<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-154863111664827553</id><updated>2012-01-23T11:49:40.643-05:00</updated><category term='Toronto'/><category term='Massachusetts'/><category term='Foreign Policy'/><category term='Gabrielle Giffords'/><category term='Julian Fantino'/><category term='Freedom'/><category term='The National Post'/><category term='China'/><category term='Terrorism'/><category term='Wag the Dog'/><category term='Coalition government'/><category term='Democratic Party'/><category term='Quebec'/><category term='Joseph Lieberman'/><category term='Animal Spirits'/><category term='Glenn Beck'/><category term='American Foreign 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Budget'/><category term='Speaker of the House'/><category term='Strom Thurmond'/><category term='Conspiracy Theories'/><category term='G.O.P.'/><category term='Hypocrisy'/><category term='Kristyn Wong-Tam'/><category term='Leaks'/><category term='Slate'/><category term='Rob Anders'/><category term='Foreign Aid'/><category term='Truthiness'/><category term='Democratic Reform'/><category term='Rob Ford'/><category term='Rants'/><category term='Morons'/><category term='Globe and Mail'/><category term='Justice'/><category term='Polling'/><category term='Edward Kennedy'/><category term='Gun Control'/><category term='Murder'/><category term='Border Deal'/><category term='District of Columbia'/><category term='Godwin&apos;s Law'/><category term='Political Strategy'/><category term='Federal Accountability Act'/><category term='Russia'/><category term='Barack Obama'/><category term='Liberal Platform'/><category term='Polls'/><category term='Education'/><category term='Media'/><category term='Maxime Bernier'/><category term='Evil'/><category term='House of Commons'/><category term='Election 41'/><category term='Taxes'/><category term='Energy Policy'/><category term='Defict'/><category term='Susan Delacourt'/><category term='Rocco Rossi'/><category term='Kludge'/><category term='Conceptualizing Government'/><category term='Ontario'/><category term='Green Party'/><category term='CBC'/><category term='Media Criticism'/><category term='Racism'/><category term='Airport Fees'/><category term='Derek Lee'/><category term='Liberalism'/><category term='Bill Clinton'/><category term='Margaret Wente'/><category term='Merit Pay'/><category term='Ontario Liberals'/><category term='Sharron Angle'/><category term='Stéphane Dion'/><category term='Saskatchewan'/><category term='Privateering'/><category term='Stimulus Spending'/><category term='B.C. Politics'/><category term='Gerard Kennedy'/><category term='Scott Brown'/><category term='Hate Speech'/><category term='Poverty'/><category term='Cancun'/><category term='Matthew Yglesias'/><category term='Paul Wells'/><category term='Media Hackery'/><category term='Federal Parliament'/><category term='Iran'/><category term='Political Violence'/><category term='Harry Reid'/><category term='Tim Hudak'/><category term='Conservative Party of Canada'/><category term='Liberal Party of Canada'/><category term='Sarah Palin'/><category term='John Baird'/><title type='text'>Democratic Progress</title><subtitle type='html'>Analysis of Canadian politics and international affairs.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default?start-index=101&amp;max-results=100'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>124</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-7543081791551484946</id><published>2012-01-23T11:49:00.001-05:00</published><updated>2012-01-23T11:49:40.661-05:00</updated><title type='text'>Supporters</title><content type='html'>At the Liberal Convention last weekend, the party passed a motion adding "supporters" as a class of Liberals, and allowing those Supporters to vote in their ridings for the next Liberal leader as part of our new weighted One Member One Vote system. Although there was a campaign pushing this idea (their website's gone now), I was hearing some things about the new reality that I didn't like this week at a meeting, so I thought I'd take on the topic.&lt;br /&gt; &lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt; What does it all mean? We now have two groups of people who are part of the party; Members, and Supporters (capitalization to be explained in my next post. Sorry). Supporters are supporters. They go into our database as such from now on, and what we know about them is they're going to vote for leadership. Members are members. They pay $10 a year. They vote for leadership, on who should be the candidate in their riding, on who their riding executive should be, and on who should represent them at conventions. They also can run for a nomination, stand to be on a riding executive, and go to conventions. Both groups can, and should,&amp;nbsp; donate and volunteer, as can non-Liberals.&lt;br /&gt;&lt;br /&gt;Q: Should we be signing up supporters, or just waiting for the leadership campaigns to do it?&lt;br /&gt;&lt;br /&gt; A: We should be signing up supporters. Introducing the Supporter class offers us a fantastic opportunity to bring people into the party in a way that more accurately reflects their commitment level. Every riding should have big lists of people that have volunteered, donated, or displayed signs for us in the past. Everyone on this lists should be contacted and pressed to take a membership. If they're unwilling to take a membership, they should be pressed to take on Supporter status. The carrot decided on at convention was that they'll be able to vote for leadership; so tell them that. But also tell them we just want to be able to know who our supporters are. We're reaching out because we know some people just don't feel like a membership is for them, either because they think it connotes a certain level of commitment (or kool-aid) that they're just not up for, or for professional or other reasons. That's totally fine. We're the liberal party – if that's what people want, that's fine and dandy.&lt;br /&gt;&lt;br /&gt;Q: Does this devalue membership?&lt;br /&gt;&lt;br /&gt;A: Only in the most childish way possible. Yes, if you were only holding a membership to vote for leader, your vote is now potentially the teensiest bit less significant in determining who that leader was than it was two weeks ago. But, remember that every leadership campaign in history has signed up loads of members who throw in $10, show up to vote, and then run away. Although I know that some of you were opposed to that, you never managed to do anything about it. So, your membership is devalued insofar as we presume that under the old system, X number of people would have voted for leader (X = the number of people who would have taken out memberships) and your vote was worth 1/X, and under the new system , whereas now X + Y people will vote for leader (Y = the number of people who will become Supporters who would &lt;i&gt;not&lt;/i&gt; have taken out a membership before) and your vote is now worth 1/(X+Y). If this really bothers you, then you'll find yourself discussed in the next Q&amp;amp;A.