Click to edit Master text styles
Second level
Third level
Fourth level
Fifth level
‹date/time›
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master06.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
‹date/time›
‹footer›
=
249;#›
Click to edit Master title style<=
/div>
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master02.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
Click to edit Master subtitle sty=
le
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master07.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
<=
/div>
<=
/div>
<=
/div>
‹h=
eader›
<=
/div>
<=
/div>
<=
/div>
‹date/time›
<=
/div>
<=
/div>
<=
/div>
‹f=
ooter›
<=
/div>
<=
/div>
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0026.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"master07_image002.gif")
![](3D"master07_image003.jpg")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master07_image002.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master07_image003.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0040.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"master06_image004.gif")
![](3D"master06_image005.jpg")
School Taxes Issues
<=
/div>
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/pres.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
‹#›
1
School Funding and Property
Taxes
What a=
re
some of the issues?
Manitoba Associati=
on of
Cottage Owners
AGM Oc=
tober
21st, 2006
Gus Wr=
uck
2
=
School Taxes Issues for Resident =
Owners and Cottagers
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master06_image004.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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=
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master06_image005.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0042.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
nTaxes rising and are getting too high=
¨<=
/span>Perception that taxes are out of cont=
rol
nResidents must pay school taxes regar=
dless of
residency status in
municipality
nSchool Board Elections
¨<=
/span>Non-resident owners cannot vote
<=
/span>
¨<=
/span>But able to vote in Municipal electio=
ns
nTaxation in provincial parks is inequ=
itable
3
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0043.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
School Taxes Issues
School Taxes Issues
Summary
Frontier Centre for Public Policy
Feb 2005
nIn the 2003/2004 year, $1.43 billion was spent on =
K-S4
public education in
Manitoba.
nFunding
¨About 57% of public education costs from provincial
government
¨<=
/span>While 38% is covered by locally raised property ta=
xes
(school boards)
nManitoba has two school-based property taxes
=
¨<=
/span>Special levy, set and collected by local school
boards
¨<=
/span>Education Support levy, which is set and collected=
by
the provincial govern=
ment
and represents most of the remaining revenue (gone)
nProperty taxes have steadily increased in Manitoba=
¨<=
/span>Now property taxes are considerably higher than in=
other
provincial jurisdictions
=
nFarmers pay a levy on both their farmland and their
residence
4
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0041.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
Summary
Frontier Centre for Public Policy
Feb 2005
nProperty taxes are an inequitable way to fund
education
¨<=
/span>Property taxes not tied to income
¨<=
/span>Property taxes not uniform across the province
=
;
nNumerous groups have called for the elimination or
reduction of the special=
levy
(but has become the norm)
nOf all the provinces
¨<=
/span>Only Saskatchewan relies more heavily than Manitob=
a on
property taxes as a means of
funding public schools.
nThree provinces fund education exclusively through
general provincial revenue=
s.
nProvince of Manitoba should assume total responsib=
ility
for public school spending.&#=
13;
nThere are other options to support education
5
![](3D"slide0041_image006.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0041_image006.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhXAElAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBb
ASQAgAAAAP8AAAL/hI+py+0Po5wt2Iuz3rz7D3rUSJbmiabqyobuC8fyTIPsjef6HtX+xwtWfkSN
8IhMDosipfNZYgKh1Kf0Us1qq1fL9ssogsfkcpho3tXS7La7R3svX/K6/S6Rpen4vv8/wWdlA1ho
eJhHmDOF2Oj46MBo0gRZaXmJQAlnhNnp6cnxwPlJWoq5oZBhusp6qXqA0So7+xiLRYubC4jlpev7
W/cKPEw8NlqMnJx0G6vs/Nxya3AMXW191pyAes1dvR0Z2i2uG04hOY5uqXmimO6O167j8k4PFqIF
U6+Pk982sw9Qmx5EPgI6W9OKicFKCq116bVw0MOIAh+uc2fxHEV+Fhk7amTn0eNGQyFLmvwxcuPJ
fykjFAAAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0001.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
General Trends
nIn the 2003/2004 FRAME Report, the Manitoba government projected
¨<=
/span>Expenditures on public education (K-S4) would be
approximately $1.43
billion.
nManitoba government directly funds 56.7% of
education
¨<=
/span>Remainder (38.1%) is covered by property taxes set=
by
local school boards.
=
;
nThe provincial government’s share of public-=
school
financing has declined substan=
tially
over the past 25 years.=
¨<=
/span>From 82.4% in 1981 to 56.7% in 2003/04
6
![](3D"slide0001_image007.gif")
![](3D"slide0001_image008.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0001_image007.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhOgAYAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQA4
ABcAgAAAAP8AAAJbhI95we3/lJwUwItz3SYHjnhgCI3jxZXm2kWSy8aLk9DyTTLzh/e5pfMJW42h
ERg8+mzKHrN5g0FZxeR0FXxeK0ztVuH1fsXE4lbFRQ0xVA8vLVq652Qj3RwrAAA7
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0001_image008.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhOgAZAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQA5
ABcAgAAAAP8AAAJfhI+Zwe3flJz0wItx3SgzbngBuFwkp6HPyVrr9LZy6Ej1jHeRO+Y+D/wJAbvP
cBgxHoWxpe+jdOagPSkuGbWedsSsdnOjeb+KMG9MNpebVggoxTS1PFv6T4R3f/P6VgEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0005.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
School Taxes Issues
School Taxes Issues
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0006.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0006_image009.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0006_image009.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0028.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0028_image010.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0028_image010.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0028_image011.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0012_image013.gif")
![](3D"slide0012_image015.gif")
![](3D"slide0012_image016.gif")
![](3D"slide0012_image017.gif")
![](3D"slide0012_image018.gif")
![](3D"slide0012_image019.gif")
![](3D"slide0012_image020.gif")
![](3D"slide0012_image021.gif")
![](3D"slide0012_image022.gif")
$7,610
$7,191
$6,600
$6,471
$6,321
3,213
6,952
![](3D"slide0012_image023.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image012.emz
Content-Transfer-Encoding: base64
Content-Type: image/x-emz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=
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image013.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQACAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image014.emz
Content-Transfer-Encoding: base64
Content-Type: image/x-emz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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image015.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQACAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image016.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQACAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image017.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQACAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image018.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQABAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image019.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQABAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image020.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQABAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image021.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhAQABAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAAB
AAEAgAAAAAECAwICRAEAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image022.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0012_image023.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0061.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0009.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0009_image024.jpg")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0009_image024.jpg
Content-Transfer-Encoding: base64
Content-Type: image/jpeg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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0057.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0058.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0037.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0062.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0027.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0048.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0048_image025.gif")
![](3D"slide0048_image026.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0048.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0048_image025.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0048_image026.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0065.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0065_image027.gif")
![](3D"slide0065_image028.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0065.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0065_image027.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0065_image028.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlhcwCWAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAABy
AJYAgAAAAP8AAAL/hI+py+0Bg5u02otn3LzLDIYi5pVmNKZq6GXlCsdIB9PyzW64we3+o/vxgkIh
sThEIW/H5aHpzCmjCii1Yr0mP1ospKv5goHcMSMLnpob6Kt6TYa/4fHxnF533/H56J7fh/QHGPgz
SFiIc4jIJmboyAiyOAIZKVkZM2nZWFaDuenSufIJSkIqVaqiGSaaeunpOnpqsRrbqNpqG5rrxat7
MRv2K+t7Oyybc0y8q4xs2rxMGwztBVxM3ZuNjVu9zU0x7c06Lp4SHF6e+HSdLnyG3v5uHC+yB0+/
8FmLn6DPzi+vyj+AAkXdIzij0z6EQ/oNZJjQIcRLZQ5OBADJ4kRH/ws3ctHocd3FVw1HmvoAMiTG
hyZXlmwpbSVLk186Xqw5k6aElCF5QsQJ85lPhkCDxhyKsIfRXkgJKl3KqinAolCBuKxqVSo/qljz
7cw5EifYnlrpiSkb7+zYnyjXJlXb1WvbuAJF0o2Y5K7dl3czut3qV69MvH0VovWG6fC2xH/TMi4s
ly4pxdAmNy5nj/KxWZqHcb68+DNoatM6x1pk2lU4m5j/pQaliXXoZy1rya488zWihbc35+z9yyZw
Wzx105E9PNVQ42Z6J9/U9Dmj5Mz1jJYOCC3244erC1K83Y7m8FrIrxst3o93GeYdoqfSvqBn7/GZ
rB+s+n7eUvXB6UCPmt1/7wjo3m4EyvWeFAmy18YSDfLxoA8REjKhJ/0pUmE9GUZig30XOviUOSGK
88JJIzp2QoobIqZih12t6EQBADs=
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0030.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0032.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0031.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0031_image029.gif")
![](3D"slide0031_image030.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0031_image029.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh2QAlAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADZ
ACQAgAAAAP8AAALkhI+py+0PYwu02kul3rz7D4YMRpbmiaZqILbuCwPrTNf2jcX6ruEkDxz5LsEi
B2dM7pBKIK0JjSJq0s2qis0KU1oDtwsOT1DNk/iMjph1prT7LWmHSvC6Xf2z5u78/iPvsOc3SLgg
qGBRqLiIWNGYwRgpmejlKHnJSAmJybmYYdkZOngoWmr3yWKqCucIuvoKBuoKSxs1S1mbW4Q7RaT7
++K7NQtcjMf7R2q8LKMcR8esK9eyFh1azUZmTfgFpbKN9n32BB5E3ndT3mNTOpQqPWTtjq01P61+
bK+/340vxQ/wXakCADs=
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0031_image030.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif
R0lGODlh4QF5AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADf
AXgAgAAAAP8AAAL/hI+py+0Po5y02ouz3rzjAIbiSIreiabqyrbuC8fyVdb2jefkzPf+DwwKhxWd
8YhM4ojMpvMJjaKUJqmBWrVqt9yul5L8fsLisvmMVhnTrCP7DY9/dfIevY7P61e5PbHvFyg4eHVD
GGV4qLjolci4ZfMoOekTSVlmeam5mVHDyeb5KTqKEEr6VnKqKpm6itfqGvu6I7sHW4srRpsbeMv7
6zQCrLg7bGwnfEycrNzcwuy8HBJN3QFdLR2AvQ2Wxc3o/S1+ED6+WG5OjZ6ezY697i4d7zw9rwlv
71qff4nPP7rvHyV/Au+BKLgpIEJRCheyOuiQobaIBidS7Afx4kCL/xofdsTI8eMykZMakuyV8eS5
kCr9mGyJEuaglDJnsqxZ5yXOWTtd3uwpRyfQNDSHBi1qFBTSpER/MkWz9CmmqFKnOq3KRShWXVS3
IurqdQ7YsH+0km009uwPgmq7mG3Lgy3crG/nuqhrl27avFPw8oUk9++GwIL1Xi2sgTBit34XO7jm
GE6xyBMgU44z+TIDy5pzKuabubMtzoV91cKC+vAx06BJg0wNG/Xq0GRZg4vduDLuvRU/yzS1koxY
Jfps4wRucw0hJKcywXSOcgkp5Z8cXYQ+2nouQNWxz5Me3bgy8AnJczOfnfY47b29b0ef3rU95Jzc
TKe+XPxC+hKZJ//Hn01u++lXX2qGEfeagBoRqMpudyjg4IMFyjeUesNEiCF/zVH4lIXmRPgNh155
KNp/qrVFYol5iGiXbyqaweJfLr7IGG+lzUjjVzY6hmOOTfR444k+WqHgZUAOiYyQORaJZCU7vshk
kzJEKRqVUt6lpJRWXqnGk0N6ySWWYUqw5ZgclFkimGb2tWYEarZpTZZhoglnEXLOeWedHrzpI516
kpmnloH+OdigSPJJKA2GLoloonYuCiWkjio6qZ+TQmApYple+sCmrUnKqaKgLnZkqKK2Waqpoo6a
l6equukqVqm+mlisScVIK5a29jRrrnHu+hywvj7aqFG4DptksTVipYhsWb1+xGCzwTC7E7XS6vgs
P9ZeC9ixA27LLVrgzhdtuEqVm46G5pqYbXHqrhvcu+O5B++E9MbCXb24AGgve/rOxq9PEv77IYJW
+UdwRA6+sHDCvGYIsbwOhxXxwBOLUgAAOw==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0033.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0049.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0049_image031.gif")
![](3D"slide0049_image032.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0049.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0049_image031.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0049_image032.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0050.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0050_image033.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0050_image033.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0051.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
![](3D"slide0051_image034.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0051_image034.gif
Content-Transfer-Encoding: base64
Content-Type: image/gif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==
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0047.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0064.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0044.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0045.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0046.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0055.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0056.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
Manitoba Associa=
tion
of School Trustees and others
nMAST believes that:
¨education support from =
provincial general revenues should be increased to =
80% of school division =
operating costs
¨limiting reliance on property =
taxation levied by school boards to fund not more than 20% of total divisional <=
/span>operating expenditures.=
nMACO believes that
¨Research – more to be done
¨Gather information from AMM and the Department =
of Education
¨Cooperative approach with other groups
7
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0038.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
Canadian Taxpaye=
rs
Federation
nCompleted a recent study =
on
property taxation for agricultural la=
nd
8
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0063.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
Recomme=
ndations
CTF for farms
nThe province should require municipalities and sch=
ool boards submit to voter approval all tax increases =
by referendum.
nCTF is calling for the elimination of school divis=
ion
taxes levied on
farmland.
nTo benefit all tax paying property owners in Manit=
oba, the CTF recommends that the province and school divisions freeze school taxes and work toward annu=
al school tax reductions
nProposed a property tax cap (annual increases limi=
ted to
the rate of inflation)<=
/span>
9
School Taxes
General
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0053.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
10
Inequities in taxa=
tion
nIs more provincial funding for educat=
ion required? Yes
¨<=
/span>Reduce impact of local school taxes&#=
13;
n=
Double taxation on residences that ar=
e not
the prima=
ry
residences or a second property
¨<=
/span>In contrast; No double taxation in pr=
ovincial
parks
n=
A larger rebate for senior or fixed i=
ncome citizens in their primary residence?
nAre there other ways to finance schoo=
ls
besides prope=
rty
taxes?
nWhat do other provinces do?
11
School Funding in other provinces<=
/b>
Under review
62%
38%
SK
38%
57%
MB
22.9%
77.1%
PQ
5%
95%
AB
19.1%
80.9
NS
Provincial Property tax l=
evy
and is thus partially based on property taxes
BC & ON
0%
100%
NF&L, PEI, NB
Comments
Local
Provincial
12
$1,440
$1,374
$1,336
$1,290
$1,233
Totals
5%
$70
5%
$65
5%
$63
4%
$57
5%
$577
Other Support
36%
$513
34%
$472
33%
$436
32%
$416
32%
$393
Local Support
59%
$857
61%
$837
63%
$837
63%
$816
64%
$784
Government Support
%
02/03<=
/b>
%
01/02<=
/b>
%
00/01<=
/b>
%
99/00
%
98/99
$ millions
Trends
in Provincial Support to Education
While government support =
to
education has increased the percentage has decreased.
