5.1. Presentation and Discussion of Results.
Table 2 provides the columns for tests of equality of group means. The table gives the detailed analysis of variance statistics used to identify variables that make significant differentiation between those willing to purchase flood insurance and those who are not willing on the subject matter.
Table 2: Group Mean Differences and Test of Equality of Group Mean on Residential Flood Insurance Purchase in the Study Area.
Variables
|
|
Group Mean
|
Test of equality of group mean
|
Total
Mean/ Std
|
Those Willing
Mean/ Std
|
Not Willing
Mean/Std
|
Mean
Diff
|
Wilks’
Lambda
|
Fa
|
Sig
|
The distance from a flood prone river A1
|
4.22(0.845)
|
4.26(1.040)
|
4.18(0.532)
|
0.16
|
0.998
|
0.748
|
0.001
|
A house location’s elevation A2
|
4.20(0.761)
|
4.21 (0.965)
|
4.19(0.406)
|
0.02
|
1.000
|
0.053
|
0.818
|
The topography/geography of the location and environment A3
|
4.14(0.461)
|
4.55(0.492)
|
4.10 (0.421)
|
0.45
|
0.999
|
0.383
|
0.000
|
The reality and effect of Climate change A4
|
4.11(0.706)
|
4.16(0.733)
|
4.07 (0.671)
|
0.09
|
0.996
|
1.568
|
0.411
|
Number of high-impact floods experienced B1
|
4.22(0.756)
|
4.32(0.635)
|
4.10(0.865)
|
0.22
|
0.980
|
8.173
|
0.000
|
Expectation of an increase in future flood frequency B2
|
4.12(0.673)
|
4.19(0.659)
|
4.04(0.680)
|
0.15
|
0.987
|
5.379
|
0.001
|
Perception on the adequacy of early warning system B3
|
3.67(0.936)
|
3.85 (0.903)
|
3.52(0.944)
|
0.33
|
0.969
|
12.951
|
0.000
|
Self-assessment of level of vulnerability under climate change B4
|
3.42(0.860)
|
3.49(0.817)
|
3.34(0.903)
|
0.15
|
0.992
|
9.110
|
0.002
|
Income level C1
|
4.20(0.901)
|
4.14(1.009)
|
4.28(0.750)
|
0.14
|
0. .994
|
2.376
|
0.584
|
Budget constraints C2
|
4.29(0.573)
|
4.00(0.547)
|
4.09 (0.686)
|
0.9
|
1.000
|
0.001
|
0.980
|
Level of education C3
|
4.02(0.804)
|
3.92(0.897)
|
4.15(0.665)
|
-0.23
|
0. .980
|
8.267
|
0.004
|
Perception of flood insurance as a good investment C4
|
3.63(0.806)
|
3.58 (0.813)
|
3.68 (0.795)
|
0.1
|
0. .996
|
1.666
|
0.697
|
Gender factor C5
|
3.21(1.040)
|
3.19(1.000)
|
3.23 (1.087)
|
0.04
|
1.000
|
0.116
|
0.733
|
Age Factor C6
|
3.69(0.902)
|
3.60(0.882)
|
3.77 (0.918)
|
0.17
|
0. 990
|
3.836
|
0.002
|
Perception that flood insurance premiums are high D1
|
4.26(0.652)
|
4.25(0.677)
|
4.28(0.622)
|
0.04
|
1.000
|
0.132
|
0.717
|
Perception of unreliability of insurance firms to pay insurance claims and their reluctance to provide flood insurance coverage D2
|
4.16(0.680)
|
4.06(0.718)
|
4.29(0.610)
|
0.23
|
0. .969
|
12.557
|
0.000
|
Perception that the flood protection system is not adequate D3
|
4.18(0.672)
|
3.98(0.720)
|
4.41(0.552)
|
0.43
|
0. .900
|
44.416
|
0.000
|
Reliance on government for flood relief assistance D4
|
3.74(1.110)
|
3.55(1.182)
|
3.97(0.972)
|
0.42
|
0.964
|
15.080
|
0.000
|
Unaware of existing insurance policies and companies that provide flood insurance D5
|
4.25(0.616)
|
4.18(0.564)
|
4.31 (0.666)
|
0.13
|
0. .988
|
4.764
|
0.550
|
Biases E1
|
4.15(0.809)
|
4.20(0.795)
|
4.10(0.824)
|
0.1
|
0. 996
|
1.534
|
0.516
|
Perceived Product Value of Insurance E2
|
4.14(0.603)
|
4.02(0.623)
|
4.29(0.544)
|
0.27
|
0. 948
|
21.766
|
0.000
|
Consumers’ Insurance Literacy E3
|
4.45(0.517)
|
4.21(0.529)
|
4.88(0.449)
|
0.67
|
0. .909