&lt;br /&gt;&lt;br /&gt;Q: Will we lose members? Will we lose money?&lt;br /&gt;&lt;br /&gt;A: Possibly, but only in the shortest of short term. I'm going to be real with you, in a way I'm not sure all of the supporters of the Supporter class were: some people are going to drop their memberships and become Supporters instead. But, who are they? They're not going to be your riding association president, or super-volunteers. Rather, they're going to be some subset of those who are members, but whom you've never, ever seen or heard from. What's important to understand about &lt;i&gt;this&lt;/i&gt; group, is that they will now, in my opinion, be far better understood by every level of the Party. We will now know what we have; someone who is supportive of the party, but is actually unwilling to become a member. What we have the &lt;i&gt;opportunity&lt;/i&gt; to then do is to try to figure out why that is, what we need to do to engage them to become members again, and get that done.&lt;br /&gt;&lt;br /&gt;But, yes, the numbers may trickle down over time, and, yes, that means we don't get $10 a year from those people. It also means, returning to the algebra I know everyone loved in the previous answer, that in the upcoming leadership race we will lose (X-Z)*10 dollars one time (Z being the number of people who &lt;i&gt;would&lt;/i&gt; have taken out a temporary (one year only) membership, but will now not do so and become a Supporter instead. It's also only fair to point out that in previous leadership contests leadership campaigns worked really hard (and probably spent some money they shouldn't've) on getting people to take out memberships, which may cost us some money that we really need in category Z. If I'm running a leadership campaign, I now have no incentive to worry about getting people to pay the $10 (at least until I win, or unless I care about the party).&lt;br /&gt;&lt;br /&gt;But, let's think not-even-long-but medium term. We get to take all of those Zs and find out who they are, that they're Supportive of the Liberal Party of Canada, and, hopefully, their phone numbers, email addresses, and, if some have their way, their top issue areas. This is really, really valuable information. We're going to be able to reach out to more (Y more) people, and get them involved. Just because they aren't members doesn't mean they won't come to our events, doesn't mean they won't donate, doesn't mean they won't volunteer, and definitely doesn't mean they won't &lt;i&gt;become members&lt;/i&gt;. But we have to convince them to do it.&lt;br /&gt;&lt;br /&gt;I think this lets us bring our outreach up a level of sophistication. We need to reach out to Supporters &lt;i&gt;differently&lt;/i&gt; than we reach out to members. Members are already part of our team; Supporters just like us. Every contact we make with them should be filtered through this lens, and it will help a lot. Both groups need to be asked to become members at the end of each year, but why would we make the same call, write the same letter, or send the same email to people who aren't sure about membership as to those who already are members? As of now, anyone whose membership lapses needs to be asked why. What happened? Why didn't you feel like you were valued? Why weren't you asked to do more? But the ask for Supporters is different. Do you want to step up and become a member? Here are the benefits of membership - here's why we think you should join us. It's different, and that's important. The same filter can be applied for volunteer asks and fundraising asks.&lt;br /&gt;&lt;br /&gt;Which brings me to my next point. I think this is a valuable "reboot" for how we deal with all Canadians. I heard that arguments that based on donor, sign, and volunteer lists we already had, we don't need this category. Well... I really don't think we were doing a great job of reaching out to these people before. Now, we can start again. First, by asking them to become Supporters. Then, by &lt;i&gt;actually reaching out&lt;/i&gt;, on a consistent and &lt;i&gt;broad&lt;/i&gt; basis. By broad, I mean we cannot just ask them to do what they did before. My understanding is I'm ripping this off from the Obama campaign, but we should start enforcing a ten finger approach to fundraising. You don't ask for money until you've contacted someone 10 times. What might this look like?&lt;br /&gt; &lt;br /&gt;1) Hey, we just wanted to thank you for being part of our last (campaign/event/fundraising drive).&lt;br /&gt;2) The Liberal party just introduced a new Supporter class. Can we put you down so you can vote in the next leadership race?&lt;br /&gt;3) Hey, we're having an (event) next month. Can you come?&lt;br /&gt;4) Here's an important policy issue. What do you think?&lt;br /&gt;5) Thanks for getting back to us about that last policy issue / sorry we didn't hear from you about that last policy issue. Here's something else we wanted to talk about with you, please let us know!&lt;br /&gt;6) Event.&lt;br /&gt;7) You know, we're really upset about this one thing the Harper government is doing. Do you feel like that really affects you?&lt;br /&gt;8) Thanks for getting back to us about that last thing! Here's what everyone in our riding who responded thought.&lt;br /&gt;9) Event&lt;br /&gt;10) You know, we could really use a donation for X.&lt;br /&gt;&lt;br /&gt;Or whatever (although I think a lot of those are really good). Probably somewhere around the 5th point should be "Would you consider becoming a member? Here's why. Our AGM is coming up, and we'd really like you to be a part of it. Also, for the election in 2014, we'd like you to be part of selecting who should represent us..."&lt;br /&gt;&lt;br /&gt;This is smart. This is &lt;i&gt;better&lt;/i&gt;. And if there's a riding association that was doing things this way, I really, really want to hear about it so I can talk to them.&lt;br /&gt;&lt;br /&gt;The same, by the way, goes for the party. I am going to be super disappointed if our new Membership Secretary Matt Certosimo doesn't dive all the way into this new world, and he'll definitely hear about it from me.&lt;br /&gt;&lt;br /&gt;We need to change how we do things. We need to make it clear why membership is worthwhile, and if it's not, we need to &lt;i&gt;make&lt;/i&gt; it worthwhile. And we need to reach out early and often to the broader universe of Canadians who are willing to consider themselves Supporters of our party. I think each riding needs a serious plan to do this, and I think the National Exec and PTAs need to come up with samples of how to do this quickly, and then cajole ridings into getting on board with those samples, or better samples that they come up with.