tag:blogger.com,1999:blog-85086442119974706532024-03-04T20:49:24.870-08:00The RITE PlanAnonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.comBlogger35125tag:blogger.com,1999:blog-8508644211997470653.post-54927003912196694122016-10-05T19:41:00.004-07:002016-10-05T19:42:01.715-07:00Questions about Per Household CostsThis summer Aqua-tex presented their well researched and peer reviewed plan to treat Colwood’s and Langford’s sewage for a fraction of the original costs. Aqua-tex made their presentation to the CRD Project Board on August 25, 2016. They stated the per household costs would be $34/yr for Colwood and $50/yr for Langford. The original CRD plan was estimated to cost $310 and $332 for these two communities. That's a huge savings being offered by Aqua-tex. What did the CRD Project Board do? First, they failed to offer any multi-million dollar reason to ignore this cost savings proposal and secondly, they very strangely dramatically reduced the per household costs of the original CRD plan for Colwood and Langford to $145 and $239. That is a 53% "reduction" for Colwood. <br />
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Was this done to quiet the critics?<br />
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Although we have no proof that the $145/yr estimate is feasible it is still very much higher than the $34/yr cost estimate coming from the Aqua-tex plan. And there are several environmental reasons for choosing the Aqua-tex plan over the CRD plan: reclaimable water, no risk of sea level rise, no risk of tsunami, heat recovery, etc.<br />
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Here is the original CRD sewage project per household costs:<br />
<div style="text-align: center;">
<img alt="" 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" /> </div>
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The CRD Project Board's report lists new per household costs </div>
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" /> </div>
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Here are the differences. Everyone is paying a lot less except View Royal.</div>
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" /> </div>
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How is it possible that per household costs drop so much while the
stated total project costs only dropped a little? Something does not
add up. </div>
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References </div>
<div style="text-align: left;">
<a href="http://www.colwood.ca/sites/default/files/engineering/documents/aqua-tex-presentation-16aug2016.pdf">http://www.colwood.ca/sites/default/files/engineering/documents/aqua-tex-presentation-16aug2016.pdf</a> </div>
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</div>
<div style="text-align: left;">
<a href="http://www.crd.bc.ca/docs/default-source/Wastewater-Planning-2014/Project-Board/core-area-wastewater-treatment-project-board---final-report_20160907.pdf?sfvrsn=4">http://www.crd.bc.ca/docs/default-source/Wastewater-Planning-2014/Project-Board/core-area-wastewater-treatment-project-board---final-report_20160907.pdf?sfvrsn=4</a> </div>
Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-85364046488070053892016-01-23T05:03:00.003-08:002016-01-23T05:04:45.081-08:00Misleading public on LWMP<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; display: block; font-family: helvetica, arial, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636px; margin: 0px 0px 6px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
The new public engagement process is in the news <a href="http://www.oakbaynews.com/news/365973471.html" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.oakbaynews.com/news/365973471.html</a> and the news and CALWMC directors are misleading the public. </div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; font-family: helvetica, arial, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636px; margin: 6px 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
“I think director (Ben) Isitt said it best, there’s still lots in flux.”<span class="Apple-converted-space"> </span><a class="profileLink" data-hovercard="/ajax/hovercard/user.php?id=544320147&extragetparams=%7B%22directed_target_id%22%3A565895023481870%7D" href="https://www.facebook.com/lisa.helps.5" style="color: #3b5998; cursor: pointer; text-decoration: none;">Lisa Helps</a></div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; display: block; font-family: helvetica, arial, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636px; margin: 6px 0px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
“We’re not at the end. We’re not even at the beginning of the end. We’re making a teeny tiny decision … to go out and have conversation with our public,” said Susan Brice. “I really hoped that after hearing everything and not expecting perfection and knowing it’s fluid … t<span class="text_exposed_show" style="display: inline;">hat this would be something that would be quite frankly unanimously supported.”</span></div>
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<a href="http://www.oakbaynews.com/news/365973471.html" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.oakbaynews.com/news/365973471.html</a></div>
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There are many other similar statements coming from the CALWMC; all false. This public engagement is to prepare for a new LWMP amendment; to be ratified by CRD this Feb 24th; to be approved by the Province by the end of March.</div>
<div style="margin: 6px 0px;">
Once approved there is NO WAY for the public to have it changed. The Seaterra Commission is waiting in the wings to take over in March/April and procure the new amendment. Those "in flux", "not at the end" statements are false: once the province approves the plan it is fixed. Only another round of public engagement can produce a change. Nothing can guarantee this will happen once Seaterra takes over.</div>
</div>
Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-88455399240266667732016-01-23T04:52:00.000-08:002016-01-23T04:55:52.997-08:00CRD information on gasification is from non-expertsThe CRD has said they have hired expertise in gasification. Where is it?<br />
<br />
Back in August 2015 the news was the CRD had just hired expertise in gasification. <br />
<br />
<a href="https://www.crd.bc.ca/about/news/2015/08/14/calwmc-takes-key-steps-forward-with-wastewater-treatment-planning-process">https://www.crd.bc.ca/about/news/2015/08/14/calwmc-takes-key-steps-forward-with-wastewater-treatment-planning-process</a><br />
<blockquote class="tr_bq">
Urban Systems, partnered with Carollo Associates, has been awarded the contract to conduct the Feasibility and Costing Analysis for the CRD’s Core Area Liquid Waste Management Plan Wastewater Treatment System. ... Carollo Associates offers specialist advisors in key subject areas appropriate for the scope of work including: gasification, resource recovery, tertiary treatment and facility lifecycle cost estimation.</blockquote>
"Carollo Associates" was a mistake. The company name is "Carollo Engineers" <a href="http://www.carollo.com/">http://www.carollo.com/</a><br />
<br />
Search the company web site for gasification and you will get no results.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhUi2LPqwgtG25v6lb93dpZku8CReXQeYcukxElqSur-CwkCZzRr8QQpEo9o7S3FTh3IullBhuXD6M5zKEIEqWeyEVWnivgVDFrszCj_AUhfYmIjt_1MhGDblxqQaP7ekcz0DMFn-GrCY/s1600/Carollo-no-gasification.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhUi2LPqwgtG25v6lb93dpZku8CReXQeYcukxElqSur-CwkCZzRr8QQpEo9o7S3FTh3IullBhuXD6M5zKEIEqWeyEVWnivgVDFrszCj_AUhfYmIjt_1MhGDblxqQaP7ekcz0DMFn-GrCY/s320/Carollo-no-gasification.jpg" width="320" /></a></div>
<br />
<br />
During the Technical Oversight Panel meeting of January 12th, afternoon, there was a review of the cost estimates for gasification. On the phone was Rudi Killian and he was providing the "expertise"<br />
<br />
Mr Killian is highly skilled; as is visible from his LinkedIn profile <a href="https://www.linkedin.com/in/rudy-kilian-3580008">https://www.linkedin.com/in/rudy-kilian-3580008</a>. To see LinkedIn profiles you might need to be a registered user. So, for the record, here are Mr Killian's top skills<br />
<blockquote class="tr_bq">
Water Treatment, Wastewater Treatment, Wastewater Process Design, Biosolids Management. Specialties: Biosolids, Project Management, Anaerobic Digestion, Advanced Anaerobic Digestion, Digetion (sic) of Organic Materials</blockquote>
<br />
There is nothing about gasification.<br />
<br />
Does the CRD have any technical expertise in gasification? Yes but suppressed in the Technical Oversight Panel (TOP). This panel is <a href="http://theriteplan.blogspot.ca/2016/01/what-is-technical-oversight-panel.html">run as a committee</a> so the lonely gasification vendor/expert is always out voted by the traditional technology experts. We are only getting what non-experts are telling us. <br />
<br />
Bluntly, the technical information about gasification, provided by the CRD, is not based on technical expertise.Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com2tag:blogger.com,1999:blog-8508644211997470653.post-2521299248879885622016-01-23T04:19:00.001-08:002016-01-23T04:57:04.530-08:00What is a LWMP?LWMP stands for Liquid Waste Management Plan. The <a href="http://www2.gov.bc.ca/gov/content/environment/waste-management/sewage/liquid-waste-management-plans" target="_blank">Provincial web site</a> describes it well.<br />
<br />
<blockquote class="tr_bq">
Liquid waste management plans allow municipalities to develop community-specific solutions for wastewater management that meet or exceed existing regulations.<br />
Final plans are approved by the Minister of Environment only after sufficient public and stakeholder consultation has taken place.</blockquote>
From the guidelines:<br />
<blockquote class="tr_bq">
The Environmental Management Act (EMA) allows local governments to develop a Liquid Waste Management Plan (LWMP) for approval by the Minister of Environment. The approved LWMP authorizes a local government, in accordance with operational certificates, to proceed with measures in the plan to accommodate existing or future development with a strategy to ensure the management, resource recovery and disposal of treated waste is sufficiently protective of public health and the environment. Public and stakeholder consultation must be included to ensure that multiple interests have been considered and that the LWMP is supported by the community. A projected implementation schedule is generally included; the schedule may be affected by technical issues, the pace of development, and the availability of financing.<br />
<br />
2.0 Provincial Objectives for LWMPs<br />
The two primary objectives for LWMPs are to protect public health and the environment and to properly consult the public. Opportunities for elector participation through public review and consultation are an essential part of developing a LWMP and must occur before a plan may be considered for approval.<br />
Additional provincial objectives for LWMPs are water conservation, drinking water source protection, resources from waste, energy conservation, climate change adaptation, and mitigation and sustainable financing and asset management. Local governments are encouraged to use their LWMPs to illustrate innovation and leadership in these areas.<br />
<br />
... The EMA also states that the minister must be satisfied that there has been adequate public review and consultation during the development of the LWMP before approving the plan. These requirements are important because there is no mechanism to appeal a plan once approved by the minister.<br />
The Local Government Act and the Community Charter require approval of electors for the borrowing of funds necessary to finance any capital works, including wastewater infrastructure. The provisions of the EMA allow local governments to borrow money without the approval of electors for implementation of an approved LWMP; therefore, the public consultation process must provide opportunities for elector participation during the development and amendment of a plan.<br />
...<br />
Public participation should foster acceptance and a feeling of ownership among the residents of the local community. While the guidelines found in this document serve as a baseline, local governments should not feel limited by them as further action may be required to meet the needs of community members.</blockquote>
<br />
<br />
Key things to remember about any LWMP.<br />
<ol>
<li>A LWMP is approved by the province. There is no "provisional" or "interim" or "in flux" or "one step along the way" approvals.</li>
<li>Once approved there is no way the public can force any change.</li>
<li>Public participation should foster acceptance not resignation and defeat.</li>
</ol>
<br />
<br />Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-34955830701164339602016-01-23T03:44:00.002-08:002016-01-23T04:58:14.766-08:00What is the Technical Oversight Panel? What is the Technical Oversight Panel? Is it a committee or a panel? This matters to everyone.<br />
A committee is a group that works by consensus. They vote on motions and the majority wins. The voice of the minority is not heard outside of the committee. A panel works as a team and their work includes all voices.<br />
<br />
The Technical Oversight Panel, or TOP for short, has six experts in different fields. The Technical Oversight <b>Panel</b> is operating as a <b><i>committee</i></b>. When they vote as a committee the non-experts always out number the expert in any given field. Why? The name "Technical Oversight Panel" indicates it should be a panel of peers so that the public and the decision makers hear from each relevant expert. <br />
<br />
Here is a story that demonstrates the problem. Only one expert on the panel knows about integrating different technologies to get innovation. The vote was 5 against this 1.<br />
<br />
"<a href="http://www.oakbaynews.com/news/365972131.html" rel="" target="_blank">New wastewater bid doesn’t trigger an ‘option 6’</a>" Oak Bay News<br />
<br />
Oak Bay Mayor Nils Jensen. “The purpose of putting a wide range of people on a committee is to have that wholesome discussion … it undermines the whole idea of committee work.”<br />
<br />
“We assembled this group of expert advice to give us expert advice,” agreed Director David Screech, View Royal mayor, adding it’s “completely out of line and insulting to our Technical Oversight Panel. Are we going to hear that every time someone doesn’t like a recommendation?”<br />
<br />
Is is OK to allow this? The public is paying for a Panel of Experts. Why can't we hear what the expert on integration had to say about this rejected solution? Why did the experts in the traditional, non-innovative, solutions get to out vote this expert's information from reaching us?<br />
We may get to know the answer thanks to Director Atwell who got that request approved by CALWMC. But the answer will be too late for the public engagement and the answer will be a special case instead of the status quo.<br />
There are many other similar times TOP member's expert opinion as been suppressed by the committee structure. You just had to attend any TOP meeting to see this happen. Other examples include topics such as integration of other waste stream, leading standards from Europe on calculating sewage flows, gasification, just to name a few.<br />
<br />
The public is paying for a Panel of Experts but we got a committee to suppress the individual experts.<br />
<br />
For reference here is the link to the terms of reference for the TOP <a href="https://www.crd.bc.ca/docs/default-source/news-pdf/2015/2015-08-12-calwmc-technicaloversightpanel-termsofreference.pdf?sfvrsn=0" target="_blank">link</a> Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-67869198266981003722015-12-08T15:43:00.000-08:002015-12-08T22:34:39.012-08:00Commentary 2 - Congested Pipes and Costs A free technical commentary on the CRD Core Area Sewage Treatment Project<br />
<br />
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMV6MvhFMda8Eu0a0Fm_XjYwCuVHWP0LpI3kl5gWjT9OkOZkNezmIn605ARGM0XvO8mKE8edyZbW25wLK_2gpDbkSItGCzBUcgMVsMiUUP1nDQJyFFr8ABr_99GZilaKgwjoGmdyFlCp0/s1600/capacity_limits.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMV6MvhFMda8Eu0a0Fm_XjYwCuVHWP0LpI3kl5gWjT9OkOZkNezmIn605ARGM0XvO8mKE8edyZbW25wLK_2gpDbkSItGCzBUcgMVsMiUUP1nDQJyFFr8ABr_99GZilaKgwjoGmdyFlCp0/s320/capacity_limits.png" width="183" /></a></div>
<br />
<br />
The CALWMC proposes to submit three new concepts for sewage treatment for further detailed analysis to an independent consultant. A technical oversight panel is to ensure engineering, business case, lifecycle costing and other project analysis is properly conducted by the consultant to enable fair apples-to-apples comparisons to be made as the public has clearly requested.<br />
<br />
Read the full Commentary here:<br />
<br />
<h3>
<a href="https://drive.google.com/file/d/0BxB6P5UcSS66V2pXa1B5UTMxZE0/view?usp=sharing" target="_blank">Congested Pipes and Costs </a></h3>
Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-57038652852496585412015-12-07T21:36:00.001-08:002015-12-07T21:59:46.008-08:00Commentary 1 - Rock Bay Centralized - Pipes and Congested Streets<div style="color: #c00000;">
<table cellpadding="0" cellspacing="0" class="t1"><tbody>
<tr><td class="td1" valign="top"><div class="p3">
<h1>
<b><span style="color: #444444; font-size: large;">Do the Little Pieces Matter In the Big Picture? </span></b></h1>
<span style="color: #444444;">A free technical commentary on the CRD Core Area Sewage Treatment Project </span><br />
<span style="color: #444444;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmU3ga3wueK2pF9MBVae5aaiRnqqZ8gj9a4lelskXxkwLlzwgJUr8WgPfTFsRfo99SN-rS2C8PV04PEVW00qc_BS0iWJU-MENUH0JmLlkdqqPWv4Us74V4o-LU-ey5_raYjlshjwnyyto/s1600/utilities.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmU3ga3wueK2pF9MBVae5aaiRnqqZ8gj9a4lelskXxkwLlzwgJUr8WgPfTFsRfo99SN-rS2C8PV04PEVW00qc_BS0iWJU-MENUH0JmLlkdqqPWv4Us74V4o-LU-ey5_raYjlshjwnyyto/s1600/utilities.png" /></a></div>
<span style="color: #444444;"><br /></span></div>
<div class="p3">
<span style="color: #444444;"><br /></span></div>
<div class="p3">
<span style="color: #444444;">The CALWMC proposes to submit three new concepts for sewage treatment for further detailed analysis to an independent consultant. A technical oversight panel is to ensure engineering, business case, lifecycle costing and other project analysis is properly conducted by the consultant to enable fair apple-to-apple comparisons to be made as the public has clearly requested. </span></div>
</td></tr>
</tbody></table>
<span style="color: #444444; font-size: large; font-weight: normal;">Read the full commentary here:</span><br />
<div style="color: #c00000;">
<span style="font-size: large;"><a href="https://drive.google.com/file/d/0BxB6P5UcSS66V0NLb1lUUndGRDA/view?usp=sharing" target="_blank">Pipes and Congested Streets</a></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com4tag:blogger.com,1999:blog-8508644211997470653.post-5472072511885902642015-05-14T10:16:00.004-07:002015-05-14T10:16:53.836-07:00RITE plan comments on CFAX- Terry Moore regarding Eastside sites<br />
RITE planer on CFAX radio discussing the release of technically feasible sites<br />
<br />
Terry Moore show Tuesday May 13th 3pm<br />
http://www.cfax1070.com/Podcasts<br />
<br />
https://soundcloud.com/terry-moore-cfax/may-12-3pm-1?in=terry-moore-cfax/sets/terry-moore<br />
<br />Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-16535768615338341042015-05-12T12:01:00.000-07:002015-05-12T12:03:40.300-07:00Eastside releases technically feasible sites<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="http://bit.ly/1dZbGhI" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://bit.ly/1dZbGhI" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<br />
The Eastside select committee just released their "technically feasible sites". http://www.crd.bc.ca/docs/default-source/Wastewater-Planning-2014/technically-feasible-sites-for-wastewater-treatment.pdf?sfvrsn=2<br />
