many thanks to Paul Moler for sending me these interesting and beautiful beetles so that I could get pictures of them and write about them.</span></span><br />
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<tr><td class="tr-caption" style="text-align: left;"><span style="font-size: xx-small; text-align: center;">© DT Almquist 2016 </span><span style="font-size: large;"><span style="text-align: center;"> </span><span style="text-align: center;">The End</span></span><br />
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com2Ocala, FL, USA29.42524498547202 -81.831665039062528.982942985472018 -82.4771120390625 29.867546985472021 -81.1862180390625tag:blogger.com,1999:blog-3382572260304512381.post-50540828876028306292016-01-27T16:06:00.000-05:002016-01-27T16:10:08.739-05:00Noteworthy Discoveries: Rare Plant Finds in the Florida Panhandle<!--[if gte mso 9]><xml>
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<a href="http://3.bp.blogspot.com/-dTNV6pX69hs/VqkuY6Hiw1I/AAAAAAAAAUA/Z3a2QQHPeZY/s1600/boxr_locator_map.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://3.bp.blogspot.com/-dTNV6pX69hs/VqkuY6Hiw1I/AAAAAAAAAUA/Z3a2QQHPeZY/s400/boxr_locator_map.jpg" width="387" /></a></div>
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Ann Johnson, FNAI community ecologist, has been busy this
fall season looking for rare plants at <a href="http://myfwc.com/viewing/recreation/wmas/lead/box-r">Box R Wildlife Management Area</a> under a
contract with the Florida Fish and Wildlife Conservation Commission (<a href="http://myfwc.com/">FWC</a>).<span style="mso-spacerun: yes;"> </span>A rare plant survey was last conducted on the
site back in 2007, and a lot has changed since then!<span style="mso-spacerun: yes;"> </span>FWC management activities have focused on
thinning densely planted pine trees, and the application of prescribed fire to
restore former flatwoods and prairies.<span style="mso-spacerun: yes;">
</span> </div>
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<br /></div>
<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="http://3.bp.blogspot.com/-NqQcx8U9vJA/VqkuZ6iG_XI/AAAAAAAAAUU/t6b74gBssdg/s1600/sunrise_flatwoods_AmyJenkins.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="http://3.bp.blogspot.com/-NqQcx8U9vJA/VqkuZ6iG_XI/AAAAAAAAAUU/t6b74gBssdg/s400/sunrise_flatwoods_AmyJenkins.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Flatwoods at sunrise, Box-R Wildlife Management Area, Franklin & Gulf Counties. Photo by Amy Jenkins.</td></tr>
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Ann’s efforts and sharp eyes have found two rare plants never before
documented on Box R, both of which depend on frequent fire to bloom and persist.<span style="mso-spacerun: yes;"> </span>Pine-woods aster (<i style="mso-bidi-font-style: normal;">Eurybia spinulosa</i>) is a small herb found only in mesic and wet pine
flatwoods in the central Florida Panhandle.<span style="mso-spacerun: yes;">
</span>This species is considered to be critically endangered due to its
rarity, limited range, and threats to its habitat.<span style="mso-spacerun: yes;"> </span>Wiregrass gentian (<i style="mso-bidi-font-style: normal;">Gentiana pennelliana</i>) is a rare winter-blooming species with showy
white petals, occurring in open wet prairies. <span style="mso-spacerun: yes;"> </span> </div>
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<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-3r8JvwPxRdw/VqkuY3ezrUI/AAAAAAAAAUM/HkMorZZnlxQ/s1600/Gentiana_pennelliana_grk002.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://1.bp.blogspot.com/-3r8JvwPxRdw/VqkuY3ezrUI/AAAAAAAAAUM/HkMorZZnlxQ/s640/Gentiana_pennelliana_grk002.JPG" width="427" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Wiregrass gentian (<i style="mso-bidi-font-style: normal;">Gentiana pennelliana</i>). Photo by Gary Knight.</td></tr>
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Cathy Ricketts, biologist at the nearby
<a href="http://myfwc.com/viewing/recreation/wmas/lead/Apalachicola-River">Apalachicola River Wildlife and Environmental Area</a>, also found this beautiful
plant growing in a restoration wet prairie location.<span style="mso-spacerun: yes;"> </span>We are hoping for more exciting field finds
this spring!</div>
FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-4732849460969471462016-01-22T11:18:00.000-05:002016-01-22T11:18:31.487-05:00Frost Flowers<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="http://1.bp.blogspot.com/-_XouTxYfb8Q/VqJVdU2WgzI/AAAAAAAAATk/hsrQlCKr6rI/s1600/IMG_7402.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://1.bp.blogspot.com/-_XouTxYfb8Q/VqJVdU2WgzI/AAAAAAAAATk/hsrQlCKr6rI/s640/IMG_7402.JPG" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Photo by Amy Jenkins</td></tr>
</tbody></table>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Frost
flowers (also known as ice flowers, ice blossoms, and frost castles) are
delicate ribbons of ice that can form when the air temperatures are freezing
but the ground remains unfrozen. Longitudinal
cracks form along the stems of some plant species because of freezing sap. Water from the ground is then drawn out
through the cracks in the stem and freezes upon contact with the air. These beautifully intricate ice structures
swirl and curl into flower-like structures as the water oozes out through the
cracks and freezes. FNAI scientists
observed these frost flowers along the edge of a marsh a few days ago on a cold
morning at Flint Rock Wildlife Management Area in Wakulla and Jefferson
Counties. Be on the watch for them on
cold mornings!!</span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span>
<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="http://1.bp.blogspot.com/-nBP4Sln2XJ8/VqJVkTjUSJI/AAAAAAAAATs/nygUXHol2GM/s1600/IMG_7403.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://1.bp.blogspot.com/-nBP4Sln2XJ8/VqJVkTjUSJI/AAAAAAAAATs/nygUXHol2GM/s640/IMG_7403.JPG" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Photo by Amy Jenkins<br /></td></tr>