&lt;br /&gt;&lt;br /&gt;Let's make sure that by 2014 we not only have many more Members (which I know every EDA will do), but many, many more people whom we've already reached out to and asked to join the club as Supporters.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-7543081791551484946?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/7543081791551484946/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2012/01/supporters.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/7543081791551484946'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/7543081791551484946'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2012/01/supporters.html' title='Supporters'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-6404880670985779870</id><published>2011-12-17T14:29:00.001-05:00</published><updated>2011-12-17T14:29:30.382-05:00</updated><title type='text'>Oldie But a Goodie</title><content type='html'>Reading "White House Ghosts", and a great chunk from Eisenhower:&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;Every gun that is made, every warship launched, every rocket fired signifies, in the final sense, a theft from those who hunger and are not fed, those who are cold and are not clothed. This world in arms is not spending money alone. It is spending the sweat of its laborers, the genius of its scientists, the hopes of its children. The cost of one modern heavy bomber is this: A modern brick school in more than thirty cities. It is two electric power plants, each serving a town of 60,000 population. It is two fine, fully equipped hospitals. It is some fifty miles of concrete highway. We pay for a single fighter plane with a half million bushels of wheat. We pay for a single destroyer with new homes that could have housed more than 8,000 people. This, I repeat, is the best way of life to be found on the road the world has been taking. This is not a way of life at all, in any true sense.&lt;/blockquote&gt;Prisons aren't free, either. And we should have stood up harder on the fighter jets. &lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;br /&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-6404880670985779870?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/6404880670985779870/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/12/oldie-but-goodie.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/6404880670985779870'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/6404880670985779870'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/12/oldie-but-goodie.html' title='Oldie But a Goodie'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-3595445748310559982</id><published>2011-12-16T15:51:00.001-05:00</published><updated>2011-12-16T15:51:06.793-05:00</updated><title type='text'>Kenney's Religious War</title><content type='html'>With the news that Jason Kenney is banning veiled women from taking citizenship oaths, I wanted to go on record here. Canadians have the right to religious freedom. Unless there is a demonstrable risk of harm to other people, or to another persons &lt;i&gt;actual&lt;/i&gt; rights, that religious freedom should be protected.&lt;br /&gt;&lt;br /&gt;I understand those on the left who are opposed to the niqab because they're worried about the freedom of Muslim women who may be forced to wear it. I think they need to factor in the likelihood that some cases a ban would do more harm than good, as the type of reprehensible man who would force a woman to wear a religious garment she didn't want to would be likely to try to lock her up rather than conform, but I understand it.&lt;br /&gt;&lt;br /&gt;My answer, however, is that we need something else, something better. If women are being forced to only go out in public in veils, then the answer is to reach out to them, not tear it away. If we don't have a great solution for how to do that yet (and we don't) then we have work to do. But the answer isn't to force &lt;i&gt;unless that can be proven necessary&lt;/i&gt;. And in this case, it's clearly not; my understand is that, in fact, for identification purposes for the citizenship ceremonies woman can be required to privately remove their veil.&lt;br /&gt;&lt;br /&gt;This is the Cons dog whistling to their reactionary base, and attempting to split other parties, and it's wrong.&lt;br /&gt;&lt;br /&gt;That's a totally over-aggressive title, by the way.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-3595445748310559982?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/3595445748310559982/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/12/kenneys-religious-war.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/3595445748310559982'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/3595445748310559982'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/12/kenneys-religious-war.html' title='Kenney&apos;s Religious War'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-5227851331175819824</id><published>2011-12-08T11:15:00.001-05:00</published><updated>2011-12-08T11:23:47.075-05:00</updated><title type='text'>Conmunications and Health Care</title><content type='html'>On a week when both &lt;a href="http://www.ipolitics.ca/2011/12/07/one-good-thing-about-health-reform-in-canada-were-behind-so-can-follow-manning-says/?utm_source=Paid+Morning+Brief&amp;amp;utm_campaign=ef5284339b-Morning_Brief11_23_2010"&gt;Preston Manning&lt;/a&gt; ("Manning says polarized debate has stalled concrete actions — including a “two-track” approach that would allow private insurance in a universal system. Today’s pressing debate should not be about public or private, he said, but rather about the appropriate relationship between public and private in Canada’s universal system.") and &lt;a href="http://www.theglobeandmail.com/news/politics/second-reading/silver-powers/lets-get-the-health-care-debate-out-of-the-parking-lot/article2261942/"&gt;Tim Powers&lt;/a&gt; ("I go to private service providers and while I have some insurance coverage, the money for this care is coming out of my pocket and not yours. Our mixed system allows for this and it is a reality we must not shy away from discussing") just so happen, oh so coincidentally, to go after our current healthcare system, I think we should all be very nervous about what it means.&lt;br /&gt;&lt;br /&gt;The Cons have a much, much, much tighter and top-down communications structure than we do, and I doubt this is an accident. Why didn't they both come out about this two weeks ago when all our Health Ministers were meeting?