<a href="http://bit.ly/1dZbGhI" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://bit.ly/1dZbGhI" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
Here is a quick attempt to show these sites over top of the trunk lines. The flow map is from the January 2015 CALWMC orientation session. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://drive.google.com/file/d/0BxB6P5UcSS66VDFDbGtSVFhaTWs/view?usp=sharing"><img alt="https://drive.google.com/file/d/0BxB6P5UcSS66VDFDbGtSVFhaTWs/view?usp=sharing" border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcHs0Oqjhtv-FNoGS02JC6iuF5LIJneogx29VHkujJyvKuiaFXN5UXIjVbiLE97juPClIe28HO9N3o4BEJkDemZuy3BWNpTZpb8XVApXnPrJIH0CD5CflveAY7VTEBho77UG2loCX6syE/s400/Flows-TechnicallyFeasibleEastside.png" width="400" /></a></div>
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<br />
<br />
<br />
<br />
<a href="http://bit.ly/1dZbGhI"></a><a href="http://bit.ly/1dZbGhI"></a><a href="http://bit.ly/1dZbGhI"> </a><br />
<br />
Further comments about these sites will be added here shortly.<br />
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<br />Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-11098505489401743522015-05-12T08:51:00.000-07:002015-05-12T08:56:11.677-07:00What does Tertiary look like?<br />
The most famous Victoria treatment facility, at Dockside, looks like this:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://bit.ly/1dZbGhI" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://bit.ly/1dZbGhI" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT2nRjc8cfeah2SdY7V6jA7U3WP5Zg_jUbBA-UDVWd4mUNCCFmlakRHIA5QxSV_ncXwD8WhCVHe1CJhc-udOE9fc3aGq5oFEGr9CPztCr4_ja3Cq-qCwf3Le2exzwJd14prv4TDcJZeKI/s1600/dockside-green.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT2nRjc8cfeah2SdY7V6jA7U3WP5Zg_jUbBA-UDVWd4mUNCCFmlakRHIA5QxSV_ncXwD8WhCVHe1CJhc-udOE9fc3aGq5oFEGr9CPztCr4_ja3Cq-qCwf3Le2exzwJd14prv4TDcJZeKI/s400/dockside-green.jpg" width="400" /></a></div>
http://crdcommunitygreenmap.ca/sites/default/files/dockside-green.jpg<br />
<br />
Since tertiary treatment results in reclaimed water it could look like any water scape such as this:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFh0gicp1LUE14oa0YRpQI_vS_q4uS8pSpMzftp5Sd8zjbovLQlMbA40gGCUbt2E4quUBmxp2YqJNHwWdJrrAsm1JQY3oPXr6ytQwUpR_NvH527Ep-cZdTTnGhaN5LKrXDCQ1s1JRRRgA/s1600/SampleWaterScape.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFh0gicp1LUE14oa0YRpQI_vS_q4uS8pSpMzftp5Sd8zjbovLQlMbA40gGCUbt2E4quUBmxp2YqJNHwWdJrrAsm1JQY3oPXr6ytQwUpR_NvH527Ep-cZdTTnGhaN5LKrXDCQ1s1JRRRgA/s320/SampleWaterScape.jpg" width="320" /></a></div>
<br />
<br />
Click <a href="http://bit.ly/1dZbGhI">here</a> to see a 4 page file with images illustrating treatment plants.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3lxhUCJkYvF2SBmoNjzXaq25maeI-Li7yaFvzL10i8_dJJqZw93dJjdt2t7rHpOLWwegxggnNnHZ1QCaDbOuaGAd3AE7ijF29vi2OruXK2HTM7bFXt3790ou-ROOAWPU9spc7xNSjY4M/s1600/Photos-ModernReprentativeTertiaryTreatmentPlants-P1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3lxhUCJkYvF2SBmoNjzXaq25maeI-Li7yaFvzL10i8_dJJqZw93dJjdt2t7rHpOLWwegxggnNnHZ1QCaDbOuaGAd3AE7ijF29vi2OruXK2HTM7bFXt3790ou-ROOAWPU9spc7xNSjY4M/s320/Photos-ModernReprentativeTertiaryTreatmentPlants-P1.jpg" width="252" /></a></div>
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Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-67015486367481236562015-05-11T20:15:00.000-07:002015-05-11T20:15:21.568-07:00RITE Planners Update #6 - Monday May 11, 2015<b id="docs-internal-guid-325e7d2b-461d-b19c-4a8f-5a0b8dc73d0e" style="font-weight: normal;"></b><br />
<h1 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<b id="docs-internal-guid-325e7d2b-461d-b19c-4a8f-5a0b8dc73d0e" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Introduction</span></b></h1>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-325e7d2b-461d-b19c-4a8f-5a0b8dc73d0e" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Previous updates can be found here </span><a href="http://theriteplan.blogspot.com/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.com/</span></a></b></div>
<b id="docs-internal-guid-325e7d2b-461d-b19c-4a8f-5a0b8dc73d0e" style="font-weight: normal;"><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">A lot is happening on the sewage issue: … a vendor says the whole region can be serviced for $250 million; the upcoming CALWMC meeting has a packed agenda; business owners are calling for change; RITE planners are asking for consideration of distributed tertiary treatment with gasification; public events held in Saanich and Oak Bay; roundtable on siting sewage treatment was held in Esquimalt; TCAC is being recalled; Mayor of Langford wants Seaterra to stop. Wow. We hope you enjoy getting all this wrapped up in our weekly update!</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Next update we’ll talk about language. The choice of words people use determines the outcomes. For example, the word “biosolids” implies anaerobic digestion. Disposal of “treated effluent” implies polluted secondary treatment. We need (a) neutral words for the times no system is preferred and (b) a chart showing the “words” and how they relate to treatment solution. For the time being, stay away from the the word “biosolids” unless you mean it. Use “residuals”. Also avoid “treated effluent” unless you also include “reclaimed water”.</span></div>
<br /><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tertiary Distributed with Gasification</span></h1>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This is the new way to describe the RITE plan in three simple words. It sums up all the other objectives into a nice package. Our current goals include: seeing a space for true experts in gasification to come and educate us. </span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Pivotal IRM & Biowater Technology </span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">On the last Westside Innovation Day, Pivotal IRM and Biowater Technology presented a complete sewage treatment and sludge management system for the Region.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For the whole region Pivotal/Biowater says it about $250M vs CRD Plan costing $782M. This $250M includes land acquisition, trucks, buildings, redundant systems, training, uniforms, etc, etc, etc,. A very detailed analysis.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The proposal uses the existing pipe infrastructure and includes costs for local connections to the new facilities.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In summary, it can be structured to be a profitable business rather than a drain on taxpayers. It can save taxpayers $ billions in operating costs and debt charges over the life of the facilities. The technology is proven and stable in several countries. New plants are coming on-line all the time. The plants are very small in size and can be put where you want them to maximize use of existing infrastructure and resource recovery. The systems would be future proof because it exceeds all the performance requirements and standards and can be easily expanded when needed. For more details see our blog posting</span></div>
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<a href="http://theriteplan.blogspot.ca/2015/05/tertiary-distributed-with-gasification_5.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/2015/05/tertiary-distributed-with-gasification_5.html</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img height="497px;" src="https://lh4.googleusercontent.com/Gs5ugVHb32RkqvjagkIUgO-5lPLHYcCtlny3wbFQJ3yMR8ogAkOVJOusYk-KR3dAiFZPepgNtmBDiZA8npnH8JVs-n46Ed6968TjYYgSYRy77GLGi_PhPd7Dq7Q8wZVBNFTfBco" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="492px;" /></span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Interview on Ian Jessop show </span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">See our blog posting and listen to the interview on CFAX to see how it is possible the total project cost could be just $250 to $450 million</span></div>
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<a href="http://theriteplan.blogspot.ca/2015/05/cfax-interview-with-ian-jessop-about.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/2015/05/cfax-interview-with-ian-jessop-about.html</span></a></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CALWMC - May 13th - Agenda </span></h1>
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<a href="http://theriteplan.blogspot.ca/2015/05/calwmc-may-13th-agenda.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/2015/05/calwmc-may-13th-agenda.html</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The agenda is packed with items that are going to change everything. There is a letter from business owners calling for Seaterra to be disbanded. Plus there is a second letter from a business owner:</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img height="226px;" src="https://lh5.googleusercontent.com/Ablhfo_NMNbNKNIL9f4UpRxL2ktw0Yl0qRJ2ZE5XWXsO2ujqPmucm122LZB-DT0hS78XXPivPWjA6EJVW1RgVJmiv3hFliBa3TPCViSYkztMjdp_iHTT3Pj-CKaH_zOTjOOmYRI" style="-webkit-transform: rotate(0.00rad); border: 1px solid #000000; transform: rotate(0.00rad);" width="625px;" /></span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To read more see our blog entry: </span><a href="http://theriteplan.blogspot.com/2015/05/business-owners-call-for-positive.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.com/2015/05/business-owners-call-for-positive.html</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Also presented are the Terms of Reference (TOR) for technical help. But they are just repeating the same call for biosolids expertise and there is no mention of gasification expertise. This is could be $ 300 million mistake but we may see some changes before the TOR are adopted</span></div>
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<a href="http://theriteplan.blogspot.com/2015/05/independent-technical-oversight-panel.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.com/2015/05/independent-technical-oversight-panel.html</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">There is a call from Mayor of Langford to stop collecting the sewage taxes.</span></div>
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<a href="https://soundcloud.com/ian-jessop-cfax/may-11-2pm" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://soundcloud.com/ian-jessop-cfax/may-11-2pm</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">An update on the leaking sewage pipes which creates additional up front costs that can be avoided if the leaks are fixed.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">A notice of motion from Ben Isitt calling for a review of the actual flows; basically seeking clarity on who will pay what but RITE also hopes this will bring clarity to </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">actual flows</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. We think the actual flows are decreasing over time and will be decreased even further by fixing the leaky pipes.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">A notice of motion from Carol Hamilton which has been on each meeting’s agenda for a while now. Each time the motion is deferred. Is this because of past experiences of trying to get a motion onto the agenda and the idea is to keep it on the agenda for the time it is needed?</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">RITE planners observe that the agenda makes no mention of the significant cost savings and revenue / environmental potential with gasification. This has to change and this technology needs due consideration and some input from actual gasification experts.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westside Roundtable Events</span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Two events last week. One on Siting and the other on Resource Recovery. The first event was full and the second nearly full (beautiful Saturday). Both events collected some amazing input from residents. At both events the public’s message was clear that the old plan is not sufficient. People want a better solution and they are willing to help. They seek more technical information. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We will report more on this event later when the notes become available.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Dialog Events</span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Two events. One at Cedar Hill Rec Center (Saanich) and the other at Windsor Pavilion (Oak Bay). Both events happened on a beautiful Saturday and had small attendance. Good considering the limited amount of promotion that was feasible given the rush timeline allows. If Saanich and Oak Bay don’t get some strong leadership they are going to lose out on the opportunities that will come to the host community.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We will report more on this event later when the notes become available.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Technical and Community Advisory Committee (TCAC) </span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The TCAC is meeting was today at noon (May 11, 2015). In the past, this committee did little because they met </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">after</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">the decisions were made just to approve the decisions. This time the meeting was progressive because they are all working towards sewage treatment. Except now it is a debate between the old guard who think secondary treatment / biosolids is good enough and …. a better plan.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">General </span></h1>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Household Costs For Sewage Treatment Vs. Typical Household Expenditures </span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Some thoughts on how the cost of sewage treatment fits into an average householder's finances and perhaps why the public has bought into the Seaterra plan without protest. The plan that is $2.2 billion. </span></div>
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<a href="http://theriteplan.blogspot.ca/2015/05/household-costs-for-sewage-treatment-vs.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/2015/05/household-costs-for-sewage-treatment-vs.html</span></a></h1>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The tertiary treatment with solids gasification proposal by Pivotal IRM and Biowater Technology discussed above would result in much lower project costs and far less impact on household expenditures! </span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Victoria Salon - Straight Talk About Sewage</span></h2>
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<span style="background-color: white; color: #636363; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Debate topic: </span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Be it resolved that whereas the marine waters off the coast are an ecosystem that naturally absorbs and treats the present deep ocean sewage discharge, there is no need to build additional land-based sewage treatment plants for Greater Victoria”.</span></div>
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<span style="background-color: white; color: #636363; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Gibson Auditorium Young Building, </span></div>
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<span style="background-color: white; color: #636363; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Room 216 Camosun College, </span></div>
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<span style="background-color: white; color: #636363; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Lansdowne Campus </span></div>
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<span style="background-color: white; color: #636363; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tuesday, May 12th, 2015 </span></div>
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<span style="background-color: white; color: #636363; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">7pm-8:30pm</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">About RITE</span></h1>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The “R.I.T.E. plan” is more of a concept then a "plan" and it stands for </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Respectful</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> discussion and process leading to an </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovative</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> and </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Taxpayer</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> friendly sewage treatment that is </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Environmentally</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> beneficial. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This update was written jointly by volunteers and may not reflect the opinion of all members of the RITE plan FB group. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To learn more visit our blog </span><a href="http://theriteplan.blogspot.ca/p/about-rite-plan.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/p/about-rite-plan.html</span></a></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">or contact us at </span><a href="mailto:theriteplan@gmail.com" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">theriteplan@gmail.com</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> or join our open Facebook group at </span><a href="https://www.facebook.com/groups/theriteplan/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.facebook.com/groups/theriteplan/</span></a></div>
</b><br class="Apple-interchange-newline" />Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-20350965848887685482015-05-09T06:33:00.000-07:002015-05-09T06:33:19.766-07:00Household Costs For Sewage Treatment Vs. Typical Household Expenditures<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"></b><br />
