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better than I expected. It’s more
extensive than the Trust web application.
It requires at least one
profile per student, and you
have to have a principle web
application profile.
If you really want to
see a set of the workings
of the Trust we have a
related presentation on
Information Sharing and the
evidence of practice in Lifeworld Learning.
It’s based on evidence from our
own studies of Lifeworld
Learning pedagogic principles
and technologies.
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We’re reviewing each submission individually so please be patient if we have not responded to your comment or question.We only review comments that are relevant to the post, not simply to the blog itself. We remove spam, profanity, advertising, comments with links or anything that may be irrelevant.A comparison of the direct costs and outcomes of the macula-on and macula-off groups over 3 years after implantation.
To compare the costs and outcomes between the macula-on and macula-off groups. A retrospective database review was performed of the implantation outcomes of 2363 eyes over 3 years. For each patient, the direct costs were calculated from the day of implantation to the endpoint of the study, which was defined by the time of the last examination, following a change in treatment strategy or repeat surgery. Differences in the estimated total direct costs were tested with chi-squared analysis. The estimated cumulative probability of a repeat intervention or reoperation was higher in the macula-on group than in the macula-off group (P = 0.002). The probabilities of a second intervention or reoperation were 0.40, 0.48, 0.67, and 0.78 for the macula-on, macula-off, macula-off + cataract, and phakic groups, respectively. Estimates of the 3-year incremental cost-effectiveness ratios (ICERs) for a repeat intervention or reoperation were $35,467/point, for a second intervention or reoperation $38,304/point, and for total implantation costs $36,873/point. The higher rate of the need for repeat interventions or reoperations in the macula-on group may be related to the greater number of patients who had a macular hole than in the macula-off group, and to the greater number of second interventions or reoperations. Additionally, there was a relatively greater number of second interventions or reoperations in the macula-on group. The higher rates of the need for repeat interventions or reoperations and the greater total direct costs

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Venezuela

Category: Communications in Venezuela
Category: Music of Venezuela
Category: Music-related listsThe ELDORADO trip this weekend is for PUPs of any military service. A post from WUFT South Florida. Click here to register:

More than 150 dogs were killed in U.S. military laboratories or in shelters after they were deemed too dangerous to live. For more than 20 years, the federal government had taken the majority of the dogs from their pet-loving owners.

Zieglman started GrowingPups.org to help current and future pet owners know what happens to the pets when the military can’t care for them. Now she works as an instructor on a contractor-run pet adoption program at Maxwell Air Force Base in Alabama.

GrowingPups.org began in 2002, and it’s amazing to see how much Gizmo has grown into the dog of today. His favorite place to live is still Grandma’s home, and you can visit him there or on his mobile home page.Q:

How does Banach-Tarski partition sets into 4 parts

I would like to understand better the workings of the Banach-Tarski result: Given a collection of $n$ sets, there is a partition of the elements into $2^{n-1}$ sets that each contain only one element. I would be grateful for pointers to references.

A:

First of all, the elements of the set don’t have to be in general position, and they don’t have to be discrete. But a counterexample to your question is the following, that’s not possible: let $n \ge 3$.
Consider a set $S = \{a_1, a_2, \dots, a_n\}$, with each $a_i$ being replaced by its two-fold cartesian product with itself, say,
$$
a_i \to (a_i, a_i) =: a’_i
$$
and call the new set $S’$. Let $n$ elements $x_1, x_2, \dots, x_n \in S’$ be chosen independently at random. (There is a way to do this if you don’t require $S$ to be finite or