&lt;br /&gt;&lt;br /&gt;Perhaps the most ominous is this from Manning: “There has to be an issue campaign organized by non-partisan, non-political actors to get the public onto that ground, and then the political people will follow. Then it will be legitimate to discuss it.” When he says something like that, he's not just musing that something like that should happen. He's saying that he and his team are about to make it happen.&lt;br /&gt;&lt;br /&gt;Every Canadian has a right to health care. The nub of truth that I suspect the Cons are about to twist into something Canadians neither want nor need is that we have a lot of work to do in making that system better. But driving hard for a two-tier system (sounds like Manning would like us all to now say "two-track" approach is not going to solve those problems for people who can't afford private insurance. We're going to hear "facts" which will really be an attempt to get us to ignore what experts say about the system which will try to lead us to think that letting rich Canadians jump the queue is going to be good for all of us.&lt;br /&gt;&lt;br /&gt;I hope we're ready for the fight.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-5227851331175819824?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/5227851331175819824/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/12/conmunications-and-health-care.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/5227851331175819824'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/5227851331175819824'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/12/conmunications-and-health-care.html' title='Conmunications and Health Care'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-820525712639347172</id><published>2011-11-04T17:16:00.004-04:00</published><updated>2011-11-04T17:16:58.806-04:00</updated><title type='text'>"Conservatives" and Immigration</title><content type='html'>Call me old fashioned, but when &lt;a href="http://www.ipolitics.ca/2011/11/04/two-year-moratorium-imposed-on-immigrants-parents-grandparents/"&gt;five months after winning office you impose a two-year moratorium on family reunification&lt;/a&gt;, I call that:&lt;br /&gt;&lt;br /&gt;A) Lying. Although unlike with their intentions to negotiate health accords one a bilateral, instead of country-wide basis, the Cons at least waited a while to pretend they "just realized" this was necessary (testament to Jason Kenney not being completely gormless), it is entirely unbelievable that he and the rest of his boys hadn't thought about this before. So, if you're someone who believes Canada should be open to the world, and that letting families be together is part of that, you just got hosed.&lt;br /&gt;&lt;br /&gt;B) A total slap in the face to the communities Kenney has been courting for a long time. And we had better not let them forget about this.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-820525712639347172?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/820525712639347172/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/11/conservatives-and-immigration.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/820525712639347172'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/820525712639347172'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/11/conservatives-and-immigration.html' title='&quot;Conservatives&quot; and Immigration'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-4453368103867877501</id><published>2011-10-21T09:43:00.003-04:00</published><updated>2011-10-21T09:52:35.038-04:00</updated><title type='text'>Cullen's Primaries</title><content type='html'>I want to encourage you to read, but not necessarily endorse, &lt;a href="http://farnwide.blogspot.com/2011/10/nathan-cullens-limited-m.html"&gt;this article&lt;/a&gt; from Far and Wide arguing that Nathan Cullen's proposal that in non-Conservative-held ridings the Liberal, NDP, and Greens come together to collectively nominate a candidate.&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;F&amp;amp;W argues that &lt;i&gt;if&lt;/i&gt; we decide to go with Cullen's proposal, we may as well just merge, because &lt;br /&gt;&lt;br /&gt;&amp;nbsp;"The very process itself acknowledges an overriding commonality that USURPS individual tribal wants, so for the love of god just call it a merger, because the guts of the idea are just that." I think the difference between Steve and I on this are that focuses on the &lt;i&gt;after&lt;/i&gt;, in which he sees Libs, Dippers, and Greens coming together to knock on doors, pound in signs, etc, as well as the recognition in that quote; once we decide that what's most important is stopping Harper, well, there we are.&lt;br /&gt;&lt;br /&gt;I see this proposal a little differently. First, I think we need to recognize it's a much more incremental step than merger. Cullen isn't proposing it in every riding; I'd go further and say that only ridings in which the associations can agree on the idea, and a procedure:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;What's the voting system going to be (I'd strongly urge AV) &lt;/li&gt;&lt;li&gt;Who's going to count the votes?&amp;nbsp;&lt;/li&gt;&lt;li&gt;Who's going to qualify (I'd prefer an open primary)?&amp;nbsp;&lt;/li&gt;&lt;li&gt;How will the once-and-future per-vote subsidy be divided up (I'd do it based on performance in the primary, assuming only one candidate from each party is allowed in, which leads to...)&lt;/li&gt;&lt;li&gt;Will only one candidate from each party be allowed, or will it be a true primary system (so, essentially, the riding associations would, having agreed to the primary, be the enforcers of the "don't run to screw the candidate that wins the primary")&lt;/li&gt;&lt;/ul&gt;&amp;nbsp;should participate. So this needn't be forced down from on high, nor &lt;i&gt;need it be negotiated by the leadership&lt;/i&gt;, necessarily, other than to allow it. I think &lt;i&gt;this&lt;/i&gt; point is extremely important, because one of the top reasons I see for not having a merger is I think the negotiations are impossible, so we shouldn't waste our time tainting each other with each others' history. I'd recognize that in practice sitting MPs for right now would probably not be subject to this, I don't believe there's any reason they should remain immune.&lt;br /&gt;&lt;br /&gt;The reason I'm attracted to doing this riding-by-riding, and to this idea over a merger, is just that, contrary to Steve at F&amp;amp;W, I don't think this inevitably leads to a merger. I think what it inevitably leads to is itself; a system in which, from time to time, riding associations identify that what they think is best to get themselves the representation they want is to have the competition between two (or three; I would assume there will be times when one of the three declines to participate) parties three years after the last election, rather than four years (let's pretend the Prime Minister follows his own election laws this time around, shall we?). That's it. The commitment of the riding associations to each other in entering into the primary needn't be "all our people will work for the winner" (which would be impossible to do anyway). It would only be "what we think is best is to hash out our differences &lt;i&gt;now&lt;/i&gt;, rather than in four years when it might help someone we both think is worse".