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<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span>FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-9649257862245851482015-12-04T14:25:00.000-05:002015-12-04T14:25:03.588-05:00Who's Your CISMA?<!--[if gte mso 9]><xml>
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<![endif]-->Invasive, non-native plants and animals are one of the
greatest threats to biodiversity and the ecological integrity of our natural
areas, and therefore are a focus for FNAI.<span style="mso-spacerun: yes;">
</span>There are many groups doing exceptional work related to invasive species,
and much of that work in Florida and around the country is coordinated by regional
collaborations called <a href="http://www.floridainvasives.org/cismas.cfm">Cooperative
Invasive Species Management Areas</a> or CISMAS. <span style="mso-spacerun: yes;"> </span>CISMAs are volunteer collaborations of
professionals, private landowners, and concerned citizens who believe that more
can get done when working together.<span style="mso-spacerun: yes;"> </span>Participants
may work for different private and public organizations with differing job
duties and often differing priorities.<span style="mso-spacerun: yes;">
</span>However, everyone unites in their efforts to eradicate or control invasive
species across fencelines and political boundaries.<span style="mso-spacerun: yes;"> </span>Bringing resources together is often a more
cost-effective approach to manage the problem.<br />
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<br /></div>
<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="http://2.bp.blogspot.com/-tTLPh74lT8E/VmHn_iC01RI/AAAAAAAAATM/vd1cy0CN6oE/s1600/StateWide_WebMap_short_names8.15.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://2.bp.blogspot.com/-tTLPh74lT8E/VmHn_iC01RI/AAAAAAAAATM/vd1cy0CN6oE/s400/StateWide_WebMap_short_names8.15.gif" width="375" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">CISMA boundaries in Florida.</td></tr>
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There are two primary ways in which CISMAs can make a
difference.<span style="mso-spacerun: yes;"> </span>First, there is direct
control of invasive species through scheduled workdays.<span style="mso-spacerun: yes;"> </span>Teams will work together to kill invasive
plants (hand pulling or treating with herbicide) or do surveys to find out and document
where the invasive species may be present.<span style="mso-spacerun: yes;">
</span>Second, CISMAs participate in public events to educate the community and
local land managers on the problems associated with invasive species.<span style="mso-spacerun: yes;"> </span>Many people don’t even know that the invasive
species they have in their own yard are causing a problem for conservation
lands nearby!<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-jkDPQsXZX1Y/VmHoM2M2AcI/AAAAAAAAATY/py9Eqke0Evk/s1600/ECISMA%2BLumnitzera%2BWorkday%2B01-2014.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="285" src="http://1.bp.blogspot.com/-jkDPQsXZX1Y/VmHoM2M2AcI/AAAAAAAAATY/py9Eqke0Evk/s400/ECISMA%2BLumnitzera%2BWorkday%2B01-2014.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A CISMA team workday.</td></tr>
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<br /></div>
<div class="MsoNoSpacing">
We encourage anyone interested in the conservation of
Florida’s biodiversity to become familiar with the CISMA in your area.<span style="mso-spacerun: yes;"> </span>To find out who to contact, visit the <a href="http://www.floridainvasives.org/">Florida Invasive Species Partnership</a>
(FISP) website.<span style="mso-spacerun: yes;"> </span>FISP is the umbrella
organization over all of the Florida CISMAs.<span style="mso-spacerun: yes;">
</span>FNAI is a key partner in this process; our invasive species contacts
actively working with the CISMAs are Gregg Walker and Greg Jubinsky.</div>
<br />
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<![endif]--><br />FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-43889367405596865672015-11-25T08:27:00.000-05:002015-11-25T08:27:42.001-05:00Map of the Month: Longleaf Pine Ecosystems<!--[if gte mso 9]><xml>
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<a href="http://4.bp.blogspot.com/-5bpa0NZJ-Os/VlSMC_O4zRI/AAAAAAAAASQ/qIpWpSseoNU/s1600/longleaf_webmap.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="335" src="http://4.bp.blogspot.com/-5bpa0NZJ-Os/VlSMC_O4zRI/AAAAAAAAASQ/qIpWpSseoNU/s400/longleaf_webmap.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-vbtjJpGq390/VlSLc8bS84I/AAAAAAAAASI/lrWxM6pw5Po/s1600/longleaf_webmap.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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FNAI, in partnership with <a href="http://www.freshfromflorida.com/Divisions-Offices/Florida-Forest-Service">Florida Forest Service</a> (FFS), has
just launched our newest interactive map:<span style="mso-spacerun: yes;">
</span><a href="http://www.fnai.org/webmaps/LongleafMap/">Longleaf Pine Ecosystems in Florida</a>.<span style="mso-spacerun: yes;">
</span>The public and our partners can now easily view data contained in the
<a href="http://www.fnai.org/longleafGDB.cfm">Florida Longleaf Pine Ecosystem Geodatabase</a> (LPEGDB), a central repository for
information on the distribution and ecological condition of longleaf pine.<span style="mso-spacerun: yes;"> </span><br />
<br />
<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="http://2.bp.blogspot.com/-w3Fayq0RGEY/VlW1vKsqQ-I/AAAAAAAAASw/kBKyUHrBbMc/s1600/tripleN_AmyJenkins.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="225" src="http://2.bp.blogspot.com/-w3Fayq0RGEY/VlW1vKsqQ-I/AAAAAAAAASw/kBKyUHrBbMc/s400/tripleN_AmyJenkins.JPG" width="400" /> </a></td><td style="text-align: center;"> </td><td style="text-align: center;"> </td></tr>
<tr><td class="tr-caption" style="text-align: center;">Longleaf pines in flatwoods, Triple N Ranch Wildlife Management Area, Osceola County. Photo by Amy Jenkins.</td></tr>
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<br />
Much of the LPEGDB data is thanks to the dedicated efforts
of FFS County Foresters who field assessed almost 850,000 acres of potential
