-
Policy
Policy
Exclusive interviews with leading policymakers that convey the true policy message that impacts markets.
LATEST FROM POLICY: -
EM Policy
EM Policy
Exclusive interviews with leading policymakers that convey the true policy message that impacts markets.
LATEST FROM EM POLICY: -
G10 Markets
G10 Markets
Real-time insight on key fixed income and fx markets.
Launch MNI PodcastsFixed IncomeFI Markets AnalysisCentral Bank PreviewsFI PiFixed Income Technical AnalysisUS$ Credit Supply PipelineGilt Week AheadGlobal IssuanceEurozoneUKUSDeep DiveGlobal Issuance CalendarsEZ/UK Bond Auction CalendarEZ/UK T-bill Auction CalendarUS Treasury Auction CalendarPolitical RiskMNI Political Risk AnalysisMNI Political Risk - US Daily BriefMNI Political Risk - The week AheadElection Previews -
Emerging Markets
Emerging Markets
Real-time insight of emerging markets in CEMEA, Asia and LatAm region
-
Commodities
Commodities
Real-time insight of oil & gas markets
-
Credit
Credit
Real time insight of credit markets
-
Data
-
Global Macro
Global Macro
Actionable insight on monetary policy, balance sheet and inflation with focus on global issuance. Analysis on key political risk impacting the global markets.
Global MacroDM Central Bank PreviewsDM Central Bank ReviewsEM Central Bank PreviewsEM Central Bank ReviewsBalance Sheet AnalysisData AnalysisEurozone DataUK DataUS DataAPAC DataInflation InsightEmployment InsightGlobal IssuanceEurozoneUKUSDeep DiveGlobal Issuance Calendars EZ/UK Bond Auction Calendar EZ/UK T-bill Auction Calendar US Treasury Auction Calendar Chart Packs -
About Us
To read the full story
Sign up now for free trial access to this content.
Please enter your details below.
Why MNI
MNI is the leading provider
of intelligence and analysis on the Global Fixed Income, Foreign Exchange and Energy markets. We use an innovative combination of real-time analysis, deep fundamental research and journalism to provide unique and actionable insights for traders and investors. Our "All signal, no noise" approach drives an intelligence service that is succinct and timely, which is highly regarded by our time constrained client base.Our Head Office is in London with offices in Chicago, Washington and Beijing, as well as an on the ground presence in other major financial centres across the world.
Real-time Actionable Insight
Get the latest on Central Bank Policy and FX & FI Markets to help inform both your strategic and tactical decision-making.
Free AccessMNI BRIEF: Canada Mortgage Growth Is Slowest Since 2011 In May
Canadians added to their mortgage debts at the slowest pace in more than a decade in May, before the central bank added another two rate hikes to its tightening campaign that a third of people say has become a mistake.
Statistics Canada said Thursday mortgage debts increased 0.2% to CAD2.12 trillion, with the annualized pace of 2% the slowest since December 2011. While home sales rose a fourth straight time that month after the Bank of Canada signaled a pause to hiking early this year, prices were down about 10% from their peak set in February 2022. Mortgage lending growth has slowed from about 10% early last year.
The Bank of Canada unexpectedly returned to hiking in June and moved another quarter point earlier this month, with the 10th hike of the campaign bringing the highest overnight borrowing cost since 2001 at 5%. Governor Tiff Macklem told reporters that with monetary policy working more slowly than expected to curb overheated demand, even higher rates may be needed.
Some 36% of Canadians see the Bank's latest rate increase as "the wrong decision" according to a separate Angus Reid poll published Thursday, up 13 points from last September. Another 32% said the Bank should keep the rate on hold and 11% would raise rates further to curb inflation. (See: MNI INTERVIEW: FOMO Trumps BOC In Housing Market- Royal LePage)
Another report Thursday showed further strength in housing during the Bank’s rate pause, with the Teranet-National Bank housing price index up the most since 2006 in June with a 2.2% increase. The index had fallen almost 9% since April of last year.
Mortgage Loans, year-over-year percentage growth![](data:image/png;base64,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)
Source: Statistics Canada
To read the full story
Sign up now for free trial access to this content.
Please enter your details below.
Why MNI
MNI is the leading provider
of intelligence and analysis on the Global Fixed Income, Foreign Exchange and Energy markets. We use an innovative combination of real-time analysis, deep fundamental research and journalism to provide unique and actionable insights for traders and investors. Our "All signal, no noise" approach drives an intelligence service that is succinct and timely, which is highly regarded by our time constrained client base.Our Head Office is in London with offices in Chicago, Washington and Beijing, as well as an on the ground presence in other major financial centres across the world.