&lt;br /&gt;&lt;br /&gt;Steve asks whether activists on the losing side will simply walk away, or will they work side by side to elect the candidate that wins the primary, as part of his case that this will inevitably lead to merger. I, frankly, don't care. If all people are willing to do is sit home and vote, &lt;i&gt;that's still helpful&lt;/i&gt;, because the vote won't be split. If they want to pitch in, even better.&lt;br /&gt;&lt;br /&gt;An important note here is that what I think would be even better than this would be alternative vote; this is essentially a way of enforcing that, give or take, case by case, in a first past the post system. All I really see us &lt;i&gt;necessarily&lt;/i&gt; doing (not to say that Steve's scenario isn't &lt;i&gt;possibly going to be the case&lt;/i&gt;) is doing AV riding-by-riding, in somewhat of a lesser way as the potential "spoilers" are eliminated before the election.&lt;br /&gt;&lt;br /&gt;Now, again, there may be ridings that won't want to do this. The association may, for example, feel that the alternative &lt;i&gt;isn't&lt;/i&gt; better (this could play out very interestingly depending on whether the candidates are nominated before the primary negotiation takes place; for example, in Parkdale High-Park, I think the two associations could see it both ways; either "one of us is going to win, so let's not bother" or "we both have strong candidates that are broadly acceptable, so why not just hold a primary and then we can focus on other things"); a conservative-minded Liberal association might decide they really wouldn't rather an NDP representative than a Con, or a farther-left NDP association might decide they think it's their gal/guy or bust, because they don't see a difference between the Liberals and the Conservative anyway (both assertions which I personally think are insane, by the way, but &lt;i&gt;if they happened they wouldn't destroy this scheme&lt;/i&gt;). The association may feel they &lt;i&gt;must&lt;/i&gt; have the extra attention that would come from actually running in the election. The association may believe that &lt;i&gt;their&lt;/i&gt; party or candidate has broader appeal than the opposing party, or that said party "cheated" in the last primary, or whatever else, and then refuse to enter. &lt;i&gt;That's OK because that's the current status quo&lt;/i&gt;.&lt;br /&gt;&lt;br /&gt;I think an advantage this has over merger is that the parties, and their local associations, get to continue for as long as they want. We don't have to force anything down anyone's throat, and the decision to enter into this limited form of cooperation doesn't destroy anyone's beliefs or groups or parties. It's just that, this (and then each going forward) time around each association decides what they think will best serve their riding.&lt;br /&gt;&lt;br /&gt;A further advantage would be that this would, in my assessment, tend to produce more honest and accountable MPs. By retaining the NDP, Liberal, and Green associations in each riding the threat of a challenge would always be there. A candidate who went far left or far right, or who ignored the riding, or who voted with his/her party when that wasn't right, or whatever, would &lt;i&gt;always&lt;/i&gt; be under threat of either a primary challenge or a refusal to enter into a primary (a spoiler challenge) by one or both of the other riding associations.&lt;br /&gt;&lt;br /&gt;Finally, I want to say that this is a new idea for me (which I wish I'd thought of), and one I am unwilling at this time to endorse. However, so far (and I hope I'll keep hearing from some of you in the comments), this seems like it doesn't really have any downside.&lt;br /&gt;&lt;br /&gt;---&lt;br /&gt; &lt;br /&gt;Update: It occurs to me now that one thing I've missed is that this may (or may not) make it tougher to achieve a majority government, given that the voters, on election day, would no longer be able to swing all the way to one party or another (put it this way; one party would have to win at least 154 primaries to even have a chance of forming a majority). This will presumably be either a feature or a bug, and is very much, IMO, hard to predict.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-4453368103867877501?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/4453368103867877501/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/10/cullens-primaries.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/4453368103867877501'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/4453368103867877501'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/10/cullens-primaries.html' title='Cullen&apos;s Primaries'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-5675589350351515959</id><published>2011-10-19T11:44:00.000-04:00</published><updated>2011-10-19T11:44:18.425-04:00</updated><title type='text'>Liberal Party Renewal Proposal I</title><content type='html'>&lt;br /&gt;Since in my &lt;a href="http://democraticprogress.blogspot.com/2011/10/liberal-party-governance.html"&gt;last post&lt;/a&gt; I said I'd try to come up with some ideas for changes to the Liberal Party, let's get started (note that the "I" in the title is optimistic!). Here's my first (and a more contentious, based on people I've run it by) thought. I wouldn't say this rises to the level of a "proposal", because it's something I'd really like feedback on before I commit to it, but, here goes little-to-nothing.&lt;br /&gt;&lt;br /&gt;Currently, there are two major year-round figures in the Liberal Party of Canada (and, I suspect, provincial parties): a party leader and a party president. My suggestion is that we go to three; a leader, a chief executive or somesuch, and a (revitalized) party president. &lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;Since this will likely get pointed out by someone in comments anyway,  I'll admit that this is probably somewhat inspired by how things work in  the States, where the party Chairman has a significant role, and &lt;em&gt;something&lt;/em&gt; of a political one (though not supplanting the various elected or  nominated leaders). The US Democratic executives I can list off the top  of my head would the President or Presidential nominee, party Chairman,  Speaker of the House or Minority Leader, Senate Majority or Minority  leader, and then the Chairs of the DSCC and DCCC (Democratic Senate  &amp;amp; Congressional Campaign Committees, respectively) and Democratic  Governors Association (probably the least "executive-y" of the bunch).