longleaf in 8 months!<span style="mso-spacerun: yes;"> </span>FNAI helped
develop the rapid assessment protocol and trained 40 foresters on its use in
the field.<span style="mso-spacerun: yes;"> </span>In addition to the rapid
assessment, the LPEGDB contains information from many other sources including
field data collected by FNAI and our partner agencies like US Forest Service,
Eglin Air Force Base, Florida Fish and Wildlife Conservation Commission, and
the Water Management Districts.<span style="mso-spacerun: yes;"> </span>To date
these efforts have confirmed 2.15 million acres of longleaf in the state and we
can report ecological conditions on 78% of those areas.<br />
<br />
<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="http://2.bp.blogspot.com/-1o8yu8jZZT0/VlW1uuvtg8I/AAAAAAAAAS0/Eiu_fg4VbNw/s1600/P1020952.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://2.bp.blogspot.com/-1o8yu8jZZT0/VlW1uuvtg8I/AAAAAAAAAS0/Eiu_fg4VbNw/s320/P1020952.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Collecting data in a longleaf community.</td></tr>
</tbody></table>
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On the interactive map users can toggle Ecological
Conditions layers to display summaries of vegetation structure and composition
for the canopy, shrub, and ground layers.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;">
</span></div>
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Healthy longleaf pine ecosystems are characterized by much
more than their iconic trees.<span style="mso-spacerun: yes;"> </span>Assessment
of vegetation at different levels gives a picture of overall condition and can
help guide management and restoration priorities. <span style="mso-spacerun: yes;"> </span>In their natural condition, these fire-adapted,
open landscapes have one of the highest diversities of flowering plants in North America and are critical habitat to a host of rare animals including gopher
tortoises, fox squirrels and red-cockaded woodpeckers.<span style="mso-spacerun: yes;"> </span>Land managers often focus on restoring appropriate
fire regimes to help restore the natural biodiversity and ecological processes
of these communities.<br />
<br />
<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="http://1.bp.blogspot.com/-PXbbAq9y44A/VlW1tYWrUOI/AAAAAAAAASo/l7NrbKsmk8I/s1600/Pinus_palustris_regen_grk001.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="http://1.bp.blogspot.com/-PXbbAq9y44A/VlW1tYWrUOI/AAAAAAAAASo/l7NrbKsmk8I/s400/Pinus_palustris_regen_grk001.JPG" width="267" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Regenerating longleaf seedlings. Photo by Gary Knight.</td></tr>
</tbody></table>
<span style="mso-spacerun: yes;"> </span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Check out the map and provide feedback.<span style="mso-spacerun: yes;"> </span>The map reflects the latest version of the
database– LPEGDB v.3— just published in September 2015, and we are pleased to
continue our partnership with FFS to update the LPEGDB in 2016.<span style="mso-spacerun: yes;"> </span>For latest details on the project and other
longleaf links please visit our <a href="http://www.fnai.org/longleafGDB.cfm">longleaf webpage</a>.<span style="mso-spacerun: yes;"> </span></span>FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-4498715755059185992015-10-08T11:36:00.000-04:002015-10-09T09:44:41.876-04:00FNAI Catalogs Florida's Endemic Species<!--[if gte mso 9]><xml>
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This summer FNAI staff reviewed the scientific literature
and our database to ensure that all species found nowhere in the world but
Florida were correctly identified and coded as endemic.<span style="mso-spacerun: yes;"> </span>With more than 2,000 endemic species, Florida ranks
4<sup>th </sup>among US states, behind California, Hawaii, and Texas.<span style="mso-spacerun: yes;"> </span>This count includes just full species, if
infraspecific taxa, like subspecies or varieties, are included the number rises
substantially.<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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FNAI tracks species that are potential conservation targets
based on their rarity, vulnerability, or threats they face.<span style="mso-spacerun: yes;"> </span>We track many endemics but there are some
species, <i style="mso-bidi-font-style: normal;">Polygala rugellii</i> and <i style="mso-bidi-font-style: normal;">Quercus inopina</i> for example, which,
despite not being found elsewhere, are sufficiently common within Florida that they
currently do not require conservation efforts to ensure their continued
existence.<span style="mso-spacerun: yes;"> </span>The table below lists counts
of endemic species by taxonomic group and whether or not FNAI tracks them.</div>
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<b style="mso-bidi-font-weight: normal;">Florida’s endemic
species by group:</b></div>
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<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><br /></td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Not tracked</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Tracked</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Total</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">PLANTS AND LICHENS</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">122</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">192</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">FISH</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">AMPHIBIANS</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">REPTILES</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">BIRDS</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">MAMMALS</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">INVERTEBRATES</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">>1,500</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">199</span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">>1,700</span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 150.0pt;" valign="bottom" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Total</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">>1,572</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 46.95pt;" valign="bottom" width="63"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">332</span></b></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 59.0pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">>2,000</span></b></div>