![](3D"slide0028_image011.gif")
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0028.xml
Content-Transfer-Encoding: quoted-printable
Content-Type: text/xml; charset="utf-8"
13
Cost per student in Manitoba
<=
span
style=3D'font-size:88%'>nW=
ide
Variation in Manitoba
$8,494
$6,770
$10,226
Cost per Student
4665
189,217
191,102
202,418
199,419
195,091
Total Enrollment
$27,292,000
$47,067,299
$47,705,959
$1,440.00
$1,374.30
$1,336.00
$1,290.50
$1,233.10
Total
$1,003,451
$70
$65
$63
$57
$57
Other
Revenue
$19,152,469
$513
$472
$436
$418
$393
Local
Taxation
$27,550,039
$857
$838
$837
$816
$784
Govern=
ment
Support
Interlake 06
Hanover Division 06
Sunrise Division 06/07
02/03<=
span
style=3D'mso-spacerun:yes'> $millions
01/02<=
span
style=3D'mso-spacerun:yes'> $millions
00/01<=
span
style=3D'mso-spacerun:yes'> $millions
99/00<=
span
style=3D'mso-spacerun:yes'> $millions
98/99 <=
/span>$millions
14
St. John’s
Ravenscourt
nPrivate School in Winnipeg
nProvides a useful comparison
¨Grades 1 - 3 $11,200
=
¨Grades 4 & 5 $11,650
¨Grades 6 - 8 $12,570
=
¨Senior 1 - 4 (Grades 9 - 12) $12=
,630
15
Edmonton Schools
16
Edmonton Model
nSchools compete with each other for
students
¨<=
/span>Determines funding
=
nStudents outperform the rest of Canad=
a
¨<=
/span>Performance indicator
n88% of students can read and write by=
grade
three
nLiteracy is best social program for k=
ids
¨<=
/span>Major and primary focus to education =
¨<=
/span>Other extra-curricular programs
minimised
nKeys to Edmonton Model
¨<=
/span>Entrepreneurship, accountability, cho=
ice
nPrincipals make spending choices
17
Edmonton Model
(problems)
nDropout rates still high (robust economy)
<=
/div>
nObstacles to reform in other jurisdictions
=
¨School boards, bureaucrats, prin=
cipals
and teachers unions=
18
School Performance
nIs there good use of resources and fu=
nds in
school dist=
ricts?
¨<=
/span> Requires more study
nShould schools be forced to show perf=
ormance
as a cond=
ition
for funding and enrolment?
¨<=
/span>Teaching Effectiveness and Efficiency=
in Student Education
<=
/span>
nStudent performance; what is performa=
nce of
students in other
districts?
nSchool discipline, is there a problem=
? There are rumours that discipline is a problem =
in some
schools.
nExtra-curricular programs
=
¨<=
/span>Cost effective?
¨<=
/span>Are they needed?
19
Inequ=
ities
of Tax System
Tax
treatment of owned residential prop=
erty
20
Cost of Owning Property
nOwnership cost
¨<=
/span>Opportunity costs (foregone interest =
on
investment but =
can have
capital appreciation)
¨<=
/span>Maintenance costs of buildings
(variable)
nFrequently water and sewer services&#=
13;
¨<=
/span>Municipal and school taxes
nTaxation inequities
¨<=
/span>Cottages in provincial parks pay cons=
iderably
less
¨<=
/span>Cottages on title deed land outside o=
f parks
pay more
21
Tax an=
alysis
in RM Lac du Bonnet
$5,314
Current taxes
0.037241
Total Mill
60.93%
Percent of Total
$3,238
0.022691
$142,700
Taxes Owing
Mill Rate
Assessment
School Taxes
39.07%
Percent of Total
$2,076
0.01455
$142,700
Taxes Owing Total
Mill Rate
Assessment
Municipal taxes
$142,700
45%
$317,100
$250,000
$67,100
Proportioned Assessment
Proportioned %
Total
Building
Land (water front)
Standard Tax Calculation for Assessing Taxes (based on actual
property for 2006)
Less
$400 property tax credit
22
Tax an=
alysis
in RM Lac du Bonnet
$5,773
Current taxes
0.040456
Total Mill
59.76%
Percent of Total
$3,449
0.024176
$142,700
Taxes Owing
Mill Rate
Assessment
School Taxes
40.24%
Percent of Total
$2,323
0.016280
$142,700
Taxes Owing Total
Mill Rate
Assessment
Municipal taxes
$142,700
45%
$317,100
$250,000
$67,100
Proportioned Assessment
Proportioned %
Total
Building
Land (water front)
Standard Tax Calculation for Assessing Taxes (based on actual
property for 2007)
Less
$525 MB education property tax credit
23
Provincial Parks
nTwo
types of land holdings in provincial parks (costs are very modest)
¨Leased Lots
¨Titled Lots
nOnly
Clearwater and some parts of the Whiteshell have
titled lots
nWere privately owned before p=
arks
were formed
24
Fees in Provincial Parks
nService Fees (equivalent to municipal services)
¨<=
/span>Common to both types of ownership in parks
¨<=
/span>Varies depends on level of service required by cottagers
¨<=
/span>Road maintenance, sewage lagoons, snow removal, fire protection, garbage pickup and dump maintenance
¨<=
/span>Annual fees ranges from $300.00 and upward. =
¨<=
/span>This fee recovers approximately 80% of park <=
/span>operating costs in most parks.
25
Propert=
y Fees
in Provincial Parks
nLeased Lots
¨<=
/span>Service Fee - $300 plus
¨<=
/span>Lease fee is 4%
nBased on 1981 assessed value of land
nNo current plans for re-assessment
¨<=
/span>Re-assessment would cost several million $
¨<=
/span>Permanent residents pay additional $400.00 fee in lieu of "taxes"
nBut only paid if they do not own a
residence somewhere else t=
hat is
taxed
nTitled Lots (Clearwater & Whiteshell)
=
¨<=
/span>Service fee - $300 plus
nSame as for leased property
¨<=
/span>No lease fee!
¨<=
/span>Permanent residence fee - $400.00
nBut only paid if they do not=
own a residence somewhere else that is taxed
26
Other
Comments for Land in Parks
nProperty, whether le=
ased
or titled sells for fair market value
nIf there is no build=
ing
on a lease lot, the owner cannot sell it
nIn new lease agreeme=
nts
for land with buildings
¨Parks must pay =
fair
market value for buildings if they seize or "re-possess&qu=
ot;
a property.