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span></b></h1>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Some thoughts on how the cost of sewage treatment fits into an average householder's finances and perhaps why the public has bought into the Seaterra plan without protest. The plan that is $2.2 billion. </span></b></h1>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">.....</span></b></h1>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The initial capital cost and ongoing operating costs of Seaterra’s defunct sewage treatment plant were very significant totaling several billion dollars and these costs would be passed on to all households, business, industries and institutions in the core area.</span></b></h1>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Despite the cost implications to each of us, there seems to be a general lack of serious interest in the core area population in the whole subject of sewage treatment. As creatures of habit, we turn on our taps or flush our toilets without a second thought about where that water is going, what happens to it or what impacts it has. So, how significant is the cost of sewage treatment when considered in the context of all other household expenditures?</span></b></h1>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Household Costs for Sewage Treatment</span></b></h2>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Seaterra has estimated the household charges for providing sewage treatment in the DRD core area under various scenarios (June 27, 2014 report:</span><a href="https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/seaterraprogramcommission/20140627/2014-06-27-actions-as-a-result-of-the-ministers-letter.pdf?sfvrsn=2" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"> https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/seaterraprogramcommission/20140627/2014-06-27-actions-as-a-result-of-the-ministers-letter.pdf?sfvrsn=2</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">). The scenarios include three treatment schemes: the failed centralized plant at McLoughlin Point and two alternative decentralized plant systems proposed in a 2008 study; two funding possibilities: with or without federal and provincial grants; and five levels of charges based on low to high property assessment/municipal taxation.</span></b></div>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The household charges presented by Seaterra range from a low of $200 under their centralized scheme for a low property assessment to a high of $1900 for the 12 plant decentralized system for a high property assessment.</span></b></div>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The project costs for Seaterra’s 6-plant and 12-plant decentralized options have been discredited by independent analysts and therefore the related household cost should be ignored. The household cost to consider in this discussion are those indicated in the first and second columns of Seaterra’s table.</span></b></div>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For an average household, the annual costs to pay for Seaterra’s sewage treatment scheme would have ranged from $300 with funding to $660 without funding.</span></b></div>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Typical Household Expenditures</span></b></h2>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Statistics Canada has reported the average household expenditure for British Columbia and for one-person households nation-wide (2012 and 2013 statistics:</span><a href="http://www.statcan.gc.ca/tables-tableaux/sum-som/l01/cst01/famil130k-eng.htm" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"> http://www.statcan.gc.ca/tables-tableaux/sum-som/l01/cst01/famil130k-eng.htm</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">;</span><a href="http://www.statcan.gc.ca/tables-tableaux/sum-som/l01/cst01/famil131b-eng.htm" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"> http://www.statcan.gc.ca/tables-tableaux/sum-som/l01/cst01/famil131b-eng.htm</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">). The average household is a single family dwelling with 2.5 inhabitants and in the core areas of the CRD has a 2013 assessed value of $525,000.</span></b></div>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The average 2013 household expenditure was $78,414 whereas the average 2013 one-person household expenditure was $44,709. Expenditures are divided into 20 categories as shown in the StatsCan tables.</span></b></div>
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<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Categories of household expenditures with values similar to Seaterra’s estimated sewage costs are summarized below. Some other categories of interest are also included.</span></b></div>
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<table style="border-collapse: collapse; border: none;"><colgroup><col width="199"></col><col width="196"></col><col width="197"></col></colgroup><tbody>
<tr style="height: 0px;"><td style="background-color: #bdd6ee; border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Category of Household Expenditure</span></div>
</td><td style="background-color: #bdd6ee; border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Average Household, 2013</span></div>
</td><td style="background-color: #bdd6ee; border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">One-person Household, 2013</span></div>
</td></tr>
<tr style="height: 0px;"><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Reading material and other printed matter</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$193</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$132</span></div>
</td></tr>
<tr style="height: 0px;"><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Games of chance</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$232</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$138</span></div>
</td></tr>
<tr style="height: 0px;"><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tobacco products and alcoholic beverages</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$1256</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$988</span></div>
</td></tr>
<tr style="height: 0px;"><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Education</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$1831</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$436</span></div>
</td></tr>
<tr style="height: 0px;"><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Gifts of money, alimony and contributions to charity</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$2155</span></div>
</td><td style="border-bottom: solid #000000 1px; border-left: solid #000000 1px; border-right: solid #000000 1px; border-top: solid #000000 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$1867</span></div>
</td></tr>
</tbody></table>
</div>
<b id="docs-internal-guid-56cf4988-38df-2f66-48a8-e957f4215e2a" style="font-weight: normal;"><br /><h2 dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Observations and Comments</span></h2>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Household expenditures for sewage treatment would be a very small component of total expenditures: 0.4-0.8% for the average household and 0.7-1.5% for one-person households. </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Average household expenditures for reading material, other printed matter and games of chance are similar to projected charges for sewage treatment.</span></div>
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Seaterra maintains that distributed tertiary treatment is more expensive that its defunct centralized secondary plan. However, some vendor presentations at the Westside Innovation Days held recently at Royal Roads University suggested solutions could be provided for significantly less cost that Seaterra’s plan. In other words, a better outcome at a more affordable household cost for all.</span></b>Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-416193056477883172015-05-09T06:28:00.002-07:002015-05-10T07:06:40.087-07:00CFAX interview with Ian Jessop about Tertiary Distributed with Gasification<br />
<span style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; display: inline !important; float: none; font-family: helvetica, arial, 'lucida grande', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636348724365px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">Bryan's CFAX interview with Ian Jessop starts at the 34 minute mark.</span><br />
<span style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; display: inline !important; float: none; font-family: helvetica, arial, 'lucida grande', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636348724365px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"><br /></span>
<a href="https://soundcloud.com/ian-jessop-cfax/may-7-1pm-1" rel="nofollow" style="-webkit-text-stroke-width: 0px; background-color: white; color: #3b5998; cursor: pointer; font-family: helvetica, arial, 'lucida grande', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636348724365px; orphans: auto; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;" target="_blank">https://soundcloud.com/ian-jessop-cfax/may-7-1pm-1</a><br />
<br />
The topic was to explain how a vendor could project a total CRD sewage system for just $250 million.<br />
<br />
See <a href="http://theriteplan.blogspot.ca/2015/05/tertiary-distributed-with-gasification_5.html">http://theriteplan.blogspot.ca/2015/05/tertiary-distributed-with-gasification_5.html</a> for more information on the vendor's proposal.<br />
<br />
Comments from listeners after the recording was posted .... More comments welcome below.<br />
<br />
<br />
Clear, Factual, Engaged, Knowledgeable RESPECTFUL and RITEOUS :-} Ta!<br />
<br />
Wow. That was a good interview<br />
<br />
Excellent ... rocked it big time! <br />
<br />
Got the message out the the public wants more information from experts.<br />
<br />
I love how you were explaining... that's what this word means, that's what that word means. So good.<br />
<br />
Man, that Ian Jessop is one smart, cool headed investagative reporter. Kudos for his excellent public service. he deserves an award! Thank-You Ian for your #1 work!<br />
<br />
[the] opening descriptors were so wonderfully straightforward and simplified ... had me listening with new thoughts!<br />
<br />
Especially liked your pizza oven example to explain gasification! Brilliant!<br />
<br />Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-72227154741740653522015-05-09T06:21:00.001-07:002015-05-10T07:08:23.860-07:00CALWMC - May 13th - Agenda<br />
<br />
Core Area Liquid Waste Management Committee<br />
Wednesday, May 13, 2015 9:00 AM 6th Floor Boardroom<br />
<br />
Link to agenda <a href="http://bit.ly/1P80Y9A">http://bit.ly/1P80Y9A</a><br />
The key agenda items are:<br />
<br />
Inflow and Infiltration Management Plan Presentation and Sample
Model Bylaw for Private Property Sewer Laterals<br />
<br />
Terms of Reference and Recruitment - Technical Oversight Panel<br />
<br />
Terms of Reference - Independent Engineering and Financial Analysis
beyond 2015 (report to be provided prior to May 13) <a href="http://theriteplan.blogspot.ca/2015/05/independent-technical-oversight-panel.html">See our blog posting here</a><br />
<br />
Correspondence from the Mayor of the City of Langford dated April 23,
2015<br />
<br />
Seaterra Program and Budget Update No. 22<br />
<br />
Westside Wastewater Treatment and Resource Recovery Select
Committee Agenda Package for Information<br />
<br />
Eastside Wastewater Treatment and Resource Recovery Select
Committee Agenda Packages for Information<br />
<br />
<br />
Correspondence: Business Owners Re Seaterra and CRD Issues<br />
<a href="http://theriteplan.blogspot.ca/2015/05/business-owners-call-for-positive.html">See our blog posting here</a><br />
<br />
Correspondence: Beadle Enterprises, 7 May 2015, Re Wastewater
Treatment Issues<br />
<br />
Motion for Which Notice Has Been Given: Options for Wastewater
Treatment (Director Hamilton)<br />
<br />
Notice of Motion: Flow Allocations--That staff report on the accuracy of
current flow allocations and bring forward recommendations for
adjusting as appropriate. (Director Isitt)<br />
<br />
Motion to Close the MeetingAnonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-3240855712836378202015-05-09T06:19:00.001-07:002015-05-11T13:50:13.306-07:00Independent Technical Oversight Panel - Draft - Terms of Reference and Selection Criteria<div class="tr_bq" style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; display: block; font-family: helvetica, arial, 'lucida grande', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636348724365px; margin: 0px 0px 6px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
Part of May13th agenda ... same old biosolids again ...</div>
<blockquote>
Independent Technical Oversight Panel – Terms of Reference and<br />
Selection Criteria – DRAFT<br />
The Technical Oversight Panel:<br />
1. Will be comprised of three to five members.<br />
2. Will be given a $12,000/year honorarium + $750/meeting (up to 4hours, additional $750 over 4 hours) + travel disbursements. Chair will receive $30,000/year + same meeting and travel expenses.*<br />
3. Will commence work in June 2015 and end in March 2016.<br />
4. Will provide independent oversight to the work of the engineering, business case, lifecycle costing and other project analysis done post-June 2015.<br />
5. Will report monthly to the Core Area Liquid Waste Management Committee directly. The Chair of the Panel will have the primary responsibility for presenting updates and answering questions of the committee and speaking on behalf of the Panel at public sessions.<br />
*Based on Seaterra Commission.<br />
Selection Criteria / Skill sets sought:<br />
1. Significant private sector business, finance and large-scale project-management experience.<br />
2. Wastewater/biosolids treatment technology – up-to-date understanding of innovative/emerging/best practices including wastewater regulatory context.<br />
3. Resource recovery – wastewater reuse (irrigation, purple pipe), district energy systems, biogas, biofuels.<br />
4. Financial costing including capital/operating/life cycle, comparative evaluations, business case analysis, risk, financing.<br />
5. Proven ability to pull conceptual ideas into overarching plan.<br />
6. Chair, proven ability to deliver, able to present detailed concepts in political arena and to broad public, comfortable with public speaking, media, video taped proceedings and large venues.</blockquote>
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<br /></div>
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Items 2 and 3 are saying <span class="text_exposed_show" style="display: inline;">BIOSOLIDS again. WHY? </span><span class="text_exposed_show" style="display: inline;">What happened to a balanced and open approach? Where is any reference to expertise in gasification, syngas, biochar, etc.?</span></div>
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<br />
These words need to be changed:<br />
<span class="text_exposed_show" style="display: inline;">Biosolids. The EPA describes it as "the treated residuals from wastewater treatment (biosolids) can be safely recycled. Local governments make the decision whether to recycle the biosolids as a fertilizer, incinerate it or bury it in a landfill."<br /><br />A biofuel is a fuel that is derived from biological materials, such as plants and animals. Also biofuel can still be seen as fuel derived from organic matter (obtained directly from plants, or indirectly from agricultural, commercial, domestic, and/or industrial wastes).<br /><br />Biogas typically refers to a mixture of different gases produced by the breakdown of organic matter in the absence of oxygen. Biogas can be produced from raw materials such as agricultural waste, manure, municipal waste, plant material, sewage, green waste or food waste.</span><br />
<br />
Update: May 11, 2015 13:00<br />
Offering the following approaches:<br />
<br />
<span class="text_exposed_show" style="display: inline;">Option A which is inclusive of multiple technologies and outcomes:</span><br />
<span class="text_exposed_show" style="display: inline;"> </span><br />
2. Wastewater, biosolid, and gasification treatment technology – up-to-date
understanding of innovative/emerging/best practices including wastewater
and reclaimed water regulatory context.<br />
3. Resource recovery – wastewater reuse (irrigation, purple pipe), district energy systems, syngas, biochar, biogas, biofuels, gasification as source of electricity, heat, and distilled water and how these can be used to improve food security or other community benefits.<br />
<br />
Option B which is exclusive and seeks neutral wording that does not exclude or prescribe a technology. Obviously this is weaker because it is less informative but it may be needed at the political level. <br />
<span class="text_exposed_show" style="display: inline;"> </span><br />
2. Wastewater, residuals treatment technology – up-to-date
understanding of innovative/emerging/best practices including wastewater
and reclaimed water regulatory context.<br />
3. Resource recovery –
wastewater reuse (irrigation, purple pipe), district energy systems, energy conversion systems and other community benefits.<br />
<br />
Frankly, the opportunity to work on this project, for someone in this field, should be a fantastic chance to start with a clean slate (no existing secondary infrastructure) and help design la world renowned leading edge (not bleeding edge) solution.<br />
</div>
Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-49226897550177041592015-05-09T06:10:00.000-07:002015-05-10T07:08:12.470-07:00Business Owners Call for Positive Resolution<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; font-family: helvetica, arial, 'lucida grande', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636348724365px; margin: 0px 0px 6px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
Letter from business owners to quash Seaterra will be item 6 on Wednesday's CALWMC meeting. Here a link to a copy of the letter including signatures of business owners: <a href="http://bit.ly/1JWmRFe">http://bit.ly/1JWmRFe</a></div>
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</div>
<blockquote class="tr_bq">
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #141823; font-family: helvetica, arial, 'lucida grande', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17.5636348724365px; margin: 6px 0px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
Capital Region District<br />
625 Fisgard Street<br />
Victoria B.C. V8W 1R7<br />
Attention: Lisa Helps, CALWMC Chair<br />
Re: Seaterra and CRD Issues</div>
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Dear Chair Helps,</div>
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We, the undersigned, are a group of concerned business owners from the Capital Region District. The reason for our concern is both past and recent developments regarding the Seaterra program and CRD staff.</div>
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In its relatively short history, the name Seaterra has already become synonymous with the high cost of bypassing meaningful public consultation. The project’s track record of questionable expenditures, ill advised land acquisitions and in camera decisions is already well documented. Thankfully the program was paused last year. However, in the intervening months, both Seaterra management and CRD staff have seemed unable to adapt to the region’s new direction regarding sewage treatment.</div>
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As recently as the last Core Area meeting (April 8), directors found out that the Seaterra Commission was still meeting, via conference call, without reporting minutes and that the winning bid on the McLoughlin RFP was being extended without the committee’s input. At this point, it would seem management is either unaware of or unwilling to meet the mandated level of transparency. Regardless of the project’s status, this kind of backroom operating is just simply no longer acceptable.</div>
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Far more worrisome is the apparent cross-pollination between the project, the contracted engineering consultant and CRD staff. What has been a brewing problem within the CRD for years has finally boiled over into a palpable distrust. Suspicions that staff and consultants are attempting to steer the process towards a predetermined outcome threaten to undermine both the efforts of the Select Committees and the integrity of the CRD itself. The CALWMC’s refusal to accept a staff report on February 18th serves as a public confirmation of the conflict.</div>
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In the six months since the municipal election, itself a de facto referendum on Seaterra, considerable progress has been made in regards to creating an open and accountable process through the Select Committees. However, if a majority of CALWMC directors feel there has been any attempt by CRD staff or project management to interfere with or obfuscate the process currently underway, further action must be taken. It is certainly understandable to want to spare real people the embarrassment that can come with accountability, but any further accommodation would surely risk undoing the gains made by voters on November 15th.</div>
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As a group of business owners with a considerable stake in sewage treatment, we’d like to express our support for any democratic means necessary, including a nonconfidence vote, to bring a positive resolution to this situation. With tens of millions in unrecoverable costs, the Seaterra Program has already left an expensive and embarrassing legacy for the region’s taxpayers. We know that the CALWMC is far from<br />