</td>
</tr>
</tbody></table>
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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="http://3.bp.blogspot.com/-vHzcCUZD3fg/VhZ0mWBop7I/AAAAAAAAARk/AxV1yjeU7oc/s1600/Scrub_Jay_grk001.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://3.bp.blogspot.com/-vHzcCUZD3fg/VhZ0mWBop7I/AAAAAAAAARk/AxV1yjeU7oc/s320/Scrub_Jay_grk001.JPG" width="270" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i><span class="st">Aphelocoma coerulescens</span></i><span class="st">, the Florida scrub jay, is Florida's only endemic bird species. Photo by Gary Knight.</span></td></tr>
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<br /></div>
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-bv9NEKdWnGc/VhZ0nZfSdmI/AAAAAAAAARo/IXXX649VlY4/s1600/scutellaria%2Bfloridana_a%2Bjenkins.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://4.bp.blogspot.com/-bv9NEKdWnGc/VhZ0nZfSdmI/AAAAAAAAARo/IXXX649VlY4/s320/scutellaria%2Bfloridana_a%2Bjenkins.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Scutellaria floridana</i>, the Florida skullcap, is only known from a 4 county section of the panhandle. Photo by Amy Jenkins.</td></tr>
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The map below, exported from FNAI’s Biotics data management
system, shows occurrence centroids for the endemic species that we track.<span style="mso-spacerun: yes;"> </span>Endemic species are concentrated in several
areas including the Lake Wales Ridge, the Panhandle, the southeastern part of
the state including the Atlantic Ridge and Miami Rockridge, the Keys, and to a
lesser extent, the central portions of the East and West Coasts.<span style="mso-spacerun: yes;"> </span></div>
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<span style="mso-spacerun: yes;"> </span></div>
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<tr><td style="text-align: center;"><img alt="" height="266" 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<tr><td class="tr-caption" style="text-align: center;">FNAI element occurrences for endemic species</td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><i>Polygala rugelii</i>, yellow milkwort, is an endemic that FNAI doesn't track. It is found through out the entire peninsular portion of the state. Photo by Gary Knight.</td></tr>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com2tag:blogger.com,1999:blog-3382572260304512381.post-32268266959712084522015-09-01T15:14:00.001-04:002015-09-01T15:14:41.837-04:00Update from the Field: FNAI Biologists Begin Busy Fall SeasonFNAI staff are in the field year-round, but fall and spring are especially busy times. Based on current plans, our biologists will be visiting no fewer than 17 sites across Florida over the next few months.<br />
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Projects include rare plant, gopher tortoise, and invasive species surveys, <a href="http://myfwc.com/conservation/terrestrial/obvm/">Objective-Based Vegetation Management</a> Monitoring, and historical and current natural communities mapping. These projects will be contributing to our <a href="http://www.fnai.org/trackinglist.cfm">Element Occurrence database</a> of rare plants, animals, and natural communities, as well as informing the efforts of conservation land managers around the state. Along with biologists from local, state, and federal agencies and NGOs, FNAI staff are the "boots on the ground" for Florida conservation!<br />
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<br />FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-56688499768538805452015-08-13T11:37:00.001-04:002015-08-13T11:37:22.666-04:00Map of the Month: CLIP<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: inherit;">The <a href="http://www.fnai.org/clip.cfm">Critical Lands and Waters Identification Project (CLIP)</a>
is a collection of spatial data that identify statewide priorities for a broad
range of natural resources in Florida.<span style="mso-spacerun: yes;">
</span>CLIP grew out of a request in 2006, by the Century Commission for a
Sustainable Florida, for a statewide inventory of natural resource priorities
that could inform long range planning decisions.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<span style="font-family: inherit;">CLIP has been developed through a collaborative effort
between the <a href="http://www.fnai.org/">Florida Natural Areas Inventory</a>,
the University of Florida <a href="https://www.geoplan.ufl.edu/">GeoPlan Center</a>
and <a href="http://conservation.dcp.ufl.edu/">Center for Landscape
Conservation Planning</a>, and the <a href="http://myfwc.com/research/">Florida
Fish & Wildlife Conservation Commission</a> (FWC).<span style="mso-spacerun: yes;"> </span>The CLIP partners have relied upon a team of
expert advisors from state and federal agencies, water management districts,
NGOs, and the private sector, to provide consensus guidance on data compilation
and model construction.</span></div>
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<span style="font-family: inherit;"><span style="font-size: 11pt; line-height: 115%;">CLIP version 3.0 is organized into a set of core
natural resource data layers which are combined into five resource
categories:<span style="mso-spacerun: yes;"> </span>biodiversity, landscapes,
surface water, groundwater, and marine.<span style="mso-spacerun: yes;">
</span>The first three categories have also been combined into the Aggregated
CLIP model, which identifies five priority levels for natural resource
conservation.</span></span><br />
<br />