27
Taxes;
for waterfront property with no
buildings in RM Lac du Bonnet
1.68%
Percent of Assessed Value
$1,125
Total Taxes no buildings
$685
0.022691
$30,196
Mill Rate
School taxes
$439
0.01455
$30,196
Taxes
Mill Rate
Municipal taxes
$30,196
45%
$67,100
Proportioned Assessment
Portioned %
Land Taxes
28
Calculated
cost for leased waterfront lot
in park based on current Lac du Bonnet
assessment rates
$3,811
Total
5.68%
Total Lease rate
$2,684
Current Rate
4%
$67,100
$1,127
Tax rate Calculated
1.68%
$67,100
Land Lease
Lease Rate
Land Assessment
29
Current
actual land ownership costs in=
park
$1,300
Possible total
Value of buildings not considered
$400
Permanent Resident's Fee "in lieu" taxes <=
span
style=3D'mso-bidi-font-family:Arial;font-size:64%'>only paid if no residential property=
owned elsewhere=
$900
Total
Non-resident owner of park property
$300
Service Fee $300 plus, if determined costs are more
$600
4% Lease Fee
$15,000 estimated assessment for 1981
Whiteshell Park Lease Cost of Land based on 1981 Assessment Rates<=
/b>
The fee structure regardless of buildings in parks is less th=
an the costs of owning vacant water front land in Lac du bonnet.=
30
Suggested
Property Costs in Provincial Parks
nLand lease rate for land be equivalen=
t to a =
commercial rate
¨<=
/span>Include land taxes (fair lease rate p=
lus land
tax rate)
¨Services fees (normally expected fees=
for
services)
¨<=
/span>Residents fee “in lieu” of
municipal and school taxes
nEquivalent to property taxes on build=
ings
outside of provincial parks
nCould be less the Service Fee
¨<=
/span>Land and building assessments need to=
be
updated regu=
larly
and applied accordingly
31
Conclusions
32
Proble=
ms
with Current Tax System
nProperty taxes levied by local =
school boards have steadily =
increased
¨<=
/span>Frequently more than half of the property tax bills 60%-40%
¨<=
/span>Municipalities have generally decreased or kept their property tax rates stable
¨School tax levies have increased
n=
Manitoba has some of the highest property taxes in the country
¨<=
/span>Affects residential homeowners
¨<=
/span>Commercial business owners
¨<=
/span>Owners of farm property also pay a hefty amount in school tax
nFarmers make up only 3% of =
the population in Manitoba, they are responsible for nearly 9% of the total education (being addressed)
33
Proble=
ms
with Current Tax System
nProperty taxes are not a progressive form of taxation
¨<=
/span>Property taxes are related solely to the assessed value of property owned
¨<=
/span>Income taxes are tied to annual incomes
¨<=
/span>Sales taxes to levels of consumption
nImpact greatest on fixed incomes—seniors
¨<=
/span>Under the current property tax structure
nSenior who owns a $100,000 home in Winnipeg and earns $15,000 annually will be required to pay approximately $1,500 in property taxes
nA young professional with an annual income of $60,000 living in an apartment would pay much less.
n
34
Proble=
ms
with Current Tax System
nProperty taxes to fund education are inequitable&#=
13;
¨<=
/span>Property values are widely disparate across the
province,
¨<=
/span>Mill rates will vary as school boards try to provi=
de a
roughly equivalent level of
education for their students.
¨<=
/span>Communities with little commercial property and low
property values
=
nPay a greater proportion of property taxes than
residents from wealth=
ier
communities.
nCurrent system of funding is not sustainable
<=
/span>
¨<=
/span>Property tax rates are already higher in Manitoba&=
#13;
nReduces ability to be competitive with other
jurisdictions
35
RA
– RA Principle; an
Observation
nConstitutionally provinces have
¨Responsibility for education and
=
ntend to shirk responsibility over time
=
¨Authority to provide education
nSchool boards given responsibility to implement education programs in local areas but
<=
/span>
¨Resources are limited and
nSpecial levies increasingly needed to finance
programs
¨Accountable to provincial government
nSchool boards held accountable for services
36
Recommendations for Change<=
/div>
nReduce reliance on property taxes for school funding
<=
/span>
n=
Eliminate taxation without representation
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0054.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master01.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
¨<=
/span>Allow non-resident property owners to vote for school trustees
nImprove fairness of school =
taxes on recreational property when a primary residence is owned in Manitoba
<=
/div>
¨<=
/span>Should only be required to pay once following the policy of provincial parks
n=
Improve accountability of School Divisions
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/slide0052.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
nConsider significant property =
tax credit for fixed income seniors
n=
Remove inequities associated <=
/span>with properties in provincial =
park as compared to those outside of parks
¨<=
/span>Bring their costs of ownership to a similar level as <=
span
style=3D'position:absolute;top:70.25%;left:59.92%;width:34.26%;height:4.0%=
'>municipalities
37
Where to from here=
?
nNeed better Financial reporting by sc=
hool =
Divisions
nConsiderable information on Division
websites
¨<=
/span>=
Interlake
Division (good)
=
¨<=
/span>Evergreen Division (very good has considerable information)
nBeat the Drums / Make Noise
¨<=
/span>Willing to take this message to const=
ituent
Resident Associations
¨<=
/span>Publish Information on Website
¨<=
/span>Lobby government and MLA’s assume
more funding
¨<=
/span>Ed Schreyer
nGovernment notoriously slow to respon=
d but
will if repeatedly pelted with demands
38
Thank You
Gus Wruck
Gus Wruck
Questions?
<=
/div>
<=
/div>
<=
/div>
‹h=
eader›
<=
/div>
<=
/div>
<=
/div>
‹date/time›
Click to edit Master text styles
Second level
Third level
Fourth level
Fifth level
<=
/div>
<=
/div>
<=
/div>
‹f=
ooter›
<=
/div>
<=
/div>
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/master06_stylesheet.css
Content-Transfer-Encoding: base64
Content-Type: text/css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------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/script.js
Content-Transfer-Encoding: quoted-printable
Content-Type: application/javascript; charset="us-ascii"
function LoadSld()
{
var sld=3DGetObj("SlideObj")
if( !g_supportsPPTHTML ) { =09
sld.style.visibility=3D"visible"
return
}
if( MakeNotesVis() ) return
runAnimations =3D _InitAnimations();
=09
if( IsWin("PPTSld") )
parent.SldUpdated(GetSldId())
g_origSz=3DparseInt(SlideObj.style.fontSize)
g_origH=3Dsld.style.posHeight
g_origW=3Dsld.style.posWidth
g_scaleHyperlinks=3D(document.all.tags("AREA").length>0)
if( g_scaleHyperlinks )
InitHLinkArray()
if( g_scaleInFrame||(IsWin("PPTSld") && parent.IsFullScrMode() ) )
document.body.scroll=3D"no"
_RSW()
if( IsWin("PPTSld") && parent.IsFullScrMode() )
FullScrInit();
=09