unanimous in its feelings towards the project and the Select Committees. However, we encourage the new chair and the progressive voices within to bring a definitive end to Seaterra and any related dysfunction within the CRD.</div>
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Yours Sincerely,<br />
signatures attached</div>
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CC: Mayor Nils Jensen, CRD Board Chair<br />
All CALWMC Directors and Alternates</div>
</blockquote>
<br />
<br />
As well a second letter is on the May 13th agenda from another business owner. To read the full letter find it in the CALWMC agenda or <a href="http://bit.ly/1IZfwDg">http://bit.ly/1IZfwDg</a><br />
<br />
<img alt="" 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" /> Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com1tag:blogger.com,1999:blog-8508644211997470653.post-8221750304295293712015-05-05T07:27:00.002-07:002015-05-10T07:05:54.389-07:00Tertiary Distributed with Gasification - Pivotal IRM & Biowater Technology<a href="https://www.blogger.com/blogger.g?blogID=8508644211997470653" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b id="docs-internal-guid-e4d34365-2479-815d-1d76-cfcf0bed0c3e" style="font-weight: normal;"><br /><img height="290px;" src="https://lh5.googleusercontent.com/5RG3gi8AxyfPev6aQJqK6ld7e6MKH2Ag4W1rUYLIfL_JLnOvnpxop8UUNIET8LU_mrPVkhirIBJttqQZHqhsO6TuQNZzgQn1GXEn9z9Xyqd-CHUCPf_TqfZFUUt3VDYa85u_JnQ" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="252px;" /></b><br />
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<b id="docs-internal-guid-e4d34365-2479-815d-1d76-cfcf0bed0c3e" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">These are my notes, reworked a little, to capture the amazing information that came forward from a vendor at the Westside Innovation Days. Thursday April 30th.</span></b></div>
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<b id="docs-internal-guid-e4d34365-2479-815d-1d76-cfcf0bed0c3e" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Presenters: Chris Corps, Graeme Bethell, Laura Marcolini, Jack Gardner </span></b></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Representing: Biowater Technology and Pivotal's Advanced Gasification</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Laura is President of Biowater USA. And Jack is a wastewater advisor to Pivotal</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Biowater is Norwegian based technology company that has offices in the US and manufactures their technology in Norway, US and Canada. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The presentation started with Pivotal explaining that their mission is to build waste management systems that recycle everything. For example, in the same way that Dockside Green recycles 100% of the treated water.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Pivotal presented a complete sewage treatment and sludge management system for the Region. The treatment process included: </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Raw sewage being treated by Salsnes Filters as primary treatment which removes primary sludge, dewaters it and the water is then passed on to a secondary treatment process called Continuous Flow Intermediate Cleaning treatment (CFIC where nitrogen and organics are removed). The secondary treated sewage is then passed through ultra fine Ceramic Membranes (tertiary treatment) to remove all the solids and other contaminants such as drug resistant bacteria, microfibers and micro plastics, etc. The water from the membranes can be fully recycled and reused just like it is at Dockside Green. The secondary sludge is also passed through the Salsnes Filter and dewatered. Both the primary and secondary dewatered sludge is then processed and fed into a gasifier to produce heat and power. All of the components for this treatment system are modular in design and can be implemented just-in-time when needed.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The design for this treatment system was for the primary treatment to be based on 4x ADWF, and the secondary treatment to be based on 2x ADWF. Prior to primary treatment which removes about 50% of the solids from the sewage, grit and trash is removed by coarse screening. The first stage of CFIC removes nitrogen, the second and third stages remove organic material. This CFIC process is the next generation advancement of MBBR (Moving Bed Biofilm Reactor) technology. The tertiary membrane treatment operates similar to the hollow fibre membranes (Zee Weed brand). However there are some advantages including longer lasting and easier to clean, thus lower operating costs.</span></div>
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<a href="http://www.biowatertechnology.com/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://www.biowatertechnology.com/</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Very clean effluent that can be reused to flush toilets, irrigate landscaping and discharged to the inner harbour waters as is done by Dockside Green’s sewage treatment plant.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The sludge is then passed onto an Advanced Circle Draft gasification plant which is based on proven technology used in Austria and Italy.. The Advanced Circle Draft Gasifier has some features that make it more suitable for this application compared to Pivotal’s Fluidized Bed Gasifier. The Circle Draft is better suited to the volume of sludge produced, can be installed in modules and produces a cleaner syngas. There are three plants in operation in Europe and California and a new plant can easily be delivered inside of 12 months. The Advanced Gasification plants can be manufactured locally in Sidney BC.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In the proposal the total amount of daily sludge produced could be transported from the treatment plants to the gasifier in 7 trips per day for whole region.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The gasifier has no air emissions. It produces only syngas, heat and biochar and ash. When you use the syngas in a power generator the emissions are comparable to burning natural gas. Commercial plants have been in operation since 2002 in Gussing. In Cherasco Italy since 2007. In last few years five new plants have been built using this technology. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The Circle Draft gasifier has been tested using 50/50 mixtures of sludge and biomass in Cherasco Italy. Each gasifier has a small 3m (10 feet) square footprint and are very inexpensive compared to traditional sewage sludge treatment like anaerobic digesters.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">One gasifier would suit a small community of 10,000 people based on the estimated amount of waste generated and due to the low cost of implementation while providing the benefits outlined for resource recovery.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The only moving part of the gasifier is the bucket conveyor to feed the system. Otherwise nothing moves. It operates at atmospheric pressure. The gasification temperature is 1000 degrees Celsius. This technology meets the BC Clean Energy Act so it can participate in the BC Hydro Standing Offer Program for clean renewable energy.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The concept presented can handle all the sludge for the CRD plus 60% of solid waste. Have tested and proven a lot of waste streams. Destroys drug resistant bacteria, micro plastics, etc.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The energy output based on 108 ML/d sewage volume and 29 tonne/day sludge volumes produces 120 M wHrs/day electricity and 190 M wHrs of heat, every day. The process also produces carbon biochar, that is almost pure carbon in nature, that has many uses in industrial filters. The process also produces 45 ML/year distilled water.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The presenters showed a case study listing with about 34 facilities. Many are retro-fit. Some are new. A 25 MLD sized facility needs a 25m x 50m footprint which was roughly the size of the presentation room where we heard the presentation. No need for 2km outfalls. It would not need to be sited on the waterfront. It can be better integrated throughout the region. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">One of the outcomes from implementing similar renewable energy systems in Europe has been that they stimulate the local economy: through creation of many new local jobs, the green thermal energy attracts manufacturing and high tech, R&D, training and tourism! People want to see this technology.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The presentation showed that the annual revenues make this proposal $45M better than the CRD/Seaterra Plan for each year of operation.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Biowater/Pivotal can handle all the Westshore sewage flows in one site that is approximately the size of a city lot.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For the whole region Pivotal/Biowater capital costs are about $250M vs CRD Plan costing $782M. This $250M includes land acquisition, trucks, buildings, redundant systems, training, uniforms, etc, etc, etc,. A very detailed analysis.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The proposal uses the existing pipe infrastructure and includes costs for local connections to the new facilities.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In summary, it can be structured to be a profitable business rather than a drain on taxpayers. It can save taxpayers $ billions in operating costs and debt charges over the life of the facilities. The technology is proven and stable in several countries. New plants are coming on-line all the time. They are very small in size and can be put where you want them to maximize use of existing infrastructure and resource recovery. The systems would be future proof because it exceeds all the performance requirements and standards and can be easily expanded when needed.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The I&I in the region is significant problem. Esquimalt has done a lot to solve leaking sewer pipes. Because it uses less budget the region can reallocate money into fixing the pipes first and then you don't need to build a big plant. Pipes are a 100yr investment. This proposal does not need new pipes.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question from audience: are there any odours in the bucket feed system? Answer: no because there is no moisture left in the sludge which has been pelletized and sterilized so very low odour.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Can the gasifiers be distributed throughout the community? The presenters suggest that the minimal cluster might be 3-4 gasifiers at one site. There would be a one or two processing centres but the gasifiers should be distributed. For siting the processing facility and gasifiers would need about 1.5 acre but distributed gasifiers could be located on a city residential lot.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Regards</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Bryan Gilbert</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovation Days:</span></div>
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<a href="https://www.crd.bc.ca/westside-solutions/information-materials/innovation-days" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/westside-solutions/information-materials/innovation-days</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Presentation slides:</span></div>
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<a href="https://www.crd.bc.ca/docs/default-source/Wastewater-Planning-2014/pivotal-wss-innovation-days.pdf?sfvrsn=0" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/docs/default-source/Wastewater-Planning-2014/pivotal-wss-innovation-days.pdf?sfvrsn=0</span></a></div>
</b>Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-65889452357164498482015-05-04T23:16:00.001-07:002015-05-10T07:12:06.623-07:00RITE Planners Update #5 - Monday May 4, 2015<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;"></b><br />
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<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Introduction</span></b></h1>
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<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The R.I.T.E plan has been validated.</span></b></div>
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<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;"><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Last Wednesday, thanks to the leadership of </span><a href="https://www.facebook.com/lisa.helps.5" style="text-decoration: none;"><span style="background-color: white; color: #3b5998; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Lisa Helps</span></a><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">, the public and the CRD had a very </span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Respectful</span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> discussion. That is the </span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">R </span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">we’ve been asking for. Seems like this will continue too!</span></b></div>
<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;"><br /></b>
<br />
<div dir="ltr" style="line-height: 1.437024671381168; margin-bottom: 5pt; margin-top: 5pt;">
<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;"><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Last week, at the Westside Innovation presentations, we heard from a local vendor who confirmed the </span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I, T, and E </span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">is feasible too!</span></b></div>
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</b>
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<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;"><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovative</span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> water treatment that produces fully reusable water combined with locally manufactured gasification systems to handle the residuals; all done with redundancy; modularity and using existing pipes in the ground.</span></b></div>
<b id="docs-internal-guid-5a4fa865-22bc-9db8-3277-f6a00ac6a1ce" style="font-weight: normal;">
<div dir="ltr" style="line-height: 1.437024671381168; margin-bottom: 5pt; margin-top: 5pt;">
<span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Taxpayer</span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> friendly because the capital costs are, as we've been saying for years, significantly lower than the Seaterra plan. PLUS we can make money each year.</span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Environmentally</span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> beneficial because the water is fully reusable and the toxins in the residual solids are completely destroyed leaving a biochar product with many uses.</span></div>
<span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">RITE was right! For years some people have discounted our observations saying there were no hard numbers. Well now we've been vindicated.</span></b><br />
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<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;"></b><br />
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<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Reset Trust With a Respectful Dialog</span></b></h1>
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<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Last week’s public event at the Royal BC Museum was a success. Lisa Helps has </span><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">welcomed the audience and outlined what has changed. She acknowledges that the past has been a collective failure but now we have a collective opportunity to succeed. She set a tone that the audience clearly liked. </span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;"><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">After the event I had the privilege to listen to the professional facilitators who came to help. They were excited and clearly thought the event was a success. One facilitator said the people at his round table had a lot of tension. They were very distrustful and angry about the past. Yet they set those tensions aside to share information with fellow citizens.</span></b></div>
<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;"><br /></b>
<br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;"><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Another memorable quote: “It was a valuable evening and, for the first time ever, I did not leave angry and feeling completely disenfranchised.”</span></b></div>
<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;">
</b><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;"><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Compared to every other CRD sponsored sewage event these past years this event was a turning point.</span></b></div>
<b id="docs-internal-guid-9b38e45f-22bc-2907-cee7-162dd10e4298" style="font-weight: normal;">
<br /><span style="background-color: white; color: #141823; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">One critical metric to watch for: will the collected information disappear into CRD offices? or will it come back to each and every public event? I’ve been told the goal is to bring this information back each time so these conversations build on each other. Transparency at work builds trust.</span></b><br />
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<b id="docs-internal-guid-35607850-22bc-c82d-a308-2da722749ca0" style="font-weight: normal;"></b><br />
<h1 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<b id="docs-internal-guid-35607850-22bc-c82d-a308-2da722749ca0" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How is that possible? Sewage treatment for so cheap?</span></b></h1>
<b id="docs-internal-guid-35607850-22bc-c82d-a308-2da722749ca0" style="font-weight: normal;"><br /></b>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-22bc-c82d-a308-2da722749ca0" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How is it possible the whole region’s sewage can be treated for, perhaps, $250 million? That seems impossible considering the CRD/Seaterra plan was $782 million.</span></b></div>
<b id="docs-internal-guid-35607850-22bc-c82d-a308-2da722749ca0" style="font-weight: normal;">
<br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Well, it is not hard to explain. Just break the project into Water, Conveyance, and Residuals.</span></b><br />
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<img alt="" height="436" 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" width="640" /><br />
<b id="docs-internal-guid-35607850-22bd-09e1-cf98-9cf6c5eed0a5" style="font-weight: normal;"></b><br />
<h2 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<b id="docs-internal-guid-35607850-22bd-09e1-cf98-9cf6c5eed0a5" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Water Treatment</span></b></h2>
<b id="docs-internal-guid-35607850-22bd-09e1-cf98-9cf6c5eed0a5" style="font-weight: normal;"><br /></b>
<br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-22bd-09e1-cf98-9cf6c5eed0a5" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The Seaterra estimate to build the secondary waste water treatment facility is, $179 million. The vendor’s estimate is $200 million, for tertiary distributed. Many vendors of wastewater systems are promoting systems that are smaller and more efficient. For sake of discussion, let’s be conservative and increase the vendor’s estimate by 50% to $300 million.</span></b></div>
<b id="docs-internal-guid-35607850-22bd-09e1-cf98-9cf6c5eed0a5" style="font-weight: normal;">
</b><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-22bd-09e1-cf98-9cf6c5eed0a5" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tertiary costs more than secondary. No question. But ….</span></b></div>