<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;"><span style="font-family: inherit;"><a href="http://2.bp.blogspot.com/-kVc9yDr3Ncw/Vcy1H7_2jmI/AAAAAAAAAPQ/i-MudzR9I0Q/s1600/CLIP_schematic.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="561" src="http://2.bp.blogspot.com/-kVc9yDr3Ncw/Vcy1H7_2jmI/AAAAAAAAAPQ/i-MudzR9I0Q/s640/CLIP_schematic.jpg" width="640" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;">CLIP database hierarchy.</span></td></tr>
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<br />
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<span style="font-family: inherit;">CLIP and Conservation Planning in Florida</span></h3>
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<span style="font-family: inherit;"> </span></h3>
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<span style="font-family: inherit;">CLIP has served to inform a variety of conservation planning
projects throughout Florida since version 1.0 was completed in 2008:<span style="mso-spacerun: yes;"> </span> </span></div>
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<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span>CLIP relies heavily on FNAI’s <a href="http://www.fnai.org/FlForever.cfm">Florida Forever Conservation Needs
Assessment</a>, a set of data and analyses funded by the Florida Department of
Environmental Protection (DEP), <a href="http://www.dep.state.fl.us/lands/arc.htm">Division of State Lands</a>,
that informs Florida’s landmark environmental land acquisition program. </div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span>CLIP has been integral to the FWC <a href="http://myfwc.com/conservation/special-initiatives/blueprint/">Cooperative
Conservation Blueprint</a>, including a regional version of CLIP produced for
the CCB Pilot Project region of south central and southwest Florida.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Building on this success, CLIP has been
incorporated as the centerpiece of planning by the U.S. Fish and Wildlife
Service <a href="http://peninsularfloridalcc.org/">Peninsular Florida Landscape
Conservation Cooperative</a>. </div>
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<div class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";">
</span></span></span>CLIP has also served as the basis for several
regional planning projects, including the <a href="http://www.cfrpc.org/programs/heartland-2060/">Heartland 2060</a>
regional visioning project, and the <a href="http://www.fws.gov/panamacity/greenlinksproducts.html">Northwest Florida
Greenlinks</a> initiative.</div>
<span style="font-family: inherit;"><span style="mso-list: Ignore;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"></span></span></span><br />
<h3 class="MsoNormal">
<span style="font-family: inherit;">Important Reminders About CLIP</span></h3>
<h3 class="MsoNormal">
<span style="font-family: inherit;"> </span></h3>
<div class="MsoNormal" style="margin-left: .25in; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: inherit;"><span style="mso-list: Ignore;">•<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><b>CLIP is more than a map</b>. <span style="mso-spacerun: yes;"> </span>It is a GIS database consisting of 20 core
data layers and 4 overlay models.<span style="mso-spacerun: yes;"> </span>The
Aggregated CLIP Priorities map should not necessarily be used in isolation from
its components.<span style="mso-spacerun: yes;"> </span>Users may find that
different subsets of CLIP data are useful for different purposes.</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: .25in; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: inherit;"><span style="mso-list: Ignore;">•<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><b>CLIP is a natural resource inventory.</b><span style="mso-spacerun: yes;"> </span>It is not a conservation plan.<span style="mso-spacerun: yes;"> </span>The database and report make no
recommendations for specific actions for priority areas. Users should not
assume that intensive land uses are incompatible with all high priority areas,
or that such land uses are always compatible with low priority areas.</span></div>
<div class="MsoNormal" style="margin-left: .25in; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: inherit;"><span style="mso-list: Ignore;">•<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><b>CLIP is a decision support tool.</b><span style="mso-spacerun: yes;"> </span>CLIP’s primary value is as a screening tool
to quickly identify areas with high natural resource value.<span style="mso-spacerun: yes;"> </span>Users should then follow up with more
thorough study of these areas using a variety of data and sources to confirm
the significance of resources.<span style="mso-spacerun: yes;"> </span>CLIP can
help identify tradeoffs in choosing land use actions on one area compared to
another.</span></div>
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<span style="font-family: inherit;">CLIP is currently funded by the U.S. Fish and Wildlife
Service, with past funding from FWC and the Century Commission, as well as
funding from the DEP State Lands for the Florida Forever Conservation Needs
Assessment.<span style="mso-spacerun: yes;"> </span>For more information about
CLIP, including reports, data, and an online map viewer, visit FNAI’s <a href="http://www.fnai.org/clip.cfm">CLIP page</a>.</span></div>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-12974899568388925702015-07-08T14:43:00.000-04:002015-07-09T12:46:45.328-04:00Species in Focus: Florida’s Red Widow Spider<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: xx-small;">All red widow images © DT Almquist 2015, all rights reserved</span></div>
<a href="http://2.bp.blogspot.com/-ZuSoBam5p24/VZ1g3OgcUwI/AAAAAAAAAOM/W0qGKHTyLLA/s1600/RedWidow_tweakeCroppedResized%25C2%25A9.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="http://2.bp.blogspot.com/-ZuSoBam5p24/VZ1g3OgcUwI/AAAAAAAAAOM/W0qGKHTyLLA/s640/RedWidow_tweakeCroppedResized%25C2%25A9.jpg" width="547" /></a><br />
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This beautiful specimen posing at The Nature Conservancy's Disney Wilderness Preserve after being
disturbed in her retreat is a female red widow spider (<i>Latrodectus bishopi</i>), a rarely encountered species of spider that
is closely related to black widows (<i>L.
