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Yet most previous studies paid little attention to this critical distinction, and they often combined preand post-tax data. A second lesson is to be aware that there are complicated interconnections across the different variables of interest-growth, inequality, and redistribution-implying the need for a joint empirical analysis. A third lesson is to be open-minded as to what the empirical analysis may show: the theory has multiple possible channels in play. This is especially true for the different proxies of redistribution and their effects on growth (with positive or negative effects both being ex ante plausible). The analysis of the duration of growth spells, in particular, requires looking back far enough to observe the beginning of the spell and thus to consider the inclusion of some data from earlier and possibly less-comparable surveys in developing countries. Against this background, we turn in the next section to discuss the data we use and some stylized facts. This has made it hard for researchers to distinguish between the effects of inequality and those of redistribution. There are numerous problems with the quality and coverage of the surveys, 12 particularly for developing countries and in the more distant past. But perhaps the most salient issue is that while there are many household surveys of distribution, they are generally not comparable. For example, some measure income per capita and some per household; some try to measure disposable income, others total spending. Solt (2009) represents the best effort so far to address these problems, combining information from available surveys to infer comparable series of the Gini coefficient for net and market inequality for as many countries and as many years as possible. Redistribution is defined as the difference between the market and net inequality series. The resulting series are statistically uncertain, and judgment is needed on which observations meet some minimum information threshold. The table shows that the correlations are in the range of about one-half to three-quarters. We find it reassuring both that our measure is highly correlated with many common-sense direct measures of transfers, and that it may also contain unique information (since the correlation is well below 100 percent). This is consistent with the observation that many presumptively redistributive transfers may not be so in particular cases. It also may reflect the fact that net inequality in Solt (2009) does not generally capture the effects of in-kind provision of goods and services by the government or of indirect taxes, because these are not usually captured in the underlying household surveys. First, from the top 5 Solt divides the surveys into 21 types and uses the entire dataset to infer how to map each of these 21 survey types into standard measures of net and market inequality. He defines net inequality as that associated with income after direct taxes and subsidies, and market inequality as pre-tax and pre-subsidy income. Solt (2009) follows the broader literature in interpolating for some observations that fall between but close to actual survey years. Lustig, Pessino, and Scott (2013) present a more complete picture for a few countries in Latin America, but this does not constitute a broad enough sample for our purposes. We investigate and present below the sensitivity of our results to two different samples, a more expansive one that uses all the available data and a more restrictive one as in Solt (2009). Figure 3 compares net inequality on the vertical axis with market inequality on the horizontal axis (each point represents one country in the latest year for which data are available). A country far below this line would have much lower net than market inequality (a large transfer). And on average, the distance from the line grows with the amount of market inequality, showing that relatively unequal countries do tend to redistribute more. Indeed, in this group, countries with relatively high market inequality have only slightly above-average net inequality (the points in the panel are clustered roughly along a horizontal line). This paper uses the Gini because it is much more widely available, but the Gini is relatively insensitive to movements at the tail of the distribution, partly because the richest households tend to be underrepresented in the household surveys used to measure it (Alvaredo, 2011). Note: the Gini coef f icient is a measure of inequality that varies between 0 (complete equality) to 100 (all income goes to one individual). Box and whisker plots represent the inter-quartile range f irst and third quartile values, with the middle line inside the box representing the median. Note: Latest available year of market and net inequality; the line represents the 45 degree line. One way to put it is that relatively unequal countries are those that have a small amount of redistribution given their level of market inequality.
Happy to Take Some Risk: Investigating the Dependence of Risk Preferences on Mood Using Biometric Data. Endogenous preferences: the cultural consequences of markets and other economic institutions. The Effects of Financial Incentives in Experiments: A Review and Capital-LaborProduction Framework. The cognitive reflection test as a predictor of performance on heuristicsand-biases tasks. Additional information Supplementary Information the online version contains supplementary material available at doi. A to D: Multiquadrant, corticocleaving hydrodissection with bent cannulas will often overcome corticocapsular adhesions and allow a more zonular-friendly rotation. Increased intraocular manipulations along with decreased anterior chamber size increases the risk for iris trauma in these cases. This should begin preoperatively by allowing extra time for topical mydriatic agents to take effect. A However, it has the potential for post-laser pupillary miosis, especially in those with poor preoperative dilation. Dispersive agents are somewhat less effective at causing viscomydriasis, but are better retained. If pupillary dilation is still insufficient, mechanical pupillary dilation could be considered. Options include mechanical stretching of the pupil with 2 Kuglen hooks or a mechanical pupil dilator (Beehler pupil dilator, Moria, Inc. Many surgeons prefer options that both dilate and maintain the pupil, such as iris retractors or pupillary ring expansion devices. The practice of placing the ring "as late as possible, but as early as necessary" applies in these rock-hard cataract cases. B Nuclear Disassembly Disassembly of the dense nucleus can be quite challenging for a variety of reasons. Second, there might be very little or no cortical cushion between the lens and the capsule. Some dense lenses are less amenable to vertical chopping because even a sharp-tipped chopper will overstress the zonular fibers if one tries to impale the dense nucleus anteroposteriorly. For the horizontal chopping maneuver, the chopper hook must go peripheral to the dense lens; however, there is little physical space to place a second instrument outside of the nucleus but inside of the capsule. Furthermore, we have seen (more than once) the orthogonal finger on a chopper break off entirely when facing an especially firm lens. In addition, the length of the chopper tip must extend, in depth, at least past the mid depth of the lens. The physics of a chopping maneuver are maximized when the entry incisions of the chopping instrument and the holding instrument (the phaco tip) are relatively close to each other so that the forces are well apposed. Accordingly, making the paracentesis incision for the chopper side instrument within 1. If the side port is 90 degrees (3 clock hours) away, forces applied to chopping might result in unintended rotation of the nucleus during an attempted chop. For these dense lenses, standard lens removal techniques often need to be modified. Many surgeons find it helpful to debulk some of the central nuclear core within the confines of the capsulorhexis margin (Figure 7) to create some working space. Also, creating a thin trench facilitates complete division of the nuclear fragments so that they do not remain attached in the center. However, the grooving of a trench can place additional stress on the zonular fibers, especially if significant longitudinal phaco energy is required. Chopping techniques in cases of hyperdense lenses allow a surgeon to chop off relatively small more manageable "pieces of pie," whereas each of the quadrants from a 4 quadrant divide-and-conquer technique can still be rather large and unwieldy within the confines of the capsular bag. As a general rule, the more dense the nucleus, the greater the advantage of creating additional smaller fragments (Figure 9). For surgeons who prefer to create grooves for a divideand-conquer approach, making these grooves wider than usual can be very helpful in creating some extra working space. Such grooves should be deep enough to allow the sections to be split off from each other and about twice as large as in an average lens.
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