<b id="docs-internal-guid-35607850-22bd-09e1-cf98-9cf6c5eed0a5" style="font-weight: normal;">
<br /><h2 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Conveyance</span></h2>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Seaterra’s McLoughlin project was estimated to cost $365 million. As noted above the secondary treatment is estimated at $179 Million. That is $186 million in tunnels, outfalls and extra stuff that is NOT needed with distributed tertiary. But, the Seaterra plan also includes big projects like pump stations and attenuation tanks. Total cost for tunnels, ocean outfalls, attenuation tanks and pump stations: $272 million.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The vendor said none of this is needed if you do distributed tertiary. No need for ocean outfalls, no need for over sizing the plant because the distributed facilities provide redundancy. No need for attenuation tanks or pump stations because you treat the sewage where it is now. You use existing pipes.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Let’s be conservative and say the vendor is wrong and we need, ballpark, $50 million for a few new pipes or whatever. (or to go towards what has been spent so far!)</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">References:</span></div>
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<a href="http://bit.ly/1btNIcL" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://bit.ly/1btNIcL</span></a></div>
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<a href="https://www.crd.bc.ca/seaterra-program/projects/treatment-plant" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/seaterra-program/projects/treatment-plant</span></a></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">782 total - 330 Hartland - 180 McLoughlin wastewater only = 272 extras.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Residuals: Bio-digestion vs. Gasification</span></h2>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Here is where we save a lot. Seaterra’s plan spends $330 million to run a 18 km pipe from the ocean up to Hartland Landfill and back again. It uses anaerobic digestion to convert roughly half the residuals into methane gas (20x worse than CO2) and leaves the rest to be used “beneficially” up island (which means the residuals will be spread on land).</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Contrast this with gasification: which is cheap. Hamilton Ontario is building a gasifier to treat 170,000 tonnes of municipal waste and sewage sludge for $37 million. The vendor, Pivotal IRM, says they can do all this region for $50 million; we’ve talked with other experts who are working on projects for sewage sludge alone that cost just $20 million. So, clearly, gasification is cheap compared to anaerobic digestion at Hartland.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Our conservative estimate: $75 million yet, clearly, this is an area where we can save more.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Vendor’s estimate $50 million.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Seaterra project $330 million.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Totals</span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Seaterra capital costs $782 million</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tertiary Distributes with Gasification (conservative estimate) $425 million</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tertiary Distributes with Gasification (vendor estimate) $250 million</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The vendor’s estimate is attractive but whether you think it is true or not it is clear that we need to explore the options of Tertiary Distributed wastewater treatment combined with Gasification for residuals.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">And we haven’t even mentioned the amazing other benefits of this approach</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Water landscapes that increase property values and draw in businesses and tourists.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Energy in the form of electricity and heat.</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Complete destruction of the toxins so they don’t pollute the land.</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Local manufacturing jobs</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Research and development potential</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tourism (these facilities can be tourist attractions)</span></div>
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<br /></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b id="docs-internal-guid-35607850-22bd-5438-a88f-82b7bb63011d" style="font-weight: normal;"></b></span></div>
<h1 dir="ltr" style="line-height: 1.2; margin-bottom: 12pt; margin-left: -1pt; margin-top: 6pt;">
<b id="docs-internal-guid-35607850-22bd-5438-a88f-82b7bb63011d" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Events this Week May 4th to 10th</span></b></h1>
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<b id="docs-internal-guid-35607850-22bd-5438-a88f-82b7bb63011d" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westside Roundtable: Siting and integrating a wastewater treatment facility into an existing neighbourhood</span></b></div>
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<b id="docs-internal-guid-35607850-22bd-5438-a88f-82b7bb63011d" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Wednesday May 6, 6 - 9pm</span></b></div>
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<b id="docs-internal-guid-35607850-22bd-5438-a88f-82b7bb63011d" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Esquimalt Municipal Hall</span></b></div>
<b id="docs-internal-guid-35607850-22bd-5438-a88f-82b7bb63011d" style="font-weight: normal;"><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westside Roundtable: Resource recovery</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Saturday May 9, 10am – 1pm</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Colwood City Hall</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Dialog: Saanich</span></div>
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<span style="background-color: white; color: #4d4f53; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Saturday May 09, 11am-1pm</span></div>
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<span style="background-color: white; color: #4d4f53; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Saanich, Cedar Hill Rec Centre</span></div>
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<a href="https://www.crd.bc.ca/about/events/event/2015/05/09/default-calendar/eastside-community-dialogue-wastewater-treatment-and-resource-recovery" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/about/events/event/2015/05/09/default-calendar/eastside-community-dialogue-wastewater-treatment-and-resource-recovery</span></a></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Dialog: Oak Bay</span></div>
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<span style="background-color: white; color: #4d4f53; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Saturday May 09, 3:30pm-5:30pm</span></div>
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<span style="background-color: white; color: #4d4f53; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Oak Bay, Windsor Pavilion Sports Room</span></div>
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<a href="https://www.crd.bc.ca/about/events/event/2015/05/09/default-calendar/eastside-community-dialogue-oak-bay-wastewater-treatment" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/about/events/event/2015/05/09/default-calendar/eastside-community-dialogue-oak-bay-wastewater-treatment</span></a></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Committee meeting</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Wednesday, May 6, 2015 2:30 PM </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CRD 6th Floor Boardroom</span></div>
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<a href="https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/eastside-wastewater-treatment-and-resource-recovery-select-committee/20150506/2015-05-06agendapkgeastsidewtrrselect.pdf?sfvrsn=4" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/eastside-wastewater-treatment-and-resource-recovery-select-committee/20150506/2015-05-06agendapkgeastsidewtrrselect.pdf?sfvrsn=4</span></a></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">It appears that this Eastside committee meeting will mainly be in-camera as they discuss potential sites. RITE planners have long argued that selecting sites before technology is strange considering that any secondary treatment sites need access to ocean outfalls while tertiary treatment sites need to use the reclaimed water. Seems obvious that these are quite different requirements. Yet, we hear they must provide a selection of sites suitable for any treatment technology.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Public Advisory Committee</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Wednesday May 6 4pm</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CRD </span></div>
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<a href="https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/eastside-public-advisory-committee/20150506/2015-05-06agendapkgepac.pdf?sfvrsn=4" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/eastside-public-advisory-committee/20150506/2015-05-06agendapkgepac.pdf?sfvrsn=4</span></a></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Main task for this meeting is to review last week’s event and be introduced to Urban Systems. Perhaps there will be some review of the upcoming survey.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Events Next Week May 11th to 18th</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westside Roundtable: Cost and level of treatment</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 13, 6 – 9pm</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Songhees Wellness Centre</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Dialog: Victoria</span></div>
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<span style="background-color: white; color: #4d4f53; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 13, 10am-12pm</span></div>
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<span style="background-color: white; color: #4d4f53; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Victoria, Crystal Pool</span></div>
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<a href="https://www.crd.bc.ca/about/events/event/2015/05/13/default-calendar/eastside-community-dialogue-victoria-wastewater-treatment" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/about/events/event/2015/05/13/default-calendar/eastside-community-dialogue-victoria-wastewater-treatment</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CALWMC meeting</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Wednesday May 13th 9:00 to 11:30</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CRD Board meeting</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Wednesday May 13th 1:30pm</span></div>
</b> </li>
</ul>
</b><img alt="" height="436" 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" width="640" />Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-80451887306403728322015-05-04T19:30:00.004-07:002015-05-04T19:30:40.164-07:00Multi-criteria Decision Making<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"></b><br />
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The Eastside Community Dialogue held last Wednesday evening was intended to set the direction for decision making on our sewage situation. But where is the starting point and what direction will this process take? Is this truly a fresh start or is the CRD still attempting to pull strings in the background? Will this be a rational science-based process driven by informed residents or will challenges from a misinformed nimby crowd sway council’s mind? Can the Eastside committee avoid the miss-steps of the Westside committee in the short time available or will this train derail before reaching the station?</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Many questions but few answers. Perhaps a road map would help to keep the process on the RITE track and help define the process and guide the decision making inputs. The Triple Bottom Line (TPL) has been promoted and used in past studies as a suitable tool for evaluating and ranking options and alternatives but TPL is but one of many methodologies.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">A best practices study conducted by a European university a few years ago reviewed dozens of methodologies and developed an optimized framework specifically for sanitation/wastewater projects. It lists key objectives, relevant criteria to be considered, and a weighted scoring system to rank valid alternatives.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We feel this study was very relevant to what is happening now and have provide the following short summary. If you want to dig right into the report you can find it here:</span><a href="http://www.switchurbanwater.eu/outputs/pdfs/W4-1_CALE_RPT_D4.1.10_Best_practice_decision-support_system_for_ecosan%20systems.pdf" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://www.switchurbanwater.eu/outputs/pdfs/W4-1_CALE_RPT_D4.1.10_Best_practice_decision-support_system_for_ecosan%20systems.pdf</span></a></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Sustainable Water Management in the City of the Future</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Integrated Project Global Change and Ecosystems</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">D 4.1.10 Best Practice And A Decision-Support System For Ecosan Systems</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">December 2010</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Project co-funded by the European Commission within the Sixth Framework Programme</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This document provides a summary of current best practice in urban ecosan (ecological sanitation) systems and presents an approach for technology selection based on a multi-criteria approach.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Abstract</span></b></h2>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We live in an era of rapid urbanization. Cities are rapidly developing and are in need of good infrastructure and resources like water, energy and food. At the same time they produce large quantities of wastes. Overall, the rapid urbanization requires new approaches in order to remain within the carrying capacity of our global ecosystem.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">One of the issues is the implementation of appropriate sanitation systems which also value the ‘resource value’ of wastes and wastewater. The standard approach to manage wastewater is the construction of sewerage and wastewater treatment plants. After treatment, the wastewater is disposed of to surface water.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Alternative options called ecological sanitation, promoting flows separation at household level and wastewater management in decentralized systems, receive increasing attention in the last decades and are experimented with in various pilot projects. A proper evaluation to assess the potential of these new sanitation systems for their potential to improve the sustainability of cities is however lacking. Different methodologies and approaches have been piloted for the selection of sanitation options, some complex, others with high data requirements or complex weighing factors.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">A literature review into multi-criteria methodologies and existing frameworks was done to gain insight into decision making process and assessment methodologies regarding sanitation systems. From the review, it was found that 42 different multi-criteria methodologies are applicable for water management; selection of a specific methodology depends on the objective, boundaries, data availability and time allocation of the specific case. Based on some of those methodologies, 18 frameworks for water management assessment have been developed the last 12 years; an inventory of indicators was done finding 77 indicators in total.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Multi-criteria Methodologies for Urban Sanitation Systems Assessment</span></b></h2>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Introduction</span></b></h2>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Multi-criteria methodologies have become a popular aid in decision making processes with involvement of multi-objective approaches and several stakeholders.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Solving a multi-criteria problem often does not mean finding an </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">optimum</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> solution, but facilitates discussion and understanding of the different alternatives towards the finding of the </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">most suitable</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> solution.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The range of available methodologies varies from simple ones like brainstorming to complex ones like computer based simulations.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">42 different multi-criteria methodologies have been developed recently and can be used for the assessment of water management strategies, however none of them can be selected as the most suitable; each one has strengths and weaknesses.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Those 42 methodologies included 18 different frameworks, 77 different indicators and 4 different aggregation methods.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">All methodologies face a fundamental dilemma: as more criteria are added to broaden the inclusivity of the decision making process and to guide the decision makers, the process becomes more difficult to manage and less reliable. A maximum of 35 indicators is suggested.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The selection of an appropriate methodology acceptable to all stakeholders often turns into a “problem” by itself.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In the development of the framework, “there is a trade-off between showing the complexity of a problem in all its facets and its simplification in order to make it understandable for all persons involved in decision processes. Either the process remains on a highly abstract level far away from the real problem, or it reduces the complexity too strongly and thereby loses too much information, so that the results do not adequately reflect the real nature of the decision problem anymore”.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Based on this review, the main criteria in the methodologies involved in sanitation technology selection were health, social / institutional, environment, costs and system robustness.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Conclusions</span></b></h2>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The purpose of the multi-criteria framework is to facilitate discussion during the decision making process; in that sense, transparency of the methodologies is required in order to be trusted for the different stakeholders.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Definition of some indicators must be clearly stated leaving no room for different interpretations, misunderstanding or inappropriate assessment.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Where a final indicator value is included, data validation and verification may be difficult, therefore raw data must be available to substantiate all calculations.