mactans</i> and <i>L</i>. <i>variolus</i>). Although they are believed to be as venomous
as black widows, very few bites and no deaths have ever been attributed to them. Red widow spiders
are one of 16 rare spider species tracked by FNAI, and they have a conservation
rank of G2G3, meaning that they are imperiled to vulnerable over their entire
range.</div>
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<a href="http://4.bp.blogspot.com/-qDxaQUdk4OU/VZ1iwVjp2_I/AAAAAAAAAOY/pEv1w5EDCws/s1600/RedWidowMapCropped.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="http://4.bp.blogspot.com/-qDxaQUdk4OU/VZ1iwVjp2_I/AAAAAAAAAOY/pEv1w5EDCws/s640/RedWidowMapCropped.jpg" width="592" /></a></div>
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This <span style="font-family: inherit;">species is endemic to the Florida peninsula, but even
there it is only known from relatively few places (see the red stars on the map
above), with almost all populations being on the Lake Wales Ridge and a few on
the Atlantic Coastal Ridge. It lives primarily in <a href="http://www.fnai.org/PDF/NC/Scrub_Final_2010.pdf">scrub</a> and <a href="http://www.fnai.org/PDF/NC/Scrubby_Flatwoods_Final_2010.pdf">scrubby flatwoods</a> habitats, of
which much has been destroyed. Remaining areas of appropriate habitat that are not properly protected
for conservation purposes are threatened by development and poor management. Red widow populations appeared to be unaffected by fire in at least one study (<a href="http://journals.fcla.edu/flaent/article/view/59663">Carrel
2001</a>), but they very likely receive some "...benefit from fire because they nest
almost exclusively in palmettos that are only 1-1.5 m high, the sort that are
found naturally only in recently burned scrub" (<a href="http://www.biosci.missouri.edu/carrel/">Carrel</a> pers. comm.).</span><br />
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<a href="http://2.bp.blogspot.com/-Kf8izf6HDSU/VZ1jfVqMC-I/AAAAAAAAAOo/mI3gKrEuKbs/s1600/RedWidowNestTweakedResized%25C2%25A9.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="446" src="http://2.bp.blogspot.com/-Kf8izf6HDSU/VZ1jfVqMC-I/AAAAAAAAAOo/mI3gKrEuKbs/s640/RedWidowNestTweakedResized%25C2%25A9.jpg" width="750" /></a></div>
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Females construct a very distinctive retreat--where they
hide, mate, and guard their eggs--by binding together palmetto leaves with silk. The above female was very protective of her two egg sacs,
although not actually aggressive.</div>
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<a href="http://1.bp.blogspot.com/-dHI3EaM7l-w/VZ1jfwCUDDI/AAAAAAAAAO8/h-slzFPV50s/s1600/RedWidowWithPreyTweakedResized%25C2%25A9.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="449" src="http://1.bp.blogspot.com/-dHI3EaM7l-w/VZ1jfwCUDDI/AAAAAAAAAO8/h-slzFPV50s/s640/RedWidowWithPreyTweakedResized%25C2%25A9.jpg" width="750" /></a></div>
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Like many spiders, red widows eat mostly insects and catch them
in a web. One study found that in the
spring they feed primarily on nocturnal beetles, such as the above glowing
click beetle, <i>Deilelater</i> sp., but
that later in the year diurnal bees and wasps become more important as prey
items. Overall, five species of endemic
scarab beetles, which also live primarily in scrub habitat, make up most of
their diet (<a href="http://journals.fcla.edu/flaent/article/view/83063">Deyrup
and Carrel 2014</a>).</div>
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<a href="http://1.bp.blogspot.com/-8G_BqFDLqlQ/VZ1jfcq-04I/AAAAAAAAAO4/GZQuNqP22IA/s1600/RedWidowMaleTweakedResized%25C2%25A9.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="530" src="http://1.bp.blogspot.com/-8G_BqFDLqlQ/VZ1jfcq-04I/AAAAAAAAAO4/GZQuNqP22IA/s640/RedWidowMaleTweakedResized%25C2%25A9.jpg" width="750" /></a></div>
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As shown above, the males are smaller and more slender than the female and they usually eat prey that the females capture, although males are
capable of capturing their own meal.</div>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-9616609652471249842015-07-02T13:33:00.003-04:002015-07-02T13:33:23.749-04:00Update from the Field: Tracking an Invasive Species<!--[if gte mso 9]><xml>
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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="http://4.bp.blogspot.com/-zVQ5uk9WFGg/VZV0FQ-j1EI/AAAAAAAAANo/yHukGpKzEiw/s1600/Mimosa_pigra_CypressCreekFDA_Apr2015_kjg.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="http://4.bp.blogspot.com/-zVQ5uk9WFGg/VZV0FQ-j1EI/AAAAAAAAANo/yHukGpKzEiw/s400/Mimosa_pigra_CypressCreekFDA_Apr2015_kjg.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Catclaw mimosa (<i>Mimosa pigra</i>)</td></tr>
</tbody></table>
<br />
<div class="MsoNormal">
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<div class="MsoNormal">
Catclaw mimosa (<i style="mso-bidi-font-style: normal;">Mimosa
pigra</i>) is an invasive exotic plant from Central America which was
introduced into Florida as an ornamental plant in the 1920’s.<span style="mso-spacerun: yes;"> </span>It currently grows in isolated areas of
Highlands, Martin, Palm Beach, Broward, St. Lucie and Okeechobee Counties. <span style="mso-spacerun: yes;"> </span>It is a thorny sprawling shrub which can form
thickets if unchecked.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>It has invaded hundreds of square miles in
Australia and Southeast Asia making invaded lands almost unusable.<span style="mso-spacerun: yes;"> </span>Like the native species of mimosa, sometimes
referred to as “sensitive plant,” the leaflets fold up when they are
touched.<span style="mso-spacerun: yes;"> </span>Catclaw mimosa can invade many
habitats from dry uplands to the deepest swamps but prefers moist to wet places.<span style="mso-spacerun: yes;"> </span>It is a Category I plant on the Florida
Exotic Pest Plant Council’s <a href="http://www.fleppc.org/list/list.htm">list
of invasive species in Florida</a> and on the <a href="http://www.weedcenter.org/resources/federal.html">US Federal Noxious Weed
List</a> and considered one of the 100 World’s Worst Invasive Alien Species by
the <a href="http://www.issg.org/database/species/search.asp?st=100ss">Global
Invasive Species Database</a><span class="MsoHyperlink">. </span><span style="mso-spacerun: yes;"> </span>The Florida Fish and Wildlife Conservation Commission
Invasive Plant Management Section (<a href="http://myfwc.com/wildlifehabitats/invasive-plants/">FWC-IPMS</a>) and its
predecessors have diligently spent the past 36 years treating it to ensure it
does not become a widespread problem in Florida. <span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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In March 2015, FNAI scientists were asked by FWC-IPMS
to survey more than 7,400 acres of conservation lands in Palm Beach and Martin
Counties for this species to guide contractors’ upcoming treatment efforts.