|
39.897
|
0.000
|
Trustful Belief on Insurance E4
|
4.21(0.870)
|
4.20 (0.877)
|
4.86(1.861)
|
0.66
|
0. .996
|
1.607
|
0.000
|
Social norms E5
|
3.80(0.764)
|
3.70(0.724)
|
3.98(0.806)
|
0.28
|
0. 995
|
1.994
|
0.000
|
Information availability E6
|
4.38(0.588)
|
4.10(0.617)
|
4.99(0.505)
|
0.89
|
0. .931
|
29.389
|
0.000
|
A1 to A4 = Objective flood risk exposure; B 1toB 4= Subjective hazard vulnerability; C 1to C6 =Adoptive capacity and power; D 1to D 6 =Subjective risk perception; E 1to E 6 =Behavioral, attitudinal/emotional determinants
Table 2 shows that total mean scores for the four variables measuring objective flood risk exposure were all > 4 which overall is considered significantly high. This implies the variables have strong influence on purchasers' decision to purchase flood insurance. It further suggests that both those willing to purchase flood insurance and those not willing agree that objective flood risk exposure measures have strong power on choice of flood insurance. However, a close look at the group mean reveals that two out of the four variables measuring objective flood risk exposure exhibited strong discriminant power, which suggests that there were significant group mean differences in perception between those willing to purchase flood insurance and those not willing on the variables (A1 λ 0.998, F = 0.748, p < 0.05; A3 λ 0.999, F = 0.383, p < 0.05).Largely, those willing to purchase flood insurance recorded higher group mean values (4.26, 4.55) than developers (4.18; 4.10), the group mean differences (0.16;0.45) were large enough to make the statistical difference. The inference is that objective flood risk exposure measures such as the distance from a flood prone river and the topography/geography of the location and environment are to a great extent perceived by those willing to purchase residential flood insurance to constitute greater challenge to flood insurance purchase decisions than those not willing to purchase.
The reason for this may not be far-fetched, the topography/geography of the location and environment of the study areas are associated with moisture laden maritime southwest trade winds from the Atlantic Ocean while the temperature in the study area ranges from 23° to 26°C. Besides, the terrain of the study area is characterized by two types of land forms; gently undulating ridges and nearly flat topography. The ridges trend in the north-south direction and have an average elevation of about 40m - 55m. This could have clear implication on flood disasters in the area. Moreover, 29.2% and 22.4% of the respondents willing to purchase flood insurance live less than 1km -3km distance from the flood prone river Orashi River as a major source of flood and 68.6% of them live in bungalows. However, house location’s elevation (A2) and the reality and effect of Climate change(A4)” the variables exhibited weak discriminant power, which suggest there were no significant group mean differences in perception between the two groups on the variables (A2 λ,1.000, F = 0.053.,p > 0 : 05; A4 λ,0.996, F = 1.568.,p > 0 : 05). Rather, it could be said there was more commonality of opinions than differences between the two groups on the two variables. The group mean difference was too small to imply significant differences.