MakeSldVis();
ChkAutoAdv()
if( runAnimations )
{
if( document.all("NSPlay") )
document.all("NSPlay").autoStart =3D false;
if( sld.filters && sld.filters.revealtrans )
setTimeout( "document.body.start()", sld.filters.revealtrans.duration * =
1000 );
else
document.body.start();
}
}
function MakeSldVis()=20
{
var fTrans=3Dg_showAnimation && SldHasTrans()
if( fTrans )=09
{
if( g_bgSound ) {
idx=3Dg_bgSound.indexOf(",");
pptSound.src=3Dg_bgSound.substr( 0, idx );
pptSound.loop=3D -(parseInt(g_bgSound.substr(idx+1)));
}
SlideObj.filters.revealtrans.Apply()=09
}
SlideObj.style.visibility=3D"visible"
if( fTrans )
SlideObj.filters.revealtrans.Play()
}
function MakeNotesVis()=20
{
if( !IsNts() ) return false=20
SlideObj.style.display=3D"none"
nObj =3D document.all.item("NotesObj")
parent.SetHasNts(0)
if( nObj ) {=20
nObj.style.display=3D""
parent.SetHasNts(1)
}
return 1
}
function ChkAutoAdv()
{
if(SldHasTrans())
SlideObj.onfilterchange=3DAutoAdv
else
AutoAdv()
}
function AutoAdv()
{
if(!IsWin("PPTSld") || !gUseSldTimings )return
var sld=3DGetCurSld()
if( (sld.mAdvDelay>0) && !parent.IsFramesMode() )
setTimeout("parent.GoToNextSld()",sld.mAdvDelay)
}
function GetObj(id)
{
if(g_supportsPPTHTML) return document.all(id);
else return document.getElementById(id);
}
function SldHasTrans() { return SlideObj.style.filter !=3D ""; }
function GetSldId()=20
{
var regExp =3D /file:\/\/\//i
var pos =3D location.href.search(regExp)
if (MHTMLPrefix !=3D "" && pos !=3D -1)
sId =3D location.href.substring(pos)
else
{
sId =3D RemoveFilePrefixFromHref(location.href);
var regExp =3D /\//
var fixedHref =3D sId
var pos =3D -1
=09
pos =3D fixedHref.search(regExp)
while (pos !=3D -1)
{
fixedHref =3D fixedHref.replace(regExp, "\\")
pos =3D fixedHref.search(regExp)
}
=09
if (g_fBaseHyperlink =3D=3D true)
sId =3D "file:///" + fixedHref;
else
sId =3D fixedHref.substring(fixedHref.lastIndexOf('\\') + 1)
}
=09
return sId
}
function HideMenu() { if( frames["PPTSld"] && PPTSld.document.all.item("ctx=
tmenu") && PPTSld.ctxtmenu.style.display!=3D"none" ) { PPTSld.ctxtmenu.styl=
e.display=3D'none'; return true } return false }
function IsWin( name ) { return window.name =3D=3D name }
function IsNts() { return IsWin("PPTNts") }
function IsSldOrNts() { return( IsWin("PPTSld")||IsWin("PPTNts") ) }
function SupportsPPTAnimation() { return( navigator.platform =3D=3D "Win32"=
&& navigator.appVersion.indexOf("Windows")>0 ) }
function SupportsPPTHTML()
{
var appVer=3Dnavigator.appVersion, msie=3DappVer.indexOf("MSIE "), ver=3D0
if( msie >=3D 0 )
ver=3DparseFloat( appVer.substring( msie+5, appVer.indexOf(";",msie) ) )
else
ver=3DparseInt(appVer)
return( ver >=3D 4 && msie >=3D 0 )
}
function _RSW()
{
if( !g_supportsPPTHTML || IsNts() ||
( !g_scaleInFrame && (!IsWin("PPTSld") || !parent.IsFullScrMode()) ) )
return
var padding=3D0;
if( IsWin("PPTSld") && parent.IsFramesMode() ) padding=3D6
cltWidth=3Ddocument.body.clientWidth-padding
cltHeight=3Ddocument.body.clientHeight-padding
factor=3D(1.0*cltWidth)/g_origW
if( cltHeight < g_origH*factor )
factor=3D(1.0*cltHeight)/g_origH
newSize =3D g_origSz * factor
if( newSize < 1 ) newSize=3D1
s=3DSlideObj.style
s.fontSize=3DnewSize+"px"
s.posWidth=3Dg_origW*factor
s.posHeight=3Dg_origH*factor
s.posLeft=3D(cltWidth-s.posWidth+padding)/2
s.posTop=3D(cltHeight-s.posHeight+padding)/2
if( g_scaleHyperlinks )
ScaleHyperlinks( factor )
}
function _InitAnimations()
{
animRuntimeInstalled =3D ''+document.body.localTime !=3D 'undefined';
isFullScreen =3D (window.name =3D=3D "PPTSld") && !parent.IsFramesMode();
g_animUseRuntime =3D g_showAnimation && animRuntimeInstalled && !(isFullSc=
reen && parent.IsSldVisited());
if( g_animUseRuntime ) {
collSeq =3D document.all.tags("seq");
if( collSeq !=3D null ) {
for(ii=3D0;ii numSlds )
gSldJumpIdx =3D numSlds;
if ( gSldJumpIdx >=3D 0 ) {
if ( gSldJumpIdx =3D=3D 0 )
gSldJumpIdx =3D 1;
var jumpTo =3D parseInt(gSldJumpIdx);
gSldJump =3D 0; gSldJumpIdx =3D "";
win.GoToSld( parent.GetSldList().mList[jumpTo-1].mSldHref )
}
}
}
function _KDH()
{
if( event.keyCode =3D=3D 8 ) {
event.returnValue =3D 0;
parent.GoToPrevSld();
}
}function DocumentOnClick()
{
if( IsNts() || parent.HideMenu() ) return;
if( ( g_allowAdvOnClick && (window.name=3D=3D"PPTSld") && !parent.IsFrames=
Mode() ) ||
(event && event.keyCode=3D=3D32) ) {
=09
if( g_animUseRuntime && g_animMainSequence && g_animMainSequence.cangonex=
t )
return;
parent.GoToNextSld();
}
}
var g_supportsPPTHTML =3D SupportsPPTHTML(), g_scaleInFrame =3D 1, gId=3D""=
, g_bgSound=3D"",
g_scaleHyperlinks =3D false, g_allowAdvOnClick =3D 1, g_showInBrowser =
=3D 0, gLoopCont =3D 0, gUseSldTimings =3D 1;
var g_showAnimation =3D g_supportsPPTHTML && SupportsPPTAnimation() && ( (w=
indow.name=3D=3D"PPTSld" && !parent.IsFramesMode()) || g_showInBrowser );va=
r g_animManager =3D null;
var g_animUseRuntime =3D false;
var g_animItemsToHide, g_animInteractiveItems, g_animSlideTime;
var g_animMainSequence =3D null;
var ENDSHOW_MESG=3D"End of slide show, click to exit.", SCREEN_MODE=3D"Fram=
es", gIsEndShow=3D0, NUM_VIS_SLDS=3D38, SCRIPT_HREF=3D"script.js", FULLSCR_=
HREF=3D"fullscreen.htm";
var gCurSld =3D gPrevSld =3D 1, g_offset =3D 0, gNtsOpen =3D gHasNts =3D gO=
tlTxtExp =3D 0, gHasNarration =3D 0, gOtlOpen =3D true
window.gPPTHTML=3DSupportsPPTHTML()
var g_fBaseHyperlink =3D false;
var gMainDoc=3Dnew Array(new hrefList("slide0026.htm",1,-1,1),new hrefList(=
"slide0040.htm",1,-1,1),new hrefList("slide0042.htm",1,-1,1),new hrefList("=
slide0043.htm",1,-1,1),new hrefList("slide0041.htm",1,-1,1),new hrefList("s=
lide0001.htm",1,-1,1),new hrefList("slide0005.htm",1,-1,1),new hrefList("sl=
ide0038.htm",1,-1,1),new hrefList("slide0063.htm",1,-1,1),new hrefList("sli=
de0053.htm",1,-1,1),new hrefList("slide0006.htm",1,-1,1),new hrefList("slid=
e0028.htm",1,-1,1),new hrefList("slide0012.htm",1,-1,1),new hrefList("slide=
0061.htm",1,-1,1),new hrefList("slide0009.htm",1,-1,1),new hrefList("slide0=
057.htm",1,-1,1),new hrefList("slide0058.htm",1,-1,1),new hrefList("slide00=
37.htm",1,-1,1),new hrefList("slide0062.htm",1,-1,1),new hrefList("slide002=
7.htm",1,-1,1),new hrefList("slide0048.htm",1,-1,1),new hrefList("slide0065=
.htm",1,-1,1),new hrefList("slide0030.htm",1,-1,1),new hrefList("slide0032.=
htm",1,-1,1),new hrefList("slide0031.htm",1,-1,1),new hrefList("slide0033.h=
tm",1,-1,1),new hrefList("slide0049.htm",1,-1,1),new hrefList("slide0050.ht=
m",1,-1,1),new hrefList("slide0051.htm",1,-1,1),new hrefList("slide0047.htm=
",1,-1,1),new hrefList("slide0064.htm",1,-1,1),new hrefList("slide0044.htm"=
,1,-1,1),new hrefList("slide0045.htm",1,-1,1),new hrefList("slide0046.htm",=
1,-1,1),new hrefList("slide0055.htm",1,-1,1),new hrefList("slide0056.htm",1=
,-1,1),new hrefList("slide0052.htm",1,-1,1),new hrefList("slide0054.htm",1,=
-1,1));
/*********************************************
Frameset functions
These functions control slide navigation
and state of the frameset.