During this process, FNAI staff walked approximately 600 miles (almost a
million meters!) through a variety of uplands, herbaceous marshes and forested
swamps.<span style="mso-spacerun: yes;"> </span>The good news is that <i style="mso-bidi-font-style: normal;">Mimosa pigra</i> does not appear to have
expanded its range too much!</div>
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<div class="separator" style="clear: both; text-align: center;">
</div>
<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="http://1.bp.blogspot.com/-KGWcYj9_ikA/VZV1m6RqkQI/AAAAAAAAAN8/pRDO16GSvRk/s1600/Pigra_tracks.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="523" src="http://1.bp.blogspot.com/-KGWcYj9_ikA/VZV1m6RqkQI/AAAAAAAAAN8/pRDO16GSvRk/s640/Pigra_tracks.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Map of transects walked by FNAI biologists on surveys in the Loxahatchee Slough region of southeast Florida.</td></tr>
</tbody></table>
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<br /></div>
FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-63368227157631347732015-06-23T10:59:00.000-04:002015-06-23T14:34:59.795-04:00Map of the Month: Historical Natural Communities of the Apalachicola National Forest<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-yTsGxtVbdbc/VYl5r1SBXDI/AAAAAAAAANc/ttPi9ZZ9faY/s1600/ANF_Historic_NC_Poster.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="308" src="http://4.bp.blogspot.com/-yTsGxtVbdbc/VYl5r1SBXDI/AAAAAAAAANc/ttPi9ZZ9faY/s400/ANF_Historic_NC_Poster.jpg" width="400" /></a></div>
<div class="separator" style="margin-left: 1em; margin-right: 1em; text-align: center;">
<br /></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-aYVO-1veBbs/VYl0FtOE1lI/AAAAAAAAAM4/U0Jy-HN0UaA/s1600/ANF_Historic_NC_legend.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-aYVO-1veBbs/VYl0FtOE1lI/AAAAAAAAAM4/U0Jy-HN0UaA/s320/ANF_Historic_NC_legend.jpg" width="320" /></a></div>
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Effective land management for conservation requires an
understanding of what the property to be managed was like before any changes
due to human activities like logging, agriculture, wetland drainage, road
building, or disruption of natural wildfires.
FNAI Biologists have mapped the historical vegetation on <span style="color: #1f497d;">2,414,045</span> acres of Conservation Lands in Florida
to help inform land management. This map
of historical natural communities on the Apalachicola National Forest is based
on 1937, 1942, 1952, and present day aerial photography, LiDAR elevation data,
soils maps, hundreds of ground-truthed GPS points, and locations of rare
species occurrences. This map served as
the basis for an Ecological Condition Model of the Apalachicola National
Forest, developed by the US Forest Service.<br />
<br />
FNAI contributes a variety of data and analyses to help inform conservation land management decisions. Together with <a href="http://www.fnai.org/reference-natural-communities.cfm">reference natural communities</a>, historical vegetation maps help land managers set goals for restoration and management of conservation lands across the state.<br />
<br />
<o:p></o:p></div>
</div>
FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-71764699124385384212015-06-16T09:35:00.002-04:002015-06-16T09:35:24.900-04:00The Science Behind Florida Forever<!--[if gte mso 9]><xml>
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A major role of the Florida Natural Areas Inventory since
our founding in 1981 has been to provide scientific information and expertise
to support the state’s land acquisition and land management efforts.<span style="mso-spacerun: yes;"> </span>This role ramped up substantially with the
beginning of the <a href="http://www.dep.state.fl.us/lands/fl_forever.htm">Florida
Forever</a> program in 2001.<span style="mso-spacerun: yes;"> </span>FNAI
developed and maintains the <a href="http://fnai.org/PDF/FF_Needs_Assessment_Overview_Maps_Nov2014.pdf">Florida
Forever Conservation Needs Assessment</a>, a series of statewide prioritized
GIS data layers that address a variety of natural resources that are the focus
of land acquisition.<span style="mso-spacerun: yes;"> </span>These maps identify
conservation priorities for rare and vulnerable plant and animal species,
natural communities, landscape corridors, surface waters, wetlands, floodplain,
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When the Florida Forever Act was first passed in 2000, state
legislators were seeking greater accountability from land acquisition
efforts.<span style="mso-spacerun: yes;"> </span>They specified that the Florida
Forever program:</div>
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<li>Be based on a <b style="mso-bidi-font-weight: normal;">comprehensive
assessment</b> of Florida’s natural resources</li>
<li>Should provide <b style="mso-bidi-font-weight: normal;">multiple benefits</b></li>
<li>Involve a competitive selection process to select
projects <b style="mso-bidi-font-weight: normal;">best able to meet the goals</b>
and maximize efficient use of the program’s funding</li>
<li>Should be based on <b style="mso-bidi-font-weight: normal;">measurable goals and objectives</b>.</li>
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In response, FNAI developed the <b style="mso-bidi-font-weight: normal;">Florida Forever Conservation Needs Assessment</b> in coordination with
the DEP Division of State Lands, and in cooperation with partner agencies and
resource experts.<span style="mso-spacerun: yes;"> </span>The Needs Assessment:</div>
<br />
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<ul>
<li>Provides <b>baselines</b> of resource protection against
which to measure progress</li>
<li>Identifies <b>priority lands</b> to meet conservation
needs</li>
<li>Identifies areas that meet <b>multiple conservation
needs</b></li>