&lt;br /&gt;&lt;br /&gt;The leader's position in my triadic proposal is the easiest to understand; very little would change, except insofar as the leader would now have two more empowered executives to deal with, which I think might tilt things somewhat more towards the leader's responsibilities focusing on being leader in the house and publicly representing the party, and less towards "making absolutely every and all decision in the leader's office", which I'm concerned is what we've seen lately, and hasn't worked out real well.&lt;br /&gt;&lt;br /&gt;Next, I'd have us select a chief executive, perhaps a chief executive with a team (in that we'd develop other positions that need to be filled and elected, which would be coordinated and supervised by that executive). The chief executive would be in charge of running the nuts and bolts of the party, much like the party president is today. I'd be very open to improving and expanding the mandate of the party president in this transfer, and would love to hear some suggestions. But, essentially, the chief executive would be behind the scenes, working hard, trying improve &lt;i&gt;how things work&lt;/i&gt;. I would like to see a C.E.L.P. empowered to and interested in taking a real hand in helping the electoral associations push forward, and, if you ask me, in pushing them to push forward harder. I think having someone known for &lt;em&gt;that&lt;/em&gt;, rather than primarily fundraising (Rossi) or internal reform (the direction we &lt;strike&gt;seem to be&lt;/strike&gt; should be headed this time 'round) would be preferable.&lt;br /&gt;&lt;br /&gt;Finally, I'm creating a new position (with an old name); I'd like to see a Party President with an entirely new mandate:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Ombudsing (not a word) for party members&lt;/li&gt;&lt;li&gt;Representing the multiplicity and complexity of views of the party members to the Leader's Office&lt;/li&gt;&lt;li&gt;Representing the party, as opposed to the Parliamentary caucus, to the media&lt;/li&gt;&lt;/ol&gt;The idea behind this is that we would have someone who's job was to be &lt;i&gt;our&lt;/i&gt; leader; not the leader of the "party", not the leader of the caucus, but the leader of all the members. This should, ideally, be someone who's willing to take on the role of &lt;i&gt;real&lt;/i&gt; representative; presenting ideas and values that he or she may not necessarily share, but which are nevertheless part of the multiplicity of beliefs of the membership (and, obviously, in some or many cases, presenting several possibilities, which I actually think would be the very essence of liberalism; recognizing that things are complex). I also think It might be desirable to have the PP elected by the opposite of whichever method we're going with for selecting the leader; if the leader is selected by OMOV, then the PP might be selected by a vote of the ridings.&lt;br /&gt;&lt;br /&gt;Obviously, moving to triadic leadership could potentially have its problems. The most obvious of these is that the newly conceived President could find her- or his- self contradicting the Leader (or both indicating that there is support and opposition for a position within the party).&amp;nbsp; However, I would kick this back to a theme of mine; we need to valorize dissent. Maybe this would even be a plus; rather than running to whiny "anonymous Liberals", media would have someone charged with explaining that our party is &lt;i&gt;complex&lt;/i&gt; and made up of &lt;i&gt;different voices&lt;/i&gt;, unlike the kindergarten-ish faux-consensus of the other two parties.&lt;br /&gt;&lt;br /&gt;Please let me know what you think!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-5675589350351515959?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/5675589350351515959/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/10/liberal-party-renewal-proposal-i.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/5675589350351515959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/5675589350351515959'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/10/liberal-party-renewal-proposal-i.html' title='Liberal Party Renewal Proposal I'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-1396901718062384219</id><published>2011-10-17T12:17:00.003-04:00</published><updated>2011-10-17T12:17:57.051-04:00</updated><title type='text'>Liberal Party Governance</title><content type='html'>The Liberal Party of Canada has a convention in January. I'm hearing lots of chatter about "who's running for President" and at least a little bit about who's running for other positions. What I hadn't been hearing was about what kind of changes will be attempted &lt;i&gt;of the party itself&lt;/i&gt;, as opposed to the (important but) usual policy resolutions. I think it is crucial that we start making changes &lt;i&gt;now&lt;/i&gt; to how the party is internally structured and operated.&lt;br /&gt;&lt;br /&gt;So I finally (I wasn't getting the emails) managed to figure out where the "resolutions" that will be brought forward for the convention. And &lt;a href="http://convention.liberal.ca/category/lpc-governance/"&gt;here&lt;/a&gt; is what we have on governance. So you don't have to click through:&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;1) Resolution 109, "Maintaining a Current Membership List", which proposes, among other tweaks, three year memberships.&lt;br /&gt;2) Resolution 9, "Policy on Running Candidates", which proposes that the party "require a clear policy" on the leader's power to replace candidates, including financial compensation for the riding associations affected.&lt;br /&gt;3) Resolution 18, "Democratic Renewal", which calls for a renewal commission composed of two representatives, elected by the members, from each province and territory.&lt;br /&gt;4) Resolution 999, "Crickets", which calls for me to be very, very concerned that the above three resolutions are the &lt;i&gt;only ones &lt;/i&gt;in this &lt;i&gt;extremely&lt;/i&gt; important area.&lt;br /&gt;&lt;br /&gt;First, a call for information. Although I'm also looking into this on my own, if anyone knows whether there are more resolutions coming, or the possibility of more resolutions, or even anything about resolutions that didn't make it to convention, I'd love to hear about in the comments or at democraticprogress á gmail.com.&lt;br /&gt;&lt;br /&gt;Second, in keeping with resolution 999, I am very, very concerned that those are the only three resolutions. We need to change, grow, and do better. It needs to come from below. So, if these are actually to be it, then we &lt;i&gt;must&lt;/i&gt; work to try to get some new ideas on the table for the next opportunity.