**********************************************/
function RemoveFilePrefixFromHref(href)
{
var regExp =3D /^file:\/\/\//i;
return href.replace(regExp, "")
}
function FullScrInit()
{
g_allowAdvOnClick =3D GetCurSld().mAdvOnClk
document.body.style.backgroundColor=3D"black"
document.oncontextmenu=3Dparent._CM;
document.onkeydown =3D _KDH;
document.ondragstart=3DCancel
document.onselectstart=3DCancel
self.focus()
}
function Redirect( frmId )
{=09
var str=3Ddocument.location.hash,idx=3Dstr.indexOf('#'), sId=3DGetSldId()
if(idx>=3D0) str=3Dstr.substr(1);
if( window.name !=3D frmId && ( sId !=3D str) ) {
obj =3D GetObj("Main-File")
window.location.href=3Dobj.href+"#"+sId
return 1
}
return 0
}
var MHTMLPrefix =3D CalculateMHTMLPrefix();=20
function CalculateMHTMLPrefix()
{
if ( document.location.protocol =3D=3D 'mhtml:') {=20
href=3Dnew String(document.location.href)=20
Start=3Dhref.indexOf('!')+1=20
End=3Dhref.lastIndexOf('/')+1=20
if (End < Start)=20
return href.substring(0, Start)=20
else=20
return href.substring(0, End)=20
}
return '';
}
function GetTags(base,tag)
{
if(g_supportsPPTHTML) return base.all.tags(tag);
else return base.getElementsByTagName(tag);
}
function UpdNtsPane(){ if(frames["PPTNts"]) PPTNts.location.replace( MHTMLP=
refix+GetHrefObj( gCurSld ).mNtsHref ) }
function UpdNavPane( sldIndex ){ if(gNavLoaded) PPTNav.UpdNav() }
function UpdOtNavPane(){ if(gOtlNavLoaded) PPTOtlNav.UpdOtlNav() }
function UpdOtlPane(){ if(gOtlLoaded) PPTOtl.UpdOtl() }
function SetHasNts( fVal )
{
if( gHasNts !=3D fVal ) {
gHasNts=3DfVal
UpdNavPane()
}
}
function ToggleOtlText()
{
gOtlTxtExp=3D!gOtlTxtExp
UpdOtlPane()
}
function ClearMedia()
{
// Clear any sounds playing before launching another browser window. Other=
wise,
// in fullscreen mode, you'll continue to hear the sound in the frames mod=
e.
if (PPTSld.pptSound) PPTSld.pptSound.loop =3D 0;
}
function FullScreen()
{=20
if ( PPTSld.g_animUseRuntime )
PPTSld.document.body.pause();
ClearMedia();
var href =3D ( document.location.protocol =3D=3D 'mhtml:') ? FULLSCR_HREF =
: FULLSCR_HREF+"#"+GetHrefObj(gCurSld).mSldHref;
if (MHTMLPrefix !=3D "")
href =3D RemoveFilePrefixFromHref(href)
if(PPTNav.event.ctrlKey) {
var w =3D (window.screen.availWidth * 1.0) / 2.0
var h =3D w * (PPTSld.g_origH * 1.0) / PPTSld.g_origW
win =3D window.open( MHTMLPrefix+href,null,"toolbar=3D0,resizable=3D1,top=
=3D0,left=3D0," + "width=3D"+ w + ",height=3D" + h );
if( win.document.body && PPTSld.g_animUseRuntime )
win.document.body.PPTSldFrameset=3Dwindow;
}
else
{
win =3D window.open( MHTMLPrefix+href,null,"fullscreen=3Dyes" );
if( win.document.body && PPTSld.g_animUseRuntime )
win.document.body.PPTSldFrameset=3Dwindow;
}
}
function ToggleVNarration()
{
rObj=3DPPTSld.document.all("NSPlay")
if( rObj && !PPTSld.g_animUseRuntime ) {
if( (rObj.playState =3D=3D 1)||(rObj.playState =3D=3D 0) )
rObj.Play()
else if( rObj.playState =3D=3D 2 )
rObj.Pause()
else
return;
}
else if( PPTSld.g_animUseRuntime )
{
narObj =3D PPTSld.document.all("narrationID")
if( narObj )
narObj.togglePause()
}
}
function GetCurSldNum()
{ =20
obj=3DGetHrefObj(gCurSld)
if( obj.mOrigVis =3D=3D 1 )
return obj.mSldIdx
else =20
return gCurSld
}
function GetNumSlds()
{ =20
if( GetHrefObj(gCurSld).mOrigVis =3D=3D 1 )
return GetSldList().mNumVisSlds;
else
return GetSldList().mList.length
}
function GetSldNum( href )
{
for(ii=3D0; ii 1 )
PopSldList();
else if( !IsFramesMode() ) {
if( gLoopCont )
GoToFirst()
else
EndShow()
}
}
function GoToPrevSld()
{
ii=3DgCurSld-1
if( ii > 0 ) {
obj=3DGetHrefObj(ii)
while ( obj && ( obj.mVis =3D=3D 0 ) && ( ii>0 ) )
obj=3DGetHrefObj(--ii)
if( ii =3D=3D 0 ) ii=3D1
GoToSldNum(ii)
}
}
function GoToFirst(){ GoToSld( GetHrefObj(1).mSldHref ) }
function GoToLast()
{
ii=3DGetSldList().mList.length
if( ii !=3D gCurSld )
GoToSld( GetHrefObj(ii).mSldHref )
}
function GoToSldNum( num )
{
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
obj =3D GetHrefObj( num )
obj.mVis=3D1
gPrevSld=3DgCurSld
gCurSld =3D num;
=09
if (MHTMLPrefix !=3D "")
PPTSld.location.replace(MHTMLPrefix+RemoveFilePrefixFromHref(obj.mSldHref=
))
else
PPTSld.location.replace(obj.mSldHref)
=09
if( IsFramesMode() ) {
UpdNavPane(); UpdOtlPane(); UpdNtsPane()
}
}
function GoToSld( href )
{
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
GetHrefObj( GetSldNum(href) ).mVis=3D1
if (MHTMLPrefix !=3D "")
PPTSld.location.replace(MHTMLPrefix+RemoveFilePrefixFromHref(href))
else
PPTSld.location.replace(href)
}
function SldUpdated( id )
{
if( id =3D=3D GetHrefObj(gCurSld).mSldHref ) return
gPrevSld=3DgCurSld
gCurSld=3DGetSldNum(id)
if( IsFramesMode() ) {
UpdNavPane(); UpdOtlPane(); UpdNtsPane()
}
}
function PrevSldViewed(){ GoToSld( GetHrefObj(gPrevSld).mSldHref ) }
function HasPrevSld() { return ( gIsEndShow || ( gCurSld !=3D 1 && GetHrefO=
bj( gCurSld-1 ).mVis =3D=3D 1 )||( GetCurSldNum() > 1 ) ) }
function HasNextSld() { return (GetCurSldNum() !=3D GetNumSlds()) }
function CloseWindow() {
if( HideMenu() ) return;
=09
var event =3D PPTSld.event;
if( !IsFramesMode() && event && (event.keyCode=3D=3D27 || event.keyCode=3D=
=3D32 || event.type=3D=3D"click" ) )
window.close( self );
CatchNumKeys( self, event );
}
function Unload() { gIsEndShow=3D0; }
function SetupEndShow() {
gIsEndShow=3D1;
PPTSld.document.body.scroll=3D"no";
PPTSld.document.onkeypress=3DCloseWindow;
PPTSld.document.onclick=3DCloseWindow;
PPTSld.document.oncontextmenu=3D_CM;
}
function EndShow()
{
if( IsFramesMode() ) return
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
doc=3DPPTSld.document
var dir =3D doc.body.dir
if( dir !=3D "rtl" ) dir =3D "ltr";
doc.open()
doc.writeln(' 0) {
PushSldList(sldList,fEnd);
gCurSld =3D 1;
}
else
if( PPTSld.event ) PPTSld.event.cancelBubble=3Dtrue
}
function PushSldList(arr,fEnd) {
var ii =3D gSldStack.length;
gSldStack[ii] =3D new SldList(arr,gCurSld,fEnd);
GoToSld( gSldStack[ii].mList[0].mSldHref );
}
function PopSldList() {
if (gSldStack[gSldStack.length-1].fEndShow)
EndShow()
else {
gCurSld =3D gSldStack[gSldStack.length-1].mCurSld;
gSldStack[gSldStack.length-1] =3D null;
gSldStack.length--;
var sldList =3D gSldStack[gSldStack.length-1];
GoToSld( sldList.mList[gCurSld - 1].mSldHref );
}
}
var custShowList=3Dnew Array();
/*********************************************
Navigation button implementation
There are 2 types of buttons: ImgBtn, TxtBtn
implemented as function objects. They share
a similiar interface so the event handlers
can call SetActive, for example, on a button=20
object without needing to know exactly=20
what type of button it is.