<li><b>Clearly and continuously tracks</b> and reports
progress of the Florida Forever program.</li>
</ul>
<br />
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<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-p-imAQ-4iT0/VYAkIAc7gaI/AAAAAAAAAMU/OPN6hfERrw0/s1600/FNAIHAB.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="398" src="http://1.bp.blogspot.com/-p-imAQ-4iT0/VYAkIAc7gaI/AAAAAAAAAMU/OPN6hfERrw0/s400/FNAIHAB.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">FNAI Rare Species Habitat Conservation Priorities, a component of the Florida Forever Conservation Needs Assessment.</td></tr>
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">FNAI
also developed the Florida Forever Tool for Efficient Resource Acquisition and
Conservation, or F-TRAC analysis, to consider all of the above resource values
together and identify those places where the state can achieve the most
conservation benefit per acre acquired.<span style="mso-spacerun: yes;">
</span>All of these data and analyses are provided to the Florida Forever <a href="http://www.dep.state.fl.us/lands/arc.htm">Acquisition and Restoration
Council</a> (ARC) to help inform their decisions on acquisition proposals,
project rankings, and land management planning.<span style="mso-spacerun: yes;">
</span>FNAI is also able to report <a href="http://www.fnai.org/PDF/FF_Acquisition_Progress_Report_Nov2014_revMar2015.pdf">overall
progress</a> of the program toward conservation of each natural resource
category.</span><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -.25in;">
<br /></div>
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<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-e8v6dujhKEk/VYAkI64SZiI/AAAAAAAAAMk/IS6tzGV0Qng/s1600/ARC_Meeting.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="http://1.bp.blogspot.com/-e8v6dujhKEk/VYAkI64SZiI/AAAAAAAAAMk/IS6tzGV0Qng/s400/ARC_Meeting.jpg" width="400" /></a></td></tr>
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FNAI and ARC staff
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Taken together, all of this information provides sound
science to inform and support the Florida Forever program.<span style="mso-spacerun: yes;"> </span>For more information, visit our <a href="http://fnai.org/FlForever.cfm">Florida Forever</a> page for data,
reports, and more details.</div>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-75523578703065739312015-06-09T08:48:00.000-04:002015-06-09T08:48:11.320-04:00New Web Map Highlights Examples of High Quality Natural Communities<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-M_xSFAMcrYA/VXCrhmPiSvI/AAAAAAAAAME/s6AuMYd7xiA/s1600/nc_map_screenshot_original.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="282" src="http://2.bp.blogspot.com/-M_xSFAMcrYA/VXCrhmPiSvI/AAAAAAAAAME/s6AuMYd7xiA/s400/nc_map_screenshot_original.jpg" width="400" /></a></div>
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FNAI scientists have collected data at 68 sites across
Florida that are excellent examples of well managed natural communities. These sites serve as references for land
managers working to restore similar areas that have been impacted by human
activities such as agriculture, hydrological alterations, or fire exclusion;
because of this they are called Reference Natural Communities. Each reference community exhibits the species
diversity, species composition, physical structure, and general ecological
integrity expected for the community type.
These areas are some of the most beautiful and pristine landscapes in
Florida, and because of this they are not only good models for land management
but also great areas to visit. Our interactive
map of reference communities, recently updated, is a great resource to identify
reference community locations in your area and to access site descriptions and
quantitative data. You can visit the map
<a href="http://www.fnai.org/RefNC_Playlist_map/index.html">here</a>. Our Reference Natural Community work is
supported by funding from the Florida Fish and Wildlife Conservation
Commission.<o:p></o:p></div>
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<br />FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0tag:blogger.com,1999:blog-3382572260304512381.post-1591751904297550662015-06-03T09:15:00.000-04:002015-06-03T09:15:11.742-04:00Noteworthy Discoveries: Hand Fern in Hendry County<div class="MsoNormal">
During recent field surveys to document rare plants at <a href="http://myfwc.com/viewing/recreation/wmas/lead/dinner-island">Dinner
Island Wildlife Management Area</a>, FNAI botanists located two populations of <a href="http://www.fnai.org/FieldGuide/pdf/Ophioglossum_palmatum.pdf">hand fern</a>
(<i>Ophioglossum palmatum</i>), a
distinctive epiphytic fern that grows almost exclusively in the humus that
accumulates in cabbage palm leaf bases, commonly called “boots.” Although these ferns are found in tropics
around the world, they are believed to have experienced a dramatic decline in
Florida over the last century due to artificial drainage, particularly in the
Everglades. According to the <a href="http://www.florida.plantatlas.usf.edu/Plant.aspx?id=2715">Atlas of
Florida Vascular Plants</a>, hand fern has never been collected in Hendry
County, so FNAI scientists were excited to discover these populations.<o:p></o:p></div>
<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="http://1.bp.blogspot.com/-EhIp694CzeA/VTAeamsrMCI/AAAAAAAAAIE/4r9tCdahSzI/s1600/Ophioglossum_palmatum_Dinner_Island4_JS.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="http://1.bp.blogspot.com/-EhIp694CzeA/VTAeamsrMCI/AAAAAAAAAIE/4r9tCdahSzI/s1600/Ophioglossum_palmatum_Dinner_Island4_JS.JPG" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hand fern (<i>Ophioglossum palmatum</i>). Photo by James Surdick</td></tr>
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FNAIhttp://www.blogger.com/profile/00628344999819313955noreply@blogger.com0