&lt;br /&gt;&lt;br /&gt;I have some ideas which I'm going to try to find time to lay out on things we could be doing, so stay tuned to this space, or another space if I find one.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-1396901718062384219?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/1396901718062384219/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/10/liberal-party-governance.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/1396901718062384219'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/1396901718062384219'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/10/liberal-party-governance.html' title='Liberal Party Governance'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-2400185245671191691</id><published>2011-09-07T23:42:00.001-04:00</published><updated>2011-09-07T23:42:21.631-04:00</updated><title type='text'>Hudak Totally Recovers From His "Foreign Workers" Gaffe</title><content type='html'>I couldn't &lt;i&gt;not&lt;/i&gt; blog &lt;a href="http://www.theglobeandmail.com/news/politics/ontario-election/on-the-hustings/with-family-front-and-centre-hudak-dodges-foreign-worker-questions/article2156507/"&gt;this&lt;/a&gt;: &lt;br /&gt;&lt;blockquote&gt;Question: Why do you keep calling immigrants &lt;b&gt;foreign workers&lt;/b&gt;?&lt;br /&gt;&lt;br /&gt;Answer: Oh, I’m not. Dalton McGuinty’s plan, and Greg Sorbrara was on the radio about it yesterday, is to bring more people to Ontario. Now listen, Ontario is a welcoming province. I’m proud to stand before you today to say I’m the Roman Catholic grandson of Slovakian immigrants who came to who came to Ontario not speaking a word of the language who climbed their way up the ladder. What they wanted a fair shake not special treatment. But Dalton McGuinty is playing favourites with his affirmative action program for &lt;b&gt;foreign workers&lt;/b&gt;. I know some people agree with it, but I reject it and I think the vast majority of Ontarians reject the affirmative action idea by Dalton McGuinty to pay companies $10000 to hire &lt;b&gt;foreign workers&lt;/b&gt;.&lt;/blockquote&gt;When you've got it, you've got it. Go get 'em, Timmy!&amp;nbsp; Show those ferners who's boss!&amp;nbsp; (&lt;a href="http://impolitical.blogspot.com/2011/09/challenging-politics-of-division-part.html"&gt;h/t&lt;/a&gt;)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-2400185245671191691?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/2400185245671191691/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/09/hudak-totally-recovers-from-his-foreign.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/2400185245671191691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/2400185245671191691'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/09/hudak-totally-recovers-from-his-foreign.html' title='Hudak Totally Recovers From His &quot;Foreign Workers&quot; Gaffe'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-3180097638332498096</id><published>2011-08-22T09:42:00.001-04:00</published><updated>2011-08-22T09:42:14.698-04:00</updated><title type='text'>Layton</title><content type='html'>Terrible, terrible, terrible. Jack dedicated his life to public service, not for power, but to try to push things in a direction he believed in, and that's a beautiful legacy.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-3180097638332498096?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/3180097638332498096/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/layton.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/3180097638332498096'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/3180097638332498096'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/layton.html' title='Layton'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-2556215664610710964</id><published>2011-08-19T11:53:00.003-04:00</published><updated>2011-08-19T11:53:56.198-04:00</updated><title type='text'>Maybe I'm Not Reading The Right Stuff...</title><content type='html'>... But, is anyone making the argument that it's a terrible idea to fire a bunch of public servants right now because &lt;i&gt;those public servants will be out of a job&lt;/i&gt;?&lt;br /&gt;&lt;br /&gt;The job market here isn't like in the States, but it's rough. People employed by the government (like Environment Canada scientists) not only provide a public service, they pay taxes on their income. Then they use that income and go buy things, on which they pay taxes. And the people they buy the things from pay taxes on the profits they make.&lt;br /&gt;&lt;br /&gt;So why, with these terrible waters lapping at our shore, but in which Stephen Harper is standing barefoot no matter how cold it is to hold back the waters and save us all (or whatever the campaign &lt;strike&gt;YouTube clip&lt;/strike&gt; speech he kept &lt;strike&gt;replaying&lt;/strike&gt; giving was), would we think that &lt;i&gt;now&lt;/i&gt; is the time to fire people?&lt;br /&gt;&lt;br /&gt;Without even commenting on the wisdom of panicking over what ratings agencies say about our loanworthiness, no one's saying Canada's in trouble over it's deficit. I'm very concerned we're in structural problem created by Harper's irresponsibility, but that doesn't mean now is the time to deal with it. It's anti-Keynesian, which, with what's going on in the world economy, is insane.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-2556215664610710964?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/2556215664610710964/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/maybe-im-not-reading-right-stuff.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/2556215664610710964'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/2556215664610710964'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/maybe-im-not-reading-right-stuff.html' title='Maybe I&apos;m Not Reading The Right Stuff...'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-752446187970160432</id><published>2011-08-18T14:18:00.002-04:00</published><updated>2011-08-18T14:18:22.179-04:00</updated><title type='text'>Ask Your Mom or Ask Your Dad</title><content type='html'>A quick hit on Ontario PC leader Tim Hudak on pot, with the &lt;a href="http://www.thestar.com/news/canada/politics/article/1041179--i-lived-a-pretty-normal-life-hudak-admits-to-smoking-pot-in-university?bn=1"&gt;news that he's "gotten high"&lt;/a&gt;, presumably on some pretty "fly doobies" in his distant past (he's only 44, but displays an incoherence well beyond his years).&lt;br /&gt;&lt;br /&gt;Hudak goes on to say he's opposed to decriminalization because “I think we still need to set a very clear direction that drug use is wrong and these criminal activities need to be taken very seriously”.