**********************************************/
//----------------------------------
function ImgBtn( oId,bId,w,action )
//----------------------------------
{
var t=3Dthis
t.Perform =3D _IBP
t.SetActive =3D _IBSetA
t.SetInactive=3D _IBSetI
t.SetPressed =3D _IBSetP
t.SetDisabled=3D _IBSetD
t.Enabled =3D _IBSetE
t.ChangeIcon =3D null
t.UserAction =3D action
t.ChgState =3D _IBUI
t.mObjId =3D oId
t.mBorderId=3D bId
t.mWidth =3D w
t.mIsOn =3D t.mCurState =3D 0
}
function _IBSetA()
{
if( this.mIsOn ) {
obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 )
obj.style.posTop=3D0
}
}
function _IBSetI()
{
if( this.mIsOn ) {
obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 )
obj.style.posTop=3D0=20
}
}
function _IBSetP()
{
if( this.mIsOn ) {
obj=3Dthis.ChgState( gShadowClr,gHiliteClr,2 )
obj.style.posLeft+=3D1; obj.style.posTop+=3D1
}
}
function _IBSetD()
{ =20
obj=3Dthis.ChgState( gFaceClr,gFaceClr,0 )
obj.style.posTop=3D0=20
}
function _IBSetE( state )
{
var t=3Dthis
GetObj( t.mBorderId ).style.visibility=3D"visible"
if( state !=3D t.mIsOn ) {
t.mIsOn=3Dstate
if( state )
t.SetInactive()
else
t.SetDisabled()
}
}
function _IBP()
{
var t=3Dthis
if( t.mIsOn ) {
if( t.UserAction !=3D null )
t.UserAction()
if( t.ChangeIcon ) {
obj=3DGetObj(t.mObjId)
if( t.ChangeIcon() )
obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-4)*t.mWidth
else
obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-0)*t.mWidth
}
t.SetActive()
} =20
}
function _IBUI( clr1,clr2,nextState )
{
var t=3Dthis
SetBorder( GetObj( t.mBorderId ),clr1,clr2 )
obj=3DGetObj( t.mObjId )
obj.style.posLeft=3Dobj.style.posLeft+(t.mCurState-nextState)*t.mWidth-obj=
.style.posTop
t.mCurState=3DnextState
return obj
}
//-----------------------------------------
function TxtBtn( oId,oeId,action,chkState )
//-----------------------------------------
{
var t=3Dthis
t.Perform =3D _TBP
t.SetActive =3D _TBSetA
t.SetInactive=3D _TBSetI
t.SetPressed =3D _TBSetP
t.SetDisabled=3D _TBSetD
t.SetEnabled =3D _TBSetE
t.GetState =3D chkState
t.UserAction =3D action
t.ChgState =3D _TBUI
t.mObjId =3D oId
t.m_elementsId=3D oeId
t.mIsOn =3D 1
}
function _TBSetA()
{
var t=3Dthis
if( t.mIsOn && !t.GetState() )
t.ChgState( gHiliteClr,gShadowClr,0,0 )
}
function _TBSetI()
{
var t=3Dthis
if( t.mIsOn && !t.GetState() )
t.ChgState( gFaceClr,gFaceClr,0,0 )
}
function _TBSetP()
{
if( this.mIsOn )
this.ChgState( gShadowClr,gHiliteClr,1,1 )
}
function _TBSetD()
{ =20
this.ChgState( gFaceClr,gFaceClr,0,0 )
this.mIsOn =3D 0
}
function _TBSetE()
{
var t=3Dthis
if( !t.GetState() )
t.ChgState( gFaceClr,gFaceClr,0,0 )
else
t.ChgState( gShadowClr,gHiliteClr,1,1 )
t.mIsOn =3D 1
}
function _TBP()
{
var t=3Dthis
if( t.mIsOn ) {=20
if( t.UserAction !=3D null )
t.UserAction()
if( !t.GetState )
return
if( t.GetState() )
t.SetPressed()
else
t.SetActive()
} =20
}
function _TBUI( clr1,clr2,lOffset,tOffset )
{
SetBorder( GetObj( this.mObjId ),clr1,clr2 )
Offset( GetObj( this.m_elementsId ),lOffset,tOffset )
}
function Offset( obj, top, left ){ obj.style.top=3Dtop; obj.style.left=3Dle=
ft }
function SetBorder( obj, upperLeft, lowerRight )
{
s=3Dobj.style;
s.borderStyle =3D "solid"
s.borderWidth =3D 1=20
s.borderLeftColor =3D s.borderTopColor =3D upperLeft
s.borderBottomColor=3D s.borderRightColor =3D lowerRight
}
function GetBtnObj(){ return gBtnArr[window.event.srcElement.id] }
function BtnOnOver(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetActive() }
function BtnOnDown(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetPressed() }
function BtnOnOut(){ b=3DGetBtnObj(); if( b !=3D null ) b.SetInactive() }
function BtnOnUp()
{
b=3DGetBtnObj()
if( b !=3D null )
b.Perform()
else
Upd()
}
function GetNtsState(){ return parent.gNtsOpen }
function GetOtlState(){ return parent.gOtlOpen }
function GetOtlTxtState(){ return parent.gOtlTxtExp }
function NtsBtnSetFlag( fVal )
{
s=3Ddocument.all.item( this.m_flagId ).style
s.display=3D"none"
if( fVal )
s.display=3D""
else
s.display=3D"none"
}
function _BSetA_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etActive() }
function _BSetI_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etInactive() }
function _BSetP_Border(){ b =3D gBtnArr[this.mObjId]; if( b !=3D null ) b.S=
etPressed() }
function _BSetA_BorderImg()
{=20
b =3D gBtnArr[this.mBorderId]=20
if( b !=3D null && this.mIsOn && !b.GetState() ) {
obj=3Dthis.ChgState( gHiliteClr,gShadowClr,2 )
obj.style.posTop=3D0
}
}
function _BSetI_BorderImg()
{=20
b =3D gBtnArr[this.mBorderId]
if( b !=3D null && this.mIsOn && !b.GetState() ) {
obj=3Dthis.ChgState( gFaceClr,gFaceClr,1 )
obj.style.posTop=3D0
}
}
var gHiliteClr=3D"THREEDHIGHLIGHT",gShadowClr=3D"THREEDSHADOW",gFaceClr=3D"=
THREEDFACE"
var gBtnArr =3D new Array()
gBtnArr["nb_otl"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOtlPan=
e,GetOtlState )
gBtnArr["nb_otlElem"] =3D new TxtBtn( "nb_otl","nb_otlElem",parent.ToggleOt=
lPane,GetOtlState )
gBtnArr["nb_nts"] =3D new ImgBtn( "nb_nts","nb_ntsBorder",10,parent.ToggleN=
tsPane )
gBtnArr["nb_nts"].SetActive =3D _BSetA_BorderImg;
gBtnArr["nb_nts"].SetInactive =3D _BSetI_BorderImg;
gBtnArr["nb_ntsBorder"] =3D new TxtBtn( "nb_ntsBorder","nb_ntsElem",parent.=
