Если вы получаете сообщение об ошибке, не можете привести.
Ваш CollectionView
не может использовать ViewCell
, я изменяю код, как показано ниже.
<ContentPage.Resources>
<ResourceDictionary>
<local:Base64ToImageSource x:Key="Base64ToImageSource" />
</ResourceDictionary>
</ContentPage.Resources>
<StackLayout>
<CollectionView x:Name="PhotoView" ItemsSource="{Binding Myphotos}" >
<CollectionView.ItemTemplate>
<DataTemplate>
<StackLayout>
<Image Source="{Binding Base64,Converter={StaticResource Base64ToImageSource}}"></Image>
</StackLayout>
</DataTemplate>
</CollectionView.ItemTemplate>
</CollectionView>
</StackLayout>
Вот фоновый код layout.
public partial class MainPage : ContentPage
{
public MainPage()
{
InitializeComponent();
BindingContext = new MyModelView();
}
}
Вот мой код конвертации.
using System;
using System.Collections.Generic;
using System.Text;
using System.Globalization;
using System.IO;
using Xamarin.Forms;
namespace ImageBa54C
{
public class Base64ToImageSource : IValueConverter
{
ImageSource image;
public object Convert(object value, Type targetType, object parameter, CultureInfo
culture)
{
byte[] bytes = System.Convert.FromBase64String(value.ToString());
image = ImageSource.FromStream(() => new MemoryStream(bytes));
return image;
}
public object ConvertBack(object value, Type targetType, object parameter, CultureInfo culture)
{
return value;
}
}
}
Вот мой Viewmodel.
public class MyModelView
{
public ObservableCollection<Photos> Myphotos { get; set; }
public MyModelView()
{
Myphotos = new ObservableCollection<Photos>();
Myphotos.Add( new Photos() { Base64 = "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" });
Myphotos.Add(new Photos() { Base64 = "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" });
Myphotos.Add(new Photos() { Base64 = "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" });
Myphotos.Add(new Photos() { Base64 = "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" });
}
}
Вот мой рабочий скриншот.
![enter image description here](https://i.stack.imgur.com/JUTu9.png)
Вы можете загрузить мое демо, чтобы сделать тест.
https://github.com/851265601/ImageBa54C