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">It can be concluded that digitally modeling the systems would be the best approach to measure actual impacts of sanitation systems, however due to high data requirements, this is often not feasible, and the most suitable alternative is to calculate “potential” effects.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Assessments based on Life Cycle Assessment showed that system boundaries significantly influence the results, and in order to make an appropriate “cradle to grave” assessment, data requirements are high.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The main drawback of existing framework methodologies is the lack of an aggregation method to assess each criterion; an aggregation method is required to take into account the contribution or relevance of each indicator in the final score, to perform data analysis and provide meaningful comparisons in which a wide spectrum of units of measure are involved.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">There is no consensus about the influence of the methodology in the results. But it is clear that different methods apply different assumptions, weights or normalizations to achieve the expected results so users should be aware of them.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The methodology should also suit data availability to avoid misleading results. Sophisticated software capable to make complex analyses have been developed, however the quality of the results depends on the quality of the input data. Complex methods have high data requirements and considerable time allocation, while simple methods are less sensitive to uncertainties and a less precise result is achieved in a shorter time.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Recommended Optimized Methodology</span></b></h2>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Each methodology has strengths and weakness and may be modified to suit specific applications.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Each criterion must be evaluated separately.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Performance must be matched with local conditions.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Evaluation must avoid aggregation and subjective weighting that affects transparency and traceability.</span></b></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The recommended methodology assessment is as follows:</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Courier New'; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">o</span><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Contextual Independence</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: evaluate to what extent a given technology is independent from external conditions; develop a checklist to measure the degree of sensitivity of the different system components to external factors.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Courier New'; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">o</span><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Health Risk Assessment</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: evaluate the public health risk related to a given technology due to the contact of inhabitants with feces, urine, raw wastewater, treated wastewater or sludge. Use the approach of Qualitative Microbial Risk Assessment. (QMRA) in order to assess the potential risk of exposure. </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Courier New'; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">o</span><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Impact on the Ecosystem</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: evaluate to what extent a given technology impacts on the ecosystem. Use the approach of Life Cycle Assessment (LCA) to measure the potential impact of the discharges; the two aspects considered were potential eutrophication and potential ecotoxicity.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Courier New'; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">o</span><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Resources Use</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: evaluate to what extent a given technology makes an efficient use of the resources (water, energy, nutrients and chemicals). Develop a check list of resources involved in sanitation and normalize each indicator based on the maximum and minimum values of the systems under study. </span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Courier New'; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">o</span><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">System Robustness</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: prepare an evaluation based on failure records, shock load resistance and possible user abuse. Normalize each indicator based on the maximum and minimum values of the systems under study.</span></b></div>
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<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Courier New'; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">o</span><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Invisibility</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: evaluate to what extent a given technology is invisible for the users and the community. Prepare a check list of the area and space required and assessment of the user perception for nuisances. Again normalize each indicator based on the maximum and minimum values of the systems under study.</span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 72pt; margin-top: 0pt; text-indent: -18pt;">
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Courier New'; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">o</span><span style="background-color: transparent; color: black; font-family: 'Times New Roman'; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Total Cost</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: calculate the total cost of the system by estimating the life cycle annual cost taking into account construction investment, operation and maintenance costs and any revenues received per year.</span></b></div>
<b id="docs-internal-guid-35607850-21e8-ca19-9099-15f8b468587c" style="font-weight: normal;"><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The recommended methodology is summarized in tables 29 and 30 in the report. </span></div>
<br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This methodology is a starting point for us; some criteria may be revised and other suitable criteria may be added - but its a leap ahead of where we were only a few months ago.</span></b>Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-29441807665226452672015-04-27T07:17:00.001-07:002015-05-10T07:10:07.544-07:00RITE Planners Update #4 - Monday April 27, 2015<b id="docs-internal-guid-895c82f1-fb3c-de81-d0e9-7f528f5ab5ab" style="font-weight: normal;"></b><br />
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<b id="docs-internal-guid-895c82f1-fb3c-de81-d0e9-7f528f5ab5ab" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This update, like the previous, will be very brief due to other commitments. </span></b></div>
<b id="docs-internal-guid-895c82f1-fb3c-de81-d0e9-7f528f5ab5ab" style="font-weight: normal;"><br /></b>
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<b id="docs-internal-guid-895c82f1-fb3c-de81-d0e9-7f528f5ab5ab" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Previous updates can be found here </span><a href="http://theriteplan.blogspot.com/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.com/</span></a></b></div>
<b id="docs-internal-guid-895c82f1-fb3c-de81-d0e9-7f528f5ab5ab" style="font-weight: normal;">
<h1 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Community Dialogue </span></h1>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">WEDNESDAY APRIL 29TH</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">ROYAL BC MUSEUM, 675 Belleville Street. 7-9PM</span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Victorians and friends in Saanich and Oak Bay, join us at the kick-off of the East Side Community Dialogues this Wednesday, April 29th 7pm at the Royal BC Museum. </span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The CRD has formed the Eastside Select Committee on Sewage Treatment and Resource Recovery with elected representatives from Oak Bay, Saanich and Victoria to engage with their communities and develop waste water treatment and resources recovery options that address their priorities.</span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">On April 29th, 2015 the East side Select Committee will:</span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">- share the process for public input over the coming three months</span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">- answer questions on what has changed; and</span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">- learn more about public priorities for waste water treatment and resource recovery through facilitated small group dialogues.</span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For more information about the process please visit:</span><a href="http://l.facebook.com/l.php?u=http%3A%2F%2Fwww.crd.bc.ca%2Feastside&h=2AQFHUjXh&enc=AZOBHkhjil9yQ4p-vk7J2T0DRAfGf6HTQ3RQcveD6x6Z6sV06c1peb536A8xa-xMM7Z_nQc67RkbfRft9GJ3S-OceYhJlIDeCKt25jf-t3jOdILYU96qwifCcCFrTYoMeosMOeaoKJrdX0Kdf5No617K&s=1" style="text-decoration: none;"><span style="background-color: white; color: #3b5998; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">www.crd.bc.ca/eastside</span></a><span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: white; color: #141823; font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">or email: eastside@crd.bc.ca</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For more information about the governance please visit: </span><a href="https://www.crd.bc.ca/project/wastewater-planning/governance" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/project/wastewater-planning/governance</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Other tentative events: </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 11-13 two day workshop</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 28 Options workshop</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">June </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Report back to public</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westside Public Events</span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovation Days where technology proponents present their solutions in three half-day workshops April 28,29,30; at Royal Roads.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img height="412px;" src="https://lh4.googleusercontent.com/Q158EI81XUh2bIvUgpGU8AN6v3L8A82pVbFTiD9SrYg-ZvJLpCErlH03NO6Lg3lrzOdphneeJfpw5Kvc9Dc_hzzEJRWj2d4JwBldrXx1Fx5ymiHqlhqp4NeiOfaUE4h2rRQzrwI" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="648px;" /></span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Three roundtable events in May. For more information on how to participate email </span><span style="background-color: white; color: #1155cc; font-family: 'Times New Roman'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">info@westsidesolutions.ca</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Siting and integrating a wastewater treatment facility into an existing neighbourhood</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 6, 6 - 9pm</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Esquimalt Municipal Hall</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Resource recovery</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 9, 10am – 1pm</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Colwood City Hall</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Cost and level of treatment</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 13, 6 – 9pm</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Songhees Wellness Centre</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Public Advisory Committee April 22 4:00 PM </span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The committee reviewed material to be displayed on the 29th and discussed a future survey. Lisa Helps announced she will no longer chair this committee. Vic Derman may step in from time to time.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Conclusion</span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Not enough time to provide much analysis this week. RITE planners are looking forward to the public events and helping the process achieve significant cost savings and better environmental benefits. </span></div>
<br /><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">About RITE</span></h1>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The “R.I.T.E. plan” is more of a concept then a "plan" but it stands for </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Respectful</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> discussion and process leading to an </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovative</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> and </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Taxpayer</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> friendly sewage treatment that is </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Environmentally</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> beneficial. To learn more visit our blog </span><a href="http://theriteplan.blogspot.ca/p/about-rite-plan.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/p/about-rite-plan.html</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">or contact us at </span><a href="mailto:theriteplan@gmail.com" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">theriteplan@gmail.com</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> or join our open Facebook group at </span><a href="https://www.facebook.com/groups/theriteplan/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.facebook.com/groups/theriteplan/</span></a></div>
</b>Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-28742850602129428692015-04-23T18:01:00.000-07:002015-04-23T18:01:01.596-07:00Events April 28, 29 and 30, 2015<span style="color: #1f497d;"></span><br />
<span style="color: #1f497d;"><br /></span><span style="color: #1f497d;"></span>
<span style="color: #1f497d;"><br /></span><span style="color: #1f497d;"></span>
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<span style="color: #1f497d;">Next week are several events to attend.</span></div>
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<span style="color: #1f497d;">Please consider coming to one or all of these events because this sewage project is THE largest infrastructure project in our region's history. The fact is the old plan's full life cycle costs were over $2 billion dollars (</span><span style="color: #1f497d;">20x larger than the Johnson Street Bridge project). The RITE planners believe we can do this quite differently and reduce that cost significantly.</span></div>
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<span style="color: #1f497d;"><br /></span></div>
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<span style="color: #1f497d;">Whatever you believe, if you live in the region and value either how tax money is spent or the environment or both then come and participate.</span></div>
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<a href="http://westsidesolutions.ca/"><img alt="westsidesolutions.ca" height="406" 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" 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<a href="http://www.crd.bc.ca/project/eastside-select-committee"><img alt="http://www.crd.bc.ca/project/eastside-select-committee" height="627" 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" width="640" /></a></div>
Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-89477035070949532812015-04-20T16:40:00.000-07:002015-04-20T16:42:24.677-07:00RITE Planners Update #3 - Monday April 20, 2015<h1 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
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<a href="https://drive.google.com/file/d/0BxB6P5UcSS66NXV5MUdKY21mSUU/view?usp=sharing">RITE Update April 20, 2015 </a><br />
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<b id="docs-internal-guid-c55836f9-d932-f60a-4229-a49caa753b0f" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Introduction</span></b></h1>
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<b id="docs-internal-guid-c55836f9-d932-f60a-4229-a49caa753b0f" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This update is brief due to other commitments. Volunteers don’t get paid $290,000 per year to save you $2 billion. So, sometimes volunteers need to turn their attention to the “day job”.</span></b></div>
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<b id="docs-internal-guid-c55836f9-d932-f60a-4229-a49caa753b0f" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This third update follows the first two which can be read here</span></b></div>
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<b id="docs-internal-guid-c55836f9-d932-f60a-4229-a49caa753b0f" style="font-weight: normal;"><a href="http://theriteplan.blogspot.com/2015/04/weekly-update-april-6-2015.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.com/2015/04/weekly-update-april-6-2015.html</span></a></b></div>
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<a href="http://theriteplan.blogspot.ca/2015/04/rite-planners-update-monday-april-13.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/2015/04/rite-planners-update-monday-april-13.html</span></a></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">As before, this update was written by a few RITE planners and not the whole group. </span></div>
<br /><br /><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">New Leadership</span></h1>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The change in leadership at the CALWMC is huge. We trust Lisa Helps and see this as a major shift towards our objectives that start with “respectful” discussion. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The other aspect of “respectful” discussion that Lisa Helps will hopefully further, in contrast to Nils Jensen, is that of taking what other Directors say at face value. Recall the 9-5 vote by CALWMC directors to not accept, even just for information, a staff report that concluded that anaerobic digestion was still “the preferred option” over gasification. The concerns of the majority included accuracy, validity, bias and an unwillingness and/or lack of capacity to consider alternative approaches to treatment.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">One of the five voting in favour was then-chair Nils Jensen. His interpretation of the majority's rejection contrasted sharply with the reasons they cited. Jensen’s take was that to not receive this report was to infer that we don’t want to hear the report’s information. « We don’t want to hear the background that talks about the best options for this; we don’t want to hear what the peer review team said; we don’t want to hear that 70% diversion rates are required”. Director Geoff Young, who also voted to accept the report, nonetheless accepted the nays' reasons at face value: “There is obviously distrust about the information that our staff is providing us”.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<h1 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">NIMBY or YIMBY</span></h1>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The Seaterra project is dead. Now, selecting the locations of the treatment plants could be the most controversial and divisive aspects of the entire sewage conversation. It is important to change the stereotypical public perception from “treatment plants are open, ugly, smelly tanks of sewage” to “they can be unobtrusive like Dockside Green or attractive like Blaine’s Lighthouse Point” to name two fine examples.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Have this conversation with your elected representatives now.</span></div>