Table 2 also indicates that the total mean scores for the four variables determining subjective hazard vulnerability were all > 3 and 4, which overall provides sufficient evidence to suggest that both respondents (those willing to purchase flood insurance and those not willing) recognize subjective hazard vulnerability measures as strong influencers of flood insurance purchase decisions. However, this perception is not balanced as those willing to purchase flood insurance have stronger opinion on the variables than those who are not willing to purchase. Looking at the Table, there is clear evidence that the four variables displayed strong discriminant power which revealed there were significant group mean differences in perception between those willing to purchase flood insurance and those not willing on the four variables (B1, λ 0.980, F = 8.173, p < 0.05; B2 λ 0.987, F = 5.379, p < 0.05; B3, λ 0.969, F = 12.951, p < 0.05; B4, λ 0.992, F = 9.110, p < 0.05). Moreover, further evidence from the result shows that those willing to purchase flood insurance registered higher group mean values (4.32, 4.19; 3.85; 3.49) than those not willing (4.10, 4.04; 3.52; 3.34), the mean differences were large enough to make significant group difference. The result infers that subjective hazard vulnerability measures such as number of high-impact floods experienced, expectation of an increase in future flood frequency, perception on the adequacy of early warning system. self-assessment of level of vulnerability under climate change constitute greater motivation to those willing to purchase flood insurance than those not willing to commit to flood insurance purchase in the study areas. The reason for this may not be far-fetched. A cross tabulation conducted shows that 54.6% of the respondents who have thought of purchasing flood insurance had experienced high impact flooding four or more times in a season with more than 82.5% of them losing properties estimated between N 5,000,000 - N 10, 000,000 million compared to 45.4% of those who are not willing. Again, apparently for fear of an increase in future flood frequency and possibly the absence of early warning system majority of those willing to purchase flood insurance agreed that subjective hazard vulnerability measures remain an interrelationship between flood experience and the tendency to purchase flood insurance.
This finding is consistent with previous studies of Aliagha et al. (2014) which observed that increase in flood experiences could translate to a higher subjective risk perception and vulnerability which concomitantly could lead to demand for flood insurance. Thus, it means that property owners with more flood experience are more likely to purchase flood insurance than those with less experience. However, the fact that 45.4% of the respondents have never thought of or are not willing to purchase flood insurance even though they had experienced high impact floods call for concern and creates a huge gap in the awareness campaign on flood insurance within the study areas. Therefore, regardless of the lop-sidedness and differences in perception on these variables which appear to favour those willing to purchase flood insurance, the finding nevertheless shows that sizeable number of the respondents are not aware or are less certain of residential flood insurance. The inference is that property owners are likely to commit to flood insurance if they are knowledgeable about it. Thus, being aware of flood insurance increases the decision to buy flood insurance and a first step towards mitigating adverse effect of flood.
On variables eliciting measurement on adoptive capacity and power, the two respondents displayed high total mean scores on the four variables (all >3 & 4), which overall could be regarded as high. This implies that the variables have strong motivational effects on both those willing to purchase and those not willing on residential flood insurance. However, a close look at the group means reveals that two out of the six variables exhibited strong discriminant power, which suggests there were significant group mean difference between those willing to purchase flood insurance and those not willing on the two variables (C3, λ 0. .980, F = 8.267, p < 0.05; C6 λ 0. 990, F = 3.836, p < 0.05). A key and significant finding onthese two measures is that those who are not willing to purchase flood insurance recorded higher group mean values (4.15, 3.77) than those who are willing (3.92, 3.60), the group mean differences were large enough to make significant difference. It therefore suggests thatadoptive capacity and power measures such as level of education and age factor constitute greater challenge to those not willing to commit to flood insurance than those who are willing.
The explanation for this may be because the greater number of respondents especially those from Oguta are secondary school and first school leaving certificate holders who may not be familiar with flood insurance policies. For example, in a cross tabulation 59.9% of this group agreed that their level of education and age affects their decisions on flood insurance. It is part of the spillover effects of poor awareness on flood insurance policies. However, four variables: income level, budget constraints, perception of flood insurance as a good investment and gender factor showed weak discriminant power, which suggest there were no significant group mean differences in perception between those willing to purchase flood insurance and those not willing on the variables (C1, λ 0. .994, F = 2.376., p >0:05; C2, = λ 1.000, F = 0.001., p >0:05; C4, = λ 0. .996, F = 1.666., p >0:05; C5, = λ 1.000, F = 0.116., p >0:05). Rather, there was more commonality of opinion than differences between the two groups on the four variables.
Though, those not willing to purchase flood insurance recorded higher group mean values (4.28; 4.09; 3.68 and 3.23) than those willing to purchase (4.14, 4.00; 3.58 and 3.19) both groups however, shared the same anticipation that income level, budget constraints, perception of flood insurance as a good investment and gender factor will affect their choice, but the extent to which this could make a difference in the level of risk aversion and likelihood of purchasing flood insurance is not clear because the group mean differences were too marginal to make a difference. Accordingly, both respondents were of the opinion that the propensity to purchase flood insurance increases significantly with income level while education does make a difference in making the right choice. While higher income could increase the affordability of flood insurance, education could tutor flood insurance prospective purchasers on risk mitigations. This finding is consistent with As Luigi and Paiella (2008); Cameron and Shah (2011) and Aliagha et al (2014) assertion that households that face income uncertainty or suffered loss of income from severe natural disaster exhibit a greater degree of risk aversion.