ToggleNtsPane,GetNtsState )
gBtnArr["nb_ntsElem"] =3D new TxtBtn( "nb_ntsBorder","nb_ntsElem",parent.To=
ggleNtsPane,GetNtsState )
gBtnArr["nb_prevBorder"] =3D gBtnArr["nb_prev"]=3D new ImgBtn( "nb_prev","n=
b_prevBorder",30,parent.GoToPrevSld )
gBtnArr["nb_nextBorder"] =3D gBtnArr["nb_next"]=3D new ImgBtn( "nb_next","n=
b_nextBorder",30,parent.GoToNextSld )
gBtnArr["nb_sldshw"]=3D new ImgBtn( "nb_sldshw","nb_sldshwBorder",18,parent=
.FullScreen )
gBtnArr["nb_sldshwBorder"] =3D new TxtBtn( "nb_sldshw","nb_sldshwBorder",pa=
rent.FullScreen,null )
gBtnArr["nb_sldshwBorder"].SetActive =3D _BSetA_Border;
gBtnArr["nb_sldshwBorder"].SetInactive =3D _BSetI_Border;
gBtnArr["nb_sldshwText"] =3D new TxtBtn( "nb_sldshw","nb_sldshwText",parent=
.FullScreen,null )
gBtnArr["nb_sldshwText"].SetActive =3D _BSetA_Border;
gBtnArr["nb_sldshwText"].SetInactive =3D _BSetI_Border;
gBtnArr["nb_voice"] =3D gBtnArr["nb_voiceBorder"] =3D new ImgBtn( "nb_voice=
","nb_voiceBorder",18,parent.ToggleVNarration )
gBtnArr["nb_otlTxtBorder"] =3D gBtnArr["nb_otlTxt"]=3D new ImgBtn( "nb_otlT=
xt","nb_otlTxtBorder",23,parent.ToggleOtlText )
gBtnArr["nb_ntsBorder"].m_flagId=3D "nb_nts"
gBtnArr["nb_ntsBorder"].SetFlag =3D NtsBtnSetFlag
gBtnArr["nb_otlTxt"].ChangeIcon=3D GetOtlTxtState
/*********************************************
Context menu implementation
_CM() is the function that's hooked up to
the oncontextmenu event. Once we're asked to
show the menu, we first build it by creating
DIVs on-the-fly. Then we position it=20
within the screen area so it doesn't get
clipped.
Creating the DIVs using createElement() means
we don't have to write out any extra HTML
into the slide HTML files.
**********************************************/
var sNext=3D"Next",sPrev=3D"Previous",sEnd=3D"End Show",sFont=3D"Arial",sAr=
row=3D"Arrow",sFreeform=3D"Freeform",sRect=3D"Rectangle",sOval=3D"Oval"
function ShowMenu()
{
BuildMenu();
var doc=3DPPTSld.document.body,x=3DPPTSld.event.clientX+doc.scrollLeft,y=
=3DPPTSld.event.clientY+doc.scrollTop
m =3D PPTSld.document.all.item("ctxtmenu")
m.style.pixelLeft=3Dx
if( (x+m.scrollWidth > doc.clientWidth)&&(x-m.scrollWidth > 0) )
m.style.pixelLeft=3Dx-m.scrollWidth
m.style.pixelTop=3Dy
if( (y+m.scrollHeight > doc.clientHeight)&&(y-m.scrollHeight > 0) )
m.style.pixelTop=3Dy-m.scrollHeight
m.style.display=3D""
}
function _CM()
{
if( !parent.IsFullScrMode() ) return;
if(!PPTSld.event.ctrlKey) {
ShowMenu()
return false
} else
HideMenu()
}
function BuildMenu()
{
if( PPTSld.document.all.item("ctxtmenu") ) return
var mObj=3DCreateItem( PPTSld.document.body )
mObj.id=3D"ctxtmenu"
mObj.style.visibility=3D"hidden"
var s=3DmObj.style
s.position=3D"absolute"
s.cursor=3D"default"
s.width=3D"120px"
SetCMBorder(mObj,"menu","black")
var iObj=3DCreateItem( mObj )
SetCMBorder( iObj, "threedhighlight","threedshadow" )
iObj.style.padding=3D2
CreateMenuItem( iObj,sNext,M_GoNextSld,M_True )
CreateMenuItem( iObj,sPrev,M_GoPrevSld,M_HasPrevSld )
=09
CreateSeparator( iObj )
CreateMenuItem( iObj,sEnd,M_End,M_True )
mObj.style.visibility=3D"visible"
}
function Cancel() { window.event.cancelBubble=3Dtrue; window.event.returnVa=
lue=3Dfalse }
function Highlight() { ChangeClr("activecaption","threedhighlight") }
function Deselect() { ChangeClr("threedface","menutext") }
function Perform()
{
e=3DPPTSld.event.srcElement
if( e.type=3D=3D"menuitem" && e.IsActive() )
e.Action()
else
PPTSld.event.cancelBubble=3Dtrue
}
function ChangeClr( bg,clr )
{
e=3DPPTSld.event.srcElement
if( e.type=3D=3D"menuitem" && e.IsActive() ) {
e.style.backgroundColor=3Dbg
e.style.color=3Dclr
}
}
function M_HasPrevSld() { return( parent.HasPrevSld() ) }
function M_GoNextSld() { if( gIsEndShow ) M_End(); else GoToNextSld() }
function M_GoPrevSld() { if( gIsEndShow ) { gIsEndShow=3D0; history.back();=
PPTSld.event.cancelBubble=3Dtrue; } else GoToPrevSld() }
function M_True() { return true }
function M_End() { window.close( self ) }
function CreateMenuItem( node,text,action,eval )
{
var e=3DCreateItem( node )
e.type=3D"menuitem"
e.Action=3Daction
e.IsActive=3Deval
e.innerHTML=3Dtext
if( !e.IsActive() )
e.style.color=3D"threedshadow"
e.onclick=3DPerform
e.onmouseover=3DHighlight
e.onmouseout=3DDeselect
s=3De.style;
s.fontFamily=3DsFont
s.fontSize=3D"9pt"
s.paddingLeft=3D2
}
function CreateSeparator( node )
{
var sObj=3DCreateItem( node )
SetCMBorder(sObj,"menu","menu")
var s=3DsObj.style
s.borderTopColor=3D"threedshadow"
s.borderBottomColor=3D"threedhighlight"
s.height=3D1
s.fontSize=3D"0px"
}
function CreateItem( node )
{
var elem=3DPPTSld.document.createElement("DIV")
node.insertBefore( elem )
return elem
}
function SetCMBorder( o,ltClr,rbClr )
{
var s=3Do.style
s.backgroundColor=3D"menu"
s.borderStyle=3D"solid"
s.borderWidth=3D1
s.borderColor=3DltClr+" "+rbClr+" "+rbClr+" "+ltClr
}
------=_NextPart_01C9DA47.81779200
Content-Location: file:///C:/0B665CC5/SchoolTaxesIssuesforMACOAGMandwebsite_files/fullscreen.htm
Content-Transfer-Encoding: quoted-printable
Content-Type: text/html; charset="us-ascii"
School Taxes Issues
<=
/div>
‹#›
' + ENDSHOW_MESG + '
![](3D"notes_flag.gif")
No=
tes![](3D"buttons.gif")
![](3D"master06_image001.jpg"){kind=link}