&lt;br /&gt;&lt;br /&gt;Here's the three aspects that make no sense.&lt;br /&gt;&lt;br /&gt;First, Hudak is saying something that he did, and which he feels is part of a "pretty normal life", is wrong.&amp;nbsp; Don't we need &lt;i&gt;something&lt;/i&gt; by way of explanation? "I was young and stupid" or something? Doing something wrong is a big deal. You don't get to just brush it away, especially when you're being asked a question regarding &lt;i&gt;sending other people to jail for something you did&lt;/i&gt;. For most of us (but not people who support "conservative" parties) imprisoning our fellow citizens is a huge deal, and is at the heart of the decriminalization push from those who, like me, don't do dope (and some who do, obviously).&lt;br /&gt;&lt;br /&gt;Second, isn't this a federal matter?&lt;br /&gt;&lt;br /&gt;Third, Hudak has some very common, but really serious logical issues. Let's break them down, first with:&lt;br /&gt;&lt;br /&gt;1) I feel drug use is wrong&lt;br /&gt;2) ...&lt;br /&gt;3) Therefore, drug use should be criminal&lt;br /&gt;&lt;br /&gt;Listen, Timmy; there are &lt;i&gt;lots &lt;/i&gt;of things that I think are wrong that should not be criminalized. There are probably even things &lt;i&gt;you&lt;/i&gt; think are wrong that should be criminalized. What he's quoted as saying* isn't nearly enough to make his cake. Then, let's look at his logic in the second half of the sentence.&lt;br /&gt;&lt;br /&gt;1) Drug use is a crime&lt;br /&gt;2) Crimes need to be taken seriously.&lt;br /&gt;&lt;br /&gt;Here's the problem. The question he's being asked about is decriminalization*. Right now, marijuana possession, even in small amounts, is illegal. I agree that things that are illegal need to be taken seriously. So does Hudak, apparently. But &lt;i&gt;in the context of a question about making something not-a-crime&lt;/i&gt;, it's ridiculous to &lt;i&gt;argue&lt;/i&gt; that "crimes need to be taken seriously", for one simple reason; if we decriminalized marijuana, then marijuana possession &lt;i&gt;would no longer be a crime&lt;/i&gt;, and there would be no need to take it seriously.&lt;br /&gt;&lt;br /&gt;If you've read this far, I'm personally a big believer in decriminalization of marijuana use because I think the harm has been poorly demonstrated (it really looks like it's safer for you than cigarettes, and much, much safer for everyone around you than alcohol), and I think there's a huge revenue stream there to be snatched up by us, the people, through our government.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;*I want to note that both the points I've asterisked &lt;i&gt;could&lt;/i&gt; be inaccurate. I say "as quoted as saying" because it's possibly he explained further, but this was how the Star reported it, and the Star article says he was being asked about decriminalization when he &lt;i&gt;may&lt;/i&gt; have actually been asked or interpreted the question as being about &lt;i&gt;non-enforcement&lt;/i&gt;, which is obviously different.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-752446187970160432?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/752446187970160432/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/ask-your-mom-or-ask-your-dad.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/752446187970160432'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/752446187970160432'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/ask-your-mom-or-ask-your-dad.html' title='Ask Your Mom or Ask Your Dad'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-3384518947361955050</id><published>2011-08-17T13:27:00.002-04:00</published><updated>2011-08-17T13:27:57.555-04:00</updated><title type='text'>Tea Time Followup</title><content type='html'>Helpfully, Brampton-Springdale PC candidate Pam Hundal (part of the protest in my &lt;a href="http://democraticprogress.blogspot.com/2011/08/tea-party-alive-and-well-in-905.html"&gt;previous post&lt;/a&gt;) has now tweeted that the billion dollars the Ontario Liberals invested into Brampton healthcare services was wasted, not invested. Welcome to Tea Party North, where there's no such thing as "investing" in the future, no such thing as "trying things"; there is only attacking any and every attempt to bring Ontarians together to try to make things better for each other.&lt;br /&gt;&lt;br /&gt;Fantastic.&lt;br /&gt;&lt;br /&gt;Once again, this is evidence of the bigger fight we need to have (and which the Ontario NDP is not helping with, by the way). It should be &lt;i&gt;unacceptable&lt;/i&gt; to try to argue that we shouldn't come together and invest in a better future. It's the &lt;i&gt;only&lt;/i&gt; way forward. Step behind the veil of ignorance, then look around the world, and decide whether you'd rather live in a "puny government" state or one in which the public takes a role in protecting itself. If you said "no government" you're rolling the dice with your entire future.&lt;br /&gt;&lt;br /&gt;We &lt;i&gt;can&lt;/i&gt; make things better, but the current "conservative" movement doesn't believe that, and is willing to do whatever it takes to stop us from doing our damndest to try.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/154863111664827553-3384518947361955050?l=democraticprogress.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://democraticprogress.blogspot.com/feeds/3384518947361955050/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/tea-time-followup.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/3384518947361955050'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/154863111664827553/posts/default/3384518947361955050'/><link rel='alternate' type='text/html' href='http://democraticprogress.blogspot.com/2011/08/tea-time-followup.html' title='Tea Time Followup'/><author><name>Jesse</name><uri>http://www.blogger.com/profile/06441711770772926643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://4.bp.blogspot.com/_7Oj5GE_ycYY/TQuvzbhhznI/AAAAAAAAADY/6IG925Htcx8/S220/800px-Peace_Tower_at_night.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-154863111664827553.post-1471604288803303387</id><published>2011-08-17T09:45:00.003-04:00</published><updated>2011-08-17T10:22:06.728-04:00</updated><title type='text'>Tea Party Alive and Well in the 905</title><content type='html'>Well, this is extremely disturbing:&lt;br /&gt;&lt;br /&gt;First, Ontario Provincial PCs (note that I'm &lt;i&gt;this&lt;/i&gt; close to starting to refuse to call them "Progressive", at least until they bring back a live one like John Tory) disrupt a speech given by former Premier Bill Davis to celebrate achievements in health care in his home town (Brampton).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="" height="185" 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