The respondents’ opinions about the subjective risk perception and how it affects the decision to purchase flood insurance or not were examined. Results show that there is a significant difference in their mean value with respect to the perception of unreliability of insurance firms to pay insurance claims and their reluctance to provide flood insurance coverage, perception that the flood protection system is not adequate, and reliance on government for flood relief assistance(D2, λ 0. 0.969, F = 12.557, p < 0.05; D3, λ 0.900, F = 44.416, p < 0.05; D4, λ 0.964, F = 15.080, p < 0.05). Those who are not willing to purchase flood insurance had a higher mean value (4.29; 4.41; 3.97) compared to those who are willing(4.06; 3.98; 3.55) It could therefore be interpreted that those who never thought or are willing to purchase flood insurance felt that insurance companies are somewhat unreliable when it comes to insurance claims. As such, that it was difficult to trust insurance companies in flood insurance coverage; rather the victims of flood disasters rely greatly on government relief and interventions which rarely come and are not sustainable. On the perception that "flood insurance premiums are high and "unaware of existing insurance policies and companies that provide flood insurance", there was a common opinion that the existing flood insurance premiums are high while many are unaware of existing insurance policies and companies that provide flood insurance in the study. Hence the variables displayed poor discriminant power and did not contribute significantly in differentiating between the groups (D1, λ 1.000., F = 0.132., p >0:05; D5, = λ 0. .988, F = 4.764., p >0:05). Though a closer look at the group means column shows that those who are not willing to purchase flood insurance recorded a higher mean on the two variables than those willing. The mean difference was too marginal to make a significant difference to flood insurance purchase or to the degree of risk aversion.
On Behavioral, Attitudinal/Emotional determinants, five out of the six variables registered strong discriminant power, which suggests significant group mean differences in perception between those willing to purchase flood insurance and those not willing on the variables (E2, λ 0. 948, F = 21.766, p < 0.05; E3, λ 0 .909, F = 39.897, p < 0.05; E4, λ 0.996, F = 1.607, p < 0.05; E5, λ 0. 995, F = 1.994, p < 0.05; E6, λ 0.931, F = 29.389, p < 0.05;). The variable shows very high mean differences (0.27; 0.87; 0.66; 0.28 and 0.89). To further explore the underlying sources of these differences, a cross tabulation was performed, 61.6% of respondents who are not willing to purchase flood insurance agree that they place priority on the perceived product value of insurance before investing.
On perception of consumers’ insurance literacy, it was found that 53.4% strongly agreed that inadequate knowledge of insurance policies and operation affects them while 51.9% believe they don't have confidence in the available insurance companies within the study areas. Furthermore, 53.9% considered social norms as influencers of flood insurance purchase decisions whereas 51.1% were of the opinion that information availability on property insurance remain a critical factor in their decisions to commit to flood insurance purchase. What could be deduced from this result is that information contributes greatly to the degree of flood insurance purchase. Thus, information would have positive effect on flood insurance purchase in the study area. On the other hand, one variable Biases registered poor discriminant power and did not contribute significantly in differentiating between the groups (E1, λ 0. 996., F = 1.534., p >0:05). Thus, there is commonality of opinion on this variable. A closer look at the group means column shows that those who are willing to purchase flood insurance recorded a higher mean on the variable than those not willing. The mean difference was too minor to make a significant difference to flood insurance purchase or to the degree of risk aversion.