<br /><br /><img height="297px;" src="https://lh3.googleusercontent.com/ZrLqUYJAh6s4VTNCILfkQ3ZbGpne2i6dtyabC06_Yj25EBpMW22YjggniZR09qMOOS4OzbXnG52gEPVPEATmri6LQpcmyJgi34lAHsdrU1gQxjEXC3o9D6zDsm1ZM3XtiX_afos" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="255px;" /><div dir="ltr" style="margin-left: 0pt;">
<table style="border-collapse: collapse; border: none;"><colgroup><col width="378"></col><col width="270"></col></colgroup><tbody>
<tr style="height: 0px;"><td style="border-bottom: solid #ffffff 1px; border-left: solid #ffffff 1px; border-right: solid #ffffff 1px; border-top: solid #ffffff 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Upcoming Events</span></h1>
<h2 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">General Public Events</span></h2>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">April 21, 2015 5:00-8:30 PM Greater Victoria Conversation, Victoria Conference Centre, 720 Douglas Street (amalgamation and related issues - this must include sewage treatment). Register in advance at </span><a href="http://www.greatervictoriaconversation.ca/the-date.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://www.greatervictoriaconversation.ca/the-date.html</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
</td><td style="border-bottom: solid #ffffff 1px; border-left: solid #ffffff 1px; border-right: solid #ffffff 1px; border-top: solid #ffffff 1px; padding: 7px 7px 7px 7px; vertical-align: top;"><br /></td></tr>
</tbody></table>
</div>
<h2 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Public Events</span></h2>
<h3 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 8pt;">
<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Public Update + Workshop - Eastside Community Dialogue </span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">WEDNESDAY APRIL 29TH</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">ROYAL BC MUSEUM, 675 Belleville Street. 7-9PM</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Oak Bay, Saanich and Victoria are working to develop a wastewater treatment and resource recovery plan. They have formed a committee of elected representatives to engage with their communities and develop wastewater treatment options that will meet their needs.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">On April 29th, 2015 the Eastside Select Committee is hosting its first public meeting to:</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">· share the process for public input over the coming three months</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">· answer questions on what has changed; and</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">· learn more about public priorities for sewage and wastewater treatment for our communities.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The session will be held at the Royal BC Museum on April 29th at 7:00pm. This will be the first of many opportunities to share your thinking, knowledge and feedback. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For more information about the process please visit: </span><a href="https://www.crd.bc.ca/project/wastewater-planning/governance" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/project/wastewater-planning/governance</span></a></div>
<br /><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Other tentative events: </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 11-13 two day workshop</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 28 Options workshop</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">June </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Report back to public</span></div>
<h2 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westside Public Events</span></h2>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovation Days where technology proponents present their solutions in three half-day workshops April 28,29,30; at Royal Roads.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">No details about this event are yet available.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">[Someday our weekly update will discuss the pros and the cons of the “short timeline”. Here is a definite “con” in that a major public educational event is happening in seven days and the public is not aware of it. ]</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Three roundtable events in May. </span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Siting and integrating a wastewater treatment facility into an existing neighbourhood</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 6, 6 - 9pm</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Esquimalt Municipal Hall</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Resource recovery</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 9, 10am – 1pm</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Colwood City Hall</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Cost and level of treatment</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 13, 6 – 9pm</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Songhees Wellness Centre</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Public Advisory Committee April 22 4:00 PM </span></h2>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Prepare for the first public event April 29th.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Prepare to engage key stakeholders include informed members of the public.</span></div>
<br /><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">About RITE</span></h1>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The “R.I.T.E. plan” is more of a concept then a "plan" but it stands for </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Respectful</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> discussion and process leading to an </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovative</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> and </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Taxpayer</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> friendly sewage treatment that is </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Environmentally</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> beneficial. To learn more visit our blog </span><a href="http://theriteplan.blogspot.ca/p/about-rite-plan.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/p/about-rite-plan.html</span></a></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">or contact us at </span><a href="mailto:theriteplan@gmail.com" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">theriteplan@gmail.com</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> or join our open Facebook group at </span><a href="https://www.facebook.com/groups/theriteplan/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.facebook.com/groups/theriteplan/</span></a></div>
</b>Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-26302219005105724522015-04-13T08:16:00.005-07:002015-04-20T16:33:10.315-07:00RITE Planners Update - Monday April 13, 2015<b id="docs-internal-guid-c6a69637-b359-bf15-c05c-0e12b32ca8f3" style="font-weight: normal;"></b><br />
<h1 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<b id="docs-internal-guid-c6a69637-b359-bf15-c05c-0e12b32ca8f3" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Introduction</span></b></h1>
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<b id="docs-internal-guid-c6a69637-b359-bf15-c05c-0e12b32ca8f3" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The “R.I.T.E. plan” is more of a concept then a "plan" but it stands for </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Respectful</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> discussion and process leading to an </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovative</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> and </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Taxpayer</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> friendly sewage treatment that is </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Environmentally</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> beneficial. To learn more visit our blog </span><a href="http://theriteplan.blogspot.ca/p/about-rite-plan.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/p/about-rite-plan.html</span></a></b></div>
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<b id="docs-internal-guid-c6a69637-b359-bf15-c05c-0e12b32ca8f3" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">or contact us at </span><a href="mailto:theriteplan@gmail.com" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">theriteplan@gmail.com</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> or join our open Facebook group at </span><a href="https://www.facebook.com/groups/theriteplan/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.facebook.com/groups/theriteplan/</span></a></b></div>
<b id="docs-internal-guid-c6a69637-b359-bf15-c05c-0e12b32ca8f3" style="font-weight: normal;"><br /></b>
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<b id="docs-internal-guid-c6a69637-b359-bf15-c05c-0e12b32ca8f3" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This second update follows the first which can be read here</span></b></div>
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<a href="http://theriteplan.blogspot.com/2015/04/weekly-update-april-6-2015.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.com/2015/04/weekly-update-april-6-2015.html</span></a></div>
<br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 12pt; margin-left: -1pt; margin-top: 24pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">New Leadership</span></h1>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The change in leadership at the CALWMC is huge. We trust Lisa Helps and see this as a major shift towards our objectives that start with “respectful” discussion. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We only mention the following because the CRD has used the excuse “We don’t have time” in the past. When Nils was Chair he, frankly, wasted a lot of time in the way he set the agenda. Two meetings were taken up with attempts to discredit a technology that can save a lot of money. These meetings tried to bypass that discussion and they both failed in that attempt. Two meetings is two months; wasted. If the CRD ever says “We don’t have time and need to rush this”. Don’t believe them. The process from the start has been flawed and that is not the public’s fault. </span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Cost comparison Seaterra <b>bio-digestion</b> vs gasification </span></h1>
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<a href="http://theriteplan.blogspot.ca/2015/04/cost-comparison-seaterra-biodigestion.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Link to our blog</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">At last week’s meeting we crushed any further point in avoiding a discussion around advanced gasification. The savings are compelling. $330 M compared with under $100M. Possibly under $40 M and even possibly under $20 M (15 USD). Here are the project numbers:</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$ 2,200 M Seaterra project 50 yr life cycle costs</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">782 M Seaterra project capital cost (estimate)</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">330 M Seaterra project Hartland capital costs</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">300 M Seaterra staff report (rejected) cost estimate for gasification: just sewage sludge; just core area</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">332 M Tri-regional study cost estimate for gasification of all waste for three regions: Nanaimo, Cowichan, Victoria</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">100 M Local gasification experts gave conservative estimate to gasify sewage sludge.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 60 M Seaterra project costs to date</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 40 M per yr Seaterra project debt and operating costs</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 37 M Hamilton, gasification all waste, Quantity ~= Nanaimo, Cowichan, Victoria</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 19 M “Bribe” offered to Esquimalt</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 17 M Viewfield purchase</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 16 M per yr Seaterra project operating costs</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$ </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><20 M (15 M USD) Independent gasification expert is working on similar project, but twice our needs, </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">References: </span></div>
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<a href="http://www.cscd.gov.bc.ca/lgd/infra/library/Resources_From_Waste_IRM_Study.pdf" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">IRM study</span></a></div>
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<a href="http://cvrd.bc.ca/DocumentCenter/Home/View/8035" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Tri Regional</span></a></div>
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<a href="http://www.solidwastemag.com/environment/ontario-waste-to-energy-plant-buys-uk-technology-for-36-8-million/1003116340/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Hamilton Ontario</span></a></div>
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<a href="https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/corearealiquidwastemanagementcommittee/20150204/2015-02-04calwmcpresentationorientation.pdf?sfvrsn=4" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">CALWMC 2015 Orientation Part 2</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The only numbers we don't provide links to are the cost estimates of under 100M and under 15M. See below .... failure to do any due diligence.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">That price of under $20 M (15 M USD) seems reasonable when you look at the Hamilton Ontario $37 M facility. That one will handle 170,000 tonnes of material a year. To gasify just our sewage would be about 10,000 tonnes per year (very rough because the weight varies by moisture content). </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The point is the cost is a gigantic step smaller than digestion. So even if it cost $40 M or even a $100M the cost savings are incredible.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Failure to do due diligence</span></h1>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The fact is, if Seaterra / CRD staff had done ANY due diligence in his whole sorry performance on this project, they would know about all the gasifier experts in the world by now. If they can't guess which expert we are quoting, they haven't been paying attention. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Do you know how hard it was to find out the name of a real gasifier expert? NOT HARD AT ALL. Here's how hard it was: March 13, we wanted to know if what Mr Sweetnam said to Director Atwell about gasifiers at the Feb 18 meeting was true or false. (It was false.) We did an internet search, found a company, sent them an email, had a phone call, learned that no one from CRD/Stantec/CRD has ever contacted them, asked if they'd come talk to us, the answer was no so they could bid, they recommended an independent expert, we are introduced and got to see that this expert has a very impressive CV.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Elapsed time: 5 days.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Why couldn't any of the highly paid individuals working on this plan for the last decade have done this little bit of work, and got us some decent advice on gasifiers?</span></div>
<br /><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Skill Testing Questions</span></h1>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The challenge the directors have is where do we get technical information that we can trust? In a hurry! We offer the following set of skill testing questions. Each question is from one or more events where a CRD / Seaterra / staff member failed to provide the full picture or misled the directors.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">If a technical “expert” can get the right answer then trust them. The right answers are easily verified and we’ll show you how.</span></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What is the 50 year life cycle cost of the Seaterra plan?</span></h3>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$2.2 billion</span></div>
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<a href="http://theriteplan.blogspot.com/2015/04/seaterra-plan-full-life-cycle-costs.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Details on our blog. Search for Life Cycle</span></a></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What net profit potentials are available with integrated resource recovery?</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Pessimistic $5 million per year. Optimistic $61 million per year.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Source: Provincial study from 2008 Table 2 page ix</span></div>
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<a href="http://www.cscd.gov.bc.ca/lgd/infra/library/Resources_From_Waste_IRM_Study.pdf" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://www.cscd.gov.bc.ca/lgd/infra/library/Resources_From_Waste_IRM_Study.pdf</span></a></div>
<br /><br /><h3 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 8pt;">
<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What is the moisture content of sewage sludge?</span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">If your expert says “2%” then they fail. Although this is true it is misleading. The rejected staff report (Feb 18th, 2015) used the 2% figure in many places; including the discussion around 62 trucks needed to transport the sludge. It also appeared in emails from consultants in an attempt to discount the viability of gasification. Sludge from secondary treatment may be 2% but from tertiary systems like Dockside Green it is 15%.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Verification: simple phone call to Dockside Green operators. Ask them what the solids content is of the weekly blue barrels. </span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We’ve heard that much higher levels (25% solids?) can be attained with newer technology. Verification: find the vendors and call them.</span></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Has Dockside ever failed?</span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">If your expert says “Dockside has failed” then they fail. Many CRD/Seaterra staff have made this mistake and they’ve been told to stop. Yet they persist. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Engineers are supposed to know the difference between “a planned outage”, a “Provincial administrative oversight” and a “system failure”. Dockside was forced to use the CRD backup system, once, to verify it worked. This was the “planned outage”. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For a while, the province mandated that Dockside submit samples for compliance testing 7 days a week. But the province didn’t keep the labs open on the weekend so a few tests were not completed on schedule. This was the “administrative oversight”.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CRD/ Seaterra staff have made these two situations into failures. There have been NO system failures.</span></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Does Dockside have an outfall?</span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Yes. Reclaimed water is discharged to the water ponds in Dockside Green and then unused water overflows into the inner harbour via a shoreline dispersion outlet (outfall). Mr Sweetnam, Feb 18th 2015 said Dockside had no outfall. Perhaps he reserves the word “outfall” for a 2 km pipe that runs out into the ocean to discharge polluted water (effluent from secondary treatment).</span></div>
