 API means that posts can only be published to Instagram via the mobile device they were created on. For social media marketers, this is a tedious process which leads to a fragmented workflow and a drain on productivity. The ContentCal mobile app was created to knit together the process of planning and scheduling content in the web app, with publishing to Instagram.
Using the ContentCal web app, you are able to plan and schedule Instagram content in your calendar the same as you would for any other social channel. You will then receive a push notification on your phone when it is time to publish your Instagram post. All you need to do to post is select the post from the feed in your ContentCal mobile app, this will then load the image in Instagram for you to apply filters or edit as normal, then simply paste the pre-written caption, which has been saved to your phone’s clipboard, and publish.
What are the benefits of using ContentCal over posting directly to Instagram?
If you’re a frequent Instagram poster, the ContentCal app allows for easy access when it’s time to publish. All imagery and captions are saved within your ContentCal account – all in one place and ready to go. This saves you valuable time and effort retrieving images and captions from different locations around your phone and assembling them into posts. What’s more, ContentCal’s push notifications mean you don’t need to worry about setting your own reminders. It’s all taken care of.
Why is it that some providers can fully schedule Instagram posts?
There are providers out there that are able to publish direct to Instagram, but we would strongly advise against using third party apps that offer this service due to the inherent security risk it imposes.
When you schedule content through third party apps such as this, you also hand over your username and password to the provider. This allows them to then login to your account on their own devices and post on your behalf. By using an API, your account details are protected, as you personally login to your social account, which in turn authorises ContentCal to perform certain actions. Each channel’s API is different. In the case of Facebook, Twitter and LinkedIn, authorised actions include posting on your behalf. However, this is not currently the case for Instagram’s API.
We are so excited to launch the ContentCal mobile app and make Instagram scheduling available to our users – which is why, for a limited time only, we are adding an Instagram planning channel to all current user accounts completely free of charge. If you don’t already have a ContentCal account, create a free account today to take advantage of this limited offer.
Check out our support article for a step-by-step guide to scheduling and posting Instagram content with ContentCal.When we keep animals in captivity, recreating the environmental conditions of their indigenous habitats is vital for their survival and good health. This includes maintaining appropriate levels of temperature, humidity and light appropriate to the species, wherever they may have come from. In the natural world nearly all animals like to bask - some in full sun - and some in the filtered light of trees, vegetation or rocky outcrops.
In most enclosures, warmth is a key component of basking zones, and a combination of UV, bright white light and shortwave infrared heat will provide an ideal basking zone. Animals will thermo-regulate, moving away from the basking zone to be cooler, and into it to be warmer.
The sun warms the earth with short wavelength infrared. The longer wavelengths are filtered out by the earth’s atmosphere. It is the highly effective shortwave infrared heaters from SunSwitch BaskZone® together with our range of controls that will provide an ideal heat source for basking zones.
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Will Low Rates Break Your Bank?
Since 2017, the true property growth has been whole in France: by no means had there been so many transactions – almost 1 million per 12 months on common within the final three years – and costs are reaching data in main cities. Actual property brokers are thrilled … not like the authorities liable for controlling monetary dangers. Certainly, to achieve such a stage of exercise, it was mandatory that the banks of the hexagon massively grant credit to the French, who nonetheless usually are not identified to roll on gold. Their property debt is now rising at a fee thrice better than revenue and has reached 1.070 billion euros. This discrepancy calls upon establishments reputed to be very severe, similar to the Bank of France the place the High Financial Stability Board, who overtly nervous in regards to the dangers of runaway property on the well being of French banks.
It have to be stated that BNP Paribas, Crédit Agricole, Banques Populaires, Caisses d'Epargne and different Societe Generale have pushed the plug a bit far to lend to households that might not usually have been in a position to take out credit score for s 'purchase a home or condominium. First, they sharply lowered mortgage charges, which now stand at simply 1.31%. Then, they prolonged the period of the loans as a way to decrease the month-to-month funds paid by households: “The share of the longest loans, that’s to say 25 years and extra, is now over 40% when it was solely 15% in 2014”, factors out the economist of research firm Xerfi Alexandre Mirlicourtois. Lastly, banks have granted loans with little or no capital supplied by households: “Borrower private contribution charges have fallen to ranges by no means seen previously”, stories the Credit score Housing Observatory / CSA in its newest publication.
Including shopper credit score, French family debt now represents virtually a 12 months of revenue. “Among the many major nations of the euro zone, it’s now in France that the debt ratio of inhabitants is the best, forward of Spain, forward of Germany, forward of Italy”, notes Alexandre Mirlicourtois. However banking practices have additionally had an influence on over-indebtedness: “since 2010, the load of actual property debt in family over-indebtedness has been rising from just below 20% of total debt to over 35% at the moment“provides the economist. In brief,”the present dynamic is just not sustainable in the long run “, assumes Jean Boissinot, advisor to the Governor of the Banque de France. Particularly because the state will be unable, as in 2008, to assist the banks within the occasion of “macroeconomic or monetary shock“as a result of it’s itself in debt at round 100% of its GDP.”Fiscal coverage seems much less in a position to cushion the recessionary results of company or family deleveraging “, sums up the Banque de France soberly.
However there’s worse: by fiercely competing on mortgage charges to draw prospects, banks are lowering sharply “their future profitability “, worries the Banque de France. In different phrases, actual property loans, which in France are granted virtually fully at mounted and really low charges, won’t deliver something to the banks within the coming years! Worse, they may trigger them to lose cash if rates of interest on the European Central Financial institution (ECB) had been to rise, on which banks' refinancing charges and the charges paid to savers rely.
On the Banque de France, we’re embarrassed in regards to the twists on this danger. “We wish to make the French banking system resilient within the occasion of an increase in charges“preaches Jean Boissinot. His nightmare: that issues of”monetary stability“French banks”do turn into an impediment“to a attainable resolution by the ECB to boost its charges if the financial context so requires. In brief, let the banks seize European financial coverage and impose the established order low charges.
\section{Introduction}
A Borel probability $\mu$ is $f$-invariant if $\mu(f^{-1}(B)) = \mu(B)$ for every Borel subset $B \subset M$. Invariant 
probabilities provide quantitative information about the spatial distribution of orbits of $f$ and are crucial in the study 
of statistical properties of the dynamics. See \cite{manhe} and \cite[Chapter 4]{katok.hasselblat}.

Absolutely continuous invariant measures (\textbf{acim}) are of interest because they are generated by sets of positive Lebesgue measure, 
that is, \emph{they are experimentally observable}.

This paper is concerned with \emph{induction}, a useful notion aimed at the study of ergodic properties of dynamical systems. Namely, 
suppose that every point in a non-empty subset $B \subset M$ returns infinitely many often to $B$. This is the case, for example, 
of a set $B$ with $\mu(B) > 0$, by Poincar\'e's recurrence theorem. See \cite{manhe}. Then it is natural to consider the 
\emph{induced dynamical system}  $f^R : B \to B$ defined as a \emph{first return map} $f^R(x) = f^{R(x)}(x)$, 
where $R(x) = \min\{n > 0: f^n(x) \in B\}$ is the \emph{first return times} from $x \in B$ to $B$. 

First return maps were originally introduced by Poinca\-r\'e to study nearby orbits of limit cycles. It was later, in the work of Kakutani \cite{kakutani.1943}, 
that they revealed their usefulness in the study of erg