5.2. Predicting Discriminant Function for Propensity to Purchase Flood Insurance for Residential Properties
One of the objectives of this study is to identify the most significant predictive variables that best differentiate or discriminate between those willing to purchase flood insurance and not willing. To achieve this, the “stepwise method of enter/remove” for deriving discriminant functions was used (Huberty and Barton, 1989). At 0.05 significant level, Table 3 shows that 15 out of 25 variables entered the model with significant discriminatory power, which could be said to be effective in discriminating between the groups on the status of willingness and reluctance to purchase flood insurance and predicting their group relationship in that reason. In a descending order of degree, the following variables entered the model in this order: information availability>consumers’ insurance literacy>trustful belief on insurance >the topography/geography of the location and environment>perception that the flood protection system is not adequate>Reliance on government for flood relief assistance>perception on the adequacy of early warning system, >social norms,>perceived product value of insurance>perception of unreliability of insurance firms to pay insurance claims and their reluctance to provide flood insurance coverage>number of high-impact floods experienced, >age factor>the distance from a flood prone river>expectation of an increase in future flood frequency,>self-assessment of level of vulnerability under climate change
Table 3: Predictive Model of Flood Insurance Purchase for Residential Properties, Variables entered/removed a,b,c,d.
|
Wilks’ Lambda
|
|
Exact F
|
Step
|
Entered
|
Statistic
|
df1
|
df2
|
df3
|
Statistic
|
df1
|
df2
|
Sig
|
1
|
Information availability
|
0.866
|
1
|
1
|
399.000
|
61.902
|
1
|
399.000
|
0.000
|
2
|
Consumers’ Insurance Literacy
|
0.783
|
2
|
1
|
399.000
|
55.298
|
2
|
398.000
|
0.000
|
3
|
Trustful Belief on Insurance
|
0.727
|
3
|
1
|
399.000
|
49.687
|
3
|
397.000
|
0.000
|
4
|
The topography/geography of the location and environment
|
0.658
|
4
|
1
|
399.000
|
51.434
|
4
|
396.000
|
0.000
|
5
|
Perception that the flood protection system is not adequate
|
0.628
|
5
|
1
|
399.000
|
46.750
|
5
|
395.000
|
0.000
|
6
|
Reliance on government for flood relief assistance
|
0.609
|
6
|
1
|
399.000
|
42.167
|
6
|
394.000
|
0.000
|
7
|
Perception on the adequacy of early warning system
|
0.585
|
7
|
1
|
399.000
|
39.842
|
7
|
393.000
|
0.000
|
8
|
Social norms
|
0.564
|
8
|
1
|
399.000
|
37.925
|
8
|
392.000
|
0.000
|
9
|
Perceived Product Value of Insurance
|
0.554
|
9
|
1
|
399.000
|
34.979
|
9
|
391.000
|
0.000
|
10
|
Perception of unreliability of insurance firms to pay insurance claims and their reluctance to provide flood insurance coverage
|
0.541
|
10
|
1
|
399.000
|
33.129
|
10
|
390.000
|
0.000
|
11
|
Number of high-impact floods experienced
|
0.534
|
11
|
1
|
399.000
|
30.893
|
11
|
389.000
|
0.000
|
12
|
Age Factor
|
0.527
|
12
|
1
|
399.000
|
29.020
|
12
|
388.000
|
0.000
|
13
|
The distance from a flood prone river
|
0.520
|
13
|
1
|
399.000
|
27.522
|
13
|
387.000
|
0.000
|
14
|
Expectation of an increase in future flood frequency
|
0.513
|
14
|
1
|
399.000
|
26.134
|
14
|
386.000
|
0.000
|
15
|
Self-assessment of level of vulnerability under climate change
|
0.505
|
15
|
1
|
399.000
|
25.138
|
15
|
385.000
|
0.000
|
This study aimed at identifying the variables that have the greatest impact and correlation with the discriminant function. Thus, Table 4 provides further statistics for confirming the significance of the discriminant function and identifying variables that have the greatest impact and correlation. The Table shows a canonical correlation (CCr) of 0.6756, which implies that the function explained 67% (CCr2) of variance in the group differences. This provides an overall index for assessing the fit of the model. Besides, the model’s Wilks’ lambda (ᴧ), the function is considered significant (ᴧ = 0 .505, ᵡ2 (df = 5) = 267.318, p < 0.05). On this basis, the study conclude that there is significant discriminant function that evidently splits the two respondents on the basis of their perception of the factors affecting flood insurance purchase. Table 4 also displays the standardized discriminant function coefficients and structure matrix correlation used to assess each variable’s exceptional influence in terms of impact and correlation with the discriminant function.