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<a href="http://theriteplan.blogspot.ca/2015/04/does-dockside-have-outfall.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Details on our blog. Search for Dockside</span></a></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How many Docksides would it take to service the core area?</span></h3>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">If your expert says 567, then run. See our blog for details </span></div>
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<a href="http://theriteplan.blogspot.ca/2015/04/how-many-docksides-would-it-take-to.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/2015/04/how-many-docksides-would-it-take-to.html</span></a></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Compare the energy output from biodigestion and from gasification.</span></h3>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Gasification produces nearly twice the energy output compared to digestion.</span></div>
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<a href="http://theriteplan.blogspot.ca/2015/04/electrical-energy-from-gasification-190.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">http://theriteplan.blogspot.ca/2015/04/electrical-energy-from-gasification-190.html</span></a></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Would you use a biodigester prior to using a gasifier?</span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Absolutely not. The whole point is to convert the mass into energy. It’s silly to suggest we’d run the mass through the less efficient bio-digestion process and then feed the depleted residue into the highly efficient advanced gasification process.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We can offer many more such skill testing questions if needed.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Upcoming Events</span></h1>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Public Events</span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">April 15, 2015 2:30 PM Eastside Wastewater Treatment And Resource Recovery Select Committee 625 Fisgard St., 6th Floor Boardroom</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">April 15, 2015 4:00 PM Eastside Public Advisory Committee</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">April 29th evening. Public event in the evening</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 11-13 two day workshop</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">May 28 Options workshop</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">June </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Report back to public</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westside Public Events</span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Innovation Days where technology proponents present their solutions in three half-day workshops April 28,29,30; at Royal Roads.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Three roundtable events in May. Participants of this self-identified during the survey.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Select Committee April 15 2:30 PM </span></h2>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Wastewater Treatment and Resource Recovery Select Committee</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In the boardroom</span></div>
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<a href="https://www.crd.bc.ca/about/document-library/documents/committeedocuments/eastside-wastewater-treatment-and-resource-recovery-select-committee/20150415" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/about/document-library/documents/committeedocuments/eastside-wastewater-treatment-and-resource-recovery-select-committee/20150415</span></a></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The public part of the agenda will be updated on the public consultation and the receipt of the information from the vendors who gave information to the CRD. They then will go in camera to talk about sites.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">RITE planners repeatedly warn the decision makers to not pick sites before specifying what outcomes you want. For example, do you want the type of facility out on the Saanich peninsula or the type of facility at Dockside. Major differences and these impact the public’s acceptance or rejection. </span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Eastside Public Advisory Committee April 15 4:00 PM </span></h2>
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<a href="https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/eastside-public-advisory-committee/20150415/2015-04-15agendaeastsidepacpkg.pdf?sfvrsn=4" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/eastside-public-advisory-committee/20150415/2015-04-15agendaeastsidepacpkg.pdf?sfvrsn=4</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Prepare for the first public event April 29th.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Prepare to engage key stakeholders include informed members of the public.</span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 21px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Recent Meetings</span></h1>
<h2 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 10pt;">
<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CALWMC April 8th - morning</span></h2>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The big news was that Lisa Helps will now lead the committee. We’ll talk more about that next week. This is really encouraging news.</span></div>
<h3 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 8pt;">
<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Seaterra retained for the duration - slipped into report </span></h3>
<div dir="ltr" style="line-height: 1.437024671381168; margin-bottom: 5pt; margin-top: 5pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The report that included using Seaterra for the implementation phase was accepted.</span></div>
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<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Bid extension comes and goes and what happened?</span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Yes, the proponents of the Seaterra plan quietly extended their bid to June (or was it July). Albert Sweetnam says this does not increase our liability, yet we don’t trust him now do we? See trust section in previous update and more below.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The Commission has been holding conference call meetings and, according to Mr Sweetnam they have only been to share information. Director Atwell raised the concern that these meetings need to be held in public and there need to be minutes from the meetings as well; according to bylaw 3851 that established the commission.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In essence, the commission is holding meetings in secret.</span></div>
<br /><h3 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 8pt;">
<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Independent Oversight Options</span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The staff will bring forward a short list of candidate experts who will provide guidance on this new phase of the project. The staff will discuss the selection criteria with Lisa, Barb, Carol and Vic (the chairs and vice-chairs). These new experts are to help after June with the technical design prior to implementation. </span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We recommend that these experts be able to demonstrate sound understanding of the technical options and are selected to curate the technical information rather than be expected to provide all the expertise. No small group of people can know everything about these systems. It is better if we have people that can understand the material provided by specialists and translate that into information that can be used to design the system; get public acceptance (including the experts who help with the RITE plan); and create the RFP.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This search for technical expertise is for June or later. At the same time, the Eastside committee is going to obtain technical help for the public engagement. They need help crafting the material to present to the public. The RITE planners are going to watch this very carefully. Fortunately, Chair Helps is keen to have the Eastside include discussions with RITE planers </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: italic; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">and other stakeholders </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">so that we go to the public with as much of a common voice as possible. More about this next week.</span></div>
<br /><h3 dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 8pt;">
<span style="background-color: transparent; color: #666666; font-family: 'Trebuchet MS'; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Technical Responses</span></h3>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The report with the response from vendors was accepted. Director Derman, once again, stressed the need to actually go out and canvas the market place and not just passively wait for them to come. There was no comment on the issue raised by RITE planners that some vendors did not submit material because they don’t trust the CRD’s process. </span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Westshore Select April 7th</span></h2>
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<a href="https://crd.bc.ca/about/document-library/Documents/committeedocuments/westside-wastewater-and-resource-recoery-select-committee/20150407" style="text-decoration: none;"><span style="background-color: white; color: #3b5998; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">https://crd.bc.ca/…/westside-wastewater-and-resour…/20150407</span></a></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The Technical committee's report</span></div>
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<a href="https://www.crd.bc.ca/docs/default-source/Wastewater-Planning-2014/150407-westsideselectcommittee-technicalcommitteeupdate.pdf?sfvrsn=2" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://www.crd.bc.ca/docs/default-source/Wastewater-Planning-2014/150407-westsideselectcommittee-technicalcommitteeupdate.pdf?sfvrsn=2</span></a></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">says ....</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Reviewed flows generated by each Westside participant against the Allocation Flows</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Assumptions have been made for the Saanich and Victoria flows entering the centre trunk main due to lack of information from the East Side</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Total flow expected (2030) is just under 50 ML/day</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Seven reasonable flow scenarios were determined that see the number of plants ranging from a maximum of four to a minimum of one</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We are hoping to get the details of this. In particular, does that 50 ML/day include Saanich and Victoria flows? I think it does. But then what are the flows for just the Westshore?</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How did they derive the flow and how does it compare with the “Allocated flows” which is what the Seaterra plan is based on. (RITE planners have concerns about those flows which is a topic for another day.)</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The report also says ....</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Site selection criteria:</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Size of potential plant locations</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Proximity to residential lots</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Proximity to trunks</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-left: 36pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Potential district energy systems and resource recovery opportunities</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Disposal of treated effluent</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">∗ Emergency overflow treatment of untreated effluent</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We’d like to see the detailed descriptions of the criteria. Especially around resource recovery. Are they making the same assumptions Seaterra plan had baked in? </span></div>
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<span style="background-color: transparent; color: black; font-family: 'Trebuchet MS'; font-size: 17px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">CRD Board April 8th 1:30 PM </span></h2>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The board meeting was mainly the usual quick approval of the results of the morning meeting.</span></div>
</b>Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-76956028922036730032015-04-11T18:14:00.000-07:002015-04-11T19:19:36.199-07:00How many Docksides would it take to service the core area?During the August 14, 2013 CRD Board meeting. Jack Hull P.Eng., project director at the time, said that "the capacity of Dockside Green is 190 m^3/day. When you divide that into the capacity of the McLoughlin faculty which is 107,800 m^3/day, you get 567 is the factor and at $4M you get over 2 billion dollars” Source: https://www.youtube.com/watch?v=eczrKdTOQZc <br />
<br />
Staff and engineers are supposed to provide unbiased material to the policy makers and they should present the whole picture. This expert just said it would cost 2 billion dollars to replicate Dockside Green and service the core area. He was off by a billion.<br />
<br />
The public is welcome to arrange for a tour of Dockside any time. When you visit you can confirm the following:<br />
<br />
Yes, the capital cost for the waste water treatment plant is about $4 million. <br />
Yes the plant currently handles 190 m^3/day.<br />
For an additional cost of $150,000 they can double the capacity to 380 m^3/day.<br />
<br />
The engineer responsible for giving the CRD board expert information made a billion dollar mistake.<br />
<br />
And this example includes more mistakes but we've proven the point already.<br />
<br />Anonymoushttp://www.blogger.com/profile/09127509725130628175noreply@blogger.com0tag:blogger.com,1999:blog-8508644211997470653.post-5926343937570001042015-04-11T17:52:00.000-07:002015-04-12T19:38:05.914-07:00Cost comparison Seaterra biodigestion vs gasification<br />
<b id="docs-internal-guid-c6a69637-b0a1-152a-362e-cb0464629f9d" style="font-weight: normal;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">At last week’s meeting we crushed any further point in avoiding a discussion around advanced gasification. The savings are compelling. $330 M compared with under $100M. Possibly under $40 M and even possibly under $20 M (15 USD). Here are the project numbers:</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$ 2,200 M Seaterra project 50 yr life cycle costs</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">782 M Seaterra project capital cost (estimate)</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">330 M Seaterra project Hartland capital costs</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">300 M Seaterra staff report (rejected) cost estimate for gasification: just sewage sludge; just core area</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">332 M Tri-regional study cost estimate for gasification of all waste for three regions: Nanaimo, Cowichan, Victoria</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">100 M Local gasification experts gave conservative estimate to gasify sewage sludge.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 60 M Seaterra project costs to date</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 40 M per yr Seaterra project debt and operating costs</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 37 M Hamilton, gasification all waste, Quantity ~= Nanaimo, Cowichan, Victoria</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 19 M “Bribe” offered to Esquimalt</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 17 M Viewfield purchase</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> 16 M per yr Seaterra project operating costs</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">$ </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><20 M (15 M USD) Independent gasification expert is working on similar project, but twice our needs, </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">References: </span></div>
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<a href="http://www.cscd.gov.bc.ca/lgd/infra/library/Resources_From_Waste_IRM_Study.pdf" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">IRM study</span></a></div>
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<a href="http://cvrd.bc.ca/DocumentCenter/Home/View/8035" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Tri Regional</span></a></div>
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<a href="http://www.solidwastemag.com/environment/ontario-waste-to-energy-plant-buys-uk-technology-for-36-8-million/1003116340/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Hamilton Ontario</span></a></div>
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<a href="https://www.crd.bc.ca/docs/default-source/crd-document-library/committeedocuments/corearealiquidwastemanagementcommittee/20150204/2015-02-04calwmcpresentationorientation.pdf?sfvrsn=4" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">CALWMC 2015 Orientation Part 2</span></a></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The only numbers we don't provide links to are the cost estimates of under 100M and under 15M. See below .... failure to do any due diligence.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">That price of under $20 M (15 M USD) seems reasonable when you look at the Hamilton Ontario $37 M facility. That one will handle 170,000 tonnes of material a year. To gasify just our sewage would be about 10,000 tonnes per year (very rough because the weight varies by moisture content).</span></div>
<br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The point is the cost is a gigantic step smaller than digestion. So even if it cost $40 M or even a $100M the cost savings are incredible.</span></b><br />
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Extra numbers .... showing possible <i><b>profit</b></i><br />
$ 5 M / yr pessimistic profit as stated in 2008 integrated resource management study<br />
$ 60 M / yr optimistic profit as stated in 2008 integrated resource management study<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjncVfk7T21F76AQSu3BT_feylgRb6T-TZFHm6fDWdj8fYlCiZ58MHtVwvUSshEPsInKd2xjUybUSn77l0xEJl403lNc-Agkm0jf2N3WVW1-eRBv2agLGp28xYu3TbDJ1P-1GMoGsJy1qg/s1600/2015-04-08-RITE-Price-Biosolids.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjncVfk7T21F76AQSu3BT_feylgRb6T-TZFHm6fDWdj8fYlCiZ58MHtVwvUSshEPsInKd2xjUybUSn77l0xEJl403lNc-Agkm0jf2N3WVW1-eRBv2agLGp28xYu3TbDJ1P-1GMoGsJy1qg/s1600/2015-04-08-RITE-Price-Biosolids.gif" height="196" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Capital Costs Anaerobic Digestion at Hartland</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipWrVwjiAzpyGznET5nI4tWkArnrtS8CkqpTUm_0EwMT3lrz9Od_p_rmL8K0WantldJOiMZOam6jrK3B_oLH-NgkJZNgKfMjDX8Ka9YsuRd4hp9UCV_tNnLFoFRQjYzYlna6FGKNwmRI8/s1600/2015-04-08-RITE-Price-Gasification.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipWrVwjiAzpyGznET5nI4tWkArnrtS8CkqpTUm_0EwMT3lrz9Od_p_rmL8K0WantldJOiMZOam6jrK3B_oLH-NgkJZNgKfMjDX8Ka9YsuRd4hp9UCV_tNnLFoFRQjYzYlna6FGKNwmRI8/s1600/2015-04-08-RITE-Price-Gasification.gif" height="196" width="320" /></a></div>
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