Table 4: Standardized Canonical Discriminant Function Coefficient and Structure Matrix of Flood Insurance Purchase for Residential Properties
Standardized Canonical Discriminant Function Coefficient
|
Structure Matrix
|
|
Function 1
|
|
Impact Ranking
|
(Within group Correlation)
|
Information availability
|
0.765
|
|
1
|
0.083
|
Consumers’ Insurance Literacy
|
-0.491
|
|
3
|
0.071
|
Trustful Belief on Insurance
|
-0.668
|
|
2
|
0.072
|
The topography/geography of the location and environment
|
0.269
|
|
9
|
0-.049
|
Perception that the flood protection system is not adequate
|
-0.324
|
|
7
|
0.068
|
Reliance on government for flood relief assistance
|
-0.610
|
|
4
|
0.070
|
Perception on the adequacy of early warning system
|
0.245
|
|
11
|
-0.337
|
Social norms
|
0. 234
|
|
13
|
0.274
|
Perceived Product Value of Insurance
|
0. 240
|
|
12
|
0.320
|
Perception of unreliability of insurance firms to pay insurance claims and their reluctance to provide flood insurance coverage
|
0.360
|
|
5
|
-0.090
|
Number of high-impact floods experienced
|
0.308
|
|
8
|
0-.059
|
Age Factor
|
0.229
|
|
14
|
-0.236
|
The distance from a flood prone river
|
0.333
|
|
6
|
-0.082
|
Expectation of an increase in future flood frequency
|
0.267
|
|
10
|
0.398
|
Self-assessment of level of vulnerability under climate change
|
-0.221
|
|
15
|
-0.231
|
Function at Group Centroids
|
Those Willing to Purchase Flood Insurance
|
|
0.909
|
Those not Willing to Purchase Flood Insurance
|
|
-1.072
|
Model Validation Statistics
|
Canonical Correlation (CCr)
|
|
0.703
|
(CCr2)
|
|
0.6756
|
Eigenvalue
|
|
0.979a
|
Wilks’ Lambda
|
|
0 .505
|
Chi – Square (df = 5)
|
|
267.318
|
Classification accuracy (hit ratio)
|
|
83.3%
|
Sig
|
|
0.000
|
It is evident in Table 4 that the variables in the model with the most discriminatory power between the two groups were mainly measures of behavioral, attitudinal/emotional determinants“ information availability (β = 0.765 and within-group correlation = 0.083); trustful belief on insurance (β = -0.668and within-group correlation = 0.072); consumers’ insurance literacy (β = -0.491 and within-group correlation = 0.071). Others include: reliance on government for flood relief assistance (β = -0.610 and within-group correlation = 0.070); perception of unreliability of insurance firms to pay insurance claims and their reluctance to provide flood insurance coverage(β = 0.360 and within-group correlation = -0.090); the distance from a flood prone river(β = 0.333 and within-group correlation = -0.082); perception that the flood protection system is not adequate(β = -0.324 and within-group correlation = 0.068); number of high-impact floods experienced(β = 0.308 and within-group correlation = 0-.059 ); the topography/geography of the location and environment(β = 0.269 and within-group correlation = 0-.049);expectation of an increase in future flood frequency(β = 0.267 and within-group correlation = 0.398); perception on the adequacy of early warning system(β = 0.245 and within-group correlation = -0.337); perceived product value of insurance (β = 0.154and within-group correlation = 0. 240); social norms(β = 0. 234 and within-group correlation = 0.274); age factor(β = 0.229 and within-group correlation = -0.236); self-assessment of level of vulnerability under climate change(β = -0.221 and within-group correlation = -0.231). Moreover, the function at group centroid defines optimal Z-value on which the homeowners could be categorized as having knowledge of flood insurance or not. A careful look at Table 4 indicates that at the group centroids, those willing to purchase flood insurance had Z-value of 0.909 while those not willing had -1.072. The deduction is that a respondent with a Z-value equal to 0.909 is considered as having more knowledge of flood insurance whereas a respondent with a Z-value that is equal to -1.072 is categorized as having less and limited knowledge of flood insurance purchase. Nevertheless, the distribution result as shown in Table 4 provides efficiency and predictive accuracy of the discriminant function. Thus, the model achieved a hit ratio of 83.3%, indicating that 83.3% of the respondents from the two groups were rightly grouped and classified as having opinion on the variables according to their perception on the subject matter. The achieved significant hit ratio of 83.3% shows that the model has practical significance in also predicting the perception of those willing